A   ±;#     hh)     �†×CÈ&ßSep  4 202621:40:44HOST64sm_89//
// Generated by LLVM NVPTX Back-End
//

.version 4.2
.target sm_30
.address_size 64

	// .globl	Subsample_Nearest_planar8_planar8 // -- Begin function Subsample_Nearest_planar8_planar8
                                        // @Subsample_Nearest_planar8_planar8
.visible .entry Subsample_Nearest_planar8_planar8(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar8_param_0[104]
)
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB0_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB0_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r14;
$L__BB0_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_planar8_uv // -- Begin function Subsample_Nearest_planar8_planar8_uv
.visible .entry Subsample_Nearest_planar8_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<27>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<16>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB1_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB1_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar8_planar8_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar8_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	mul.wide.s32 	%rd11, %r22, %r2;
	cvt.s64.s32 	%rd12, %r1;
	add.s64 	%rd13, %rd11, %rd12;
	add.s64 	%rd14, %rd4, %rd13;
	st.global.u8 	[%rd14], %r14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	add.s64 	%rd15, %rd5, %rd13;
	st.global.u8 	[%rd15], %r18;
$L__BB1_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar8 // -- Begin function Subsample_Nearest_planar10_planar8
.visible .entry Subsample_Nearest_planar10_planar8(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar8_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB2_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB2_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 2;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB2_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar8_uv // -- Begin function Subsample_Nearest_planar10_planar8_uv
.visible .entry Subsample_Nearest_planar10_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<16>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB3_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB3_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar10_planar8_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar10_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r27, %r14, 2;
	mul.wide.s32 	%rd11, %r22, %r2;
	cvt.s64.s32 	%rd12, %r1;
	add.s64 	%rd13, %rd11, %rd12;
	add.s64 	%rd14, %rd4, %rd13;
	st.global.u8 	[%rd14], %r27;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r28, %r18, 2;
	add.s64 	%rd15, %rd5, %rd13;
	st.global.u8 	[%rd15], %r28;
$L__BB3_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar8 // -- Begin function Subsample_Nearest_planar16_planar8
.visible .entry Subsample_Nearest_planar16_planar8(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar8_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB4_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB4_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB4_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar8_uv // -- Begin function Subsample_Nearest_planar16_planar8_uv
.visible .entry Subsample_Nearest_planar16_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<16>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB5_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB5_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar16_planar8_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar16_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r27, %r14, 8;
	mul.wide.s32 	%rd11, %r22, %r2;
	cvt.s64.s32 	%rd12, %r1;
	add.s64 	%rd13, %rd11, %rd12;
	add.s64 	%rd14, %rd4, %rd13;
	st.global.u8 	[%rd14], %r27;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r28, %r18, 8;
	add.s64 	%rd15, %rd5, %rd13;
	st.global.u8 	[%rd15], %r28;
$L__BB5_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar8 // -- Begin function Subsample_Nearest_semiplanar8_planar8
.visible .entry Subsample_Nearest_semiplanar8_planar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB6_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB6_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r14;
$L__BB6_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar8_uv // -- Begin function Subsample_Nearest_semiplanar8_planar8_uv
.visible .entry Subsample_Nearest_semiplanar8_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB7_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB7_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar8_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mul.wide.s32 	%rd9, %r18, %r2;
	cvt.s64.s32 	%rd10, %r1;
	add.s64 	%rd11, %rd9, %rd10;
	add.s64 	%rd12, %rd3, %rd11;
	st.global.u8 	[%rd12], %r14;
	add.s64 	%rd13, %rd4, %rd11;
	st.global.u8 	[%rd13], %r15;
$L__BB7_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar8 // -- Begin function Subsample_Nearest_semiplanar10_planar8
.visible .entry Subsample_Nearest_semiplanar10_planar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB8_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB8_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB8_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar8_uv // -- Begin function Subsample_Nearest_semiplanar10_planar8_uv
.visible .entry Subsample_Nearest_semiplanar10_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB9_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB9_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar10_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd9, %r18, %r2;
	cvt.s64.s32 	%rd10, %r1;
	add.s64 	%rd11, %rd9, %rd10;
	add.s64 	%rd12, %rd3, %rd11;
	st.global.u8 	[%rd12], %r23;
	shr.u32 	%r24, %r15, 8;
	add.s64 	%rd13, %rd4, %rd11;
	st.global.u8 	[%rd13], %r24;
$L__BB9_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar8 // -- Begin function Subsample_Nearest_semiplanar16_planar8
.visible .entry Subsample_Nearest_semiplanar16_planar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB10_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB10_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB10_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar8_uv // -- Begin function Subsample_Nearest_semiplanar16_planar8_uv
.visible .entry Subsample_Nearest_semiplanar16_planar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB11_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB11_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar16_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd9, %r18, %r2;
	cvt.s64.s32 	%rd10, %r1;
	add.s64 	%rd11, %rd9, %rd10;
	add.s64 	%rd12, %rd3, %rd11;
	st.global.u8 	[%rd12], %r23;
	shr.u32 	%r24, %r15, 8;
	add.s64 	%rd13, %rd4, %rd11;
	st.global.u8 	[%rd13], %r24;
$L__BB11_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_planar10 // -- Begin function Subsample_Nearest_planar8_planar10
.visible .entry Subsample_Nearest_planar8_planar10(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar10_param_0[104]
)                                       // @Subsample_Nearest_planar8_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<8>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB12_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB12_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r23, 0;
	shr.u16 	%rs4, %rs1, 6;
	and.b16  	%rs5, %rs4, 3;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs3;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs7;
$L__BB12_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_planar10_uv // -- Begin function Subsample_Nearest_planar8_planar10_uv
.visible .entry Subsample_Nearest_planar8_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<15>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB13_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB13_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar8_planar10_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar8_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r27, 0;
	shr.u16 	%rs4, %rs1, 6;
	and.b16  	%rs5, %rs4, 3;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs3;
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %rs7;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs8, %r18;
	shl.b16 	%rs9, %rs8, 2;
	and.b16  	%rs10, %rs9, 1020;
	shr.u16 	%rs11, %rs8, 6;
	and.b16  	%rs12, %rs11, 3;
	selp.b16 	%rs13, %rs12, 0, %p3;
	or.b16  	%rs14, %rs13, %rs10;
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %rs14;
$L__BB13_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar10 // -- Begin function Subsample_Nearest_planar10_planar10
.visible .entry Subsample_Nearest_planar10_planar10(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar10_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB14_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB14_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB14_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar10_uv // -- Begin function Subsample_Nearest_planar10_planar10_uv
.visible .entry Subsample_Nearest_planar10_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<27>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB15_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB15_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar10_planar10_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar10_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %r14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %r18;
$L__BB15_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar10 // -- Begin function Subsample_Nearest_planar16_planar10
.visible .entry Subsample_Nearest_planar16_planar10(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar10_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB16_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB16_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB16_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar10_uv // -- Begin function Subsample_Nearest_planar16_planar10_uv
.visible .entry Subsample_Nearest_planar16_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<27>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB17_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB17_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar16_planar10_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar16_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %rs2;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs3, %r18;
	shr.u16 	%rs4, %rs3, 6;
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %rs4;
$L__BB17_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar10 // -- Begin function Subsample_Nearest_semiplanar8_planar10
.visible .entry Subsample_Nearest_semiplanar8_planar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<8>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB18_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB18_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r23, 0;
	shr.u16 	%rs4, %rs1, 6;
	and.b16  	%rs5, %rs4, 3;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs3;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs7;
$L__BB18_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar10_uv // -- Begin function Subsample_Nearest_semiplanar8_planar10_uv
.visible .entry Subsample_Nearest_semiplanar8_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<15>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB19_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB19_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar8_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shl.b16 	%rs3, %rs1, 2;
	and.b16  	%rs4, %rs3, 1020;
	setp.eq.s32 	%p3, %r23, 0;
	shr.u16 	%rs5, %rs1, 6;
	and.b16  	%rs6, %rs5, 3;
	selp.b16 	%rs7, %rs6, 0, %p3;
	or.b16  	%rs8, %rs7, %rs4;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %rs8;
	shl.b16 	%rs9, %rs2, 2;
	and.b16  	%rs10, %rs9, 1020;
	shr.u16 	%rs11, %rs2, 6;
	and.b16  	%rs12, %rs11, 3;
	selp.b16 	%rs13, %rs12, 0, %p3;
	or.b16  	%rs14, %rs13, %rs10;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %rs14;
$L__BB19_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar10 // -- Begin function Subsample_Nearest_semiplanar10_planar10
.visible .entry Subsample_Nearest_semiplanar10_planar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB20_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB20_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB20_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar10_uv // -- Begin function Subsample_Nearest_semiplanar10_planar10_uv
.visible .entry Subsample_Nearest_semiplanar10_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB21_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB21_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar10_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %rs4;
$L__BB21_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar10 // -- Begin function Subsample_Nearest_semiplanar16_planar10
.visible .entry Subsample_Nearest_semiplanar16_planar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB22_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB22_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB22_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar10_uv // -- Begin function Subsample_Nearest_semiplanar16_planar10_uv
.visible .entry Subsample_Nearest_semiplanar16_planar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB23_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB23_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar16_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %rs4;
$L__BB23_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_planar16 // -- Begin function Subsample_Nearest_planar8_planar16
.visible .entry Subsample_Nearest_planar8_planar16(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar16_param_0[104]
)                                       // @Subsample_Nearest_planar8_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB24_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB24_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB24_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_planar16_uv // -- Begin function Subsample_Nearest_planar8_planar16_uv
.visible .entry Subsample_Nearest_planar8_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB25_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB25_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar8_planar16_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar8_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r27, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %rs5;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs6, %r18;
	and.b16  	%rs7, %rs6, 255;
	shl.b16 	%rs8, %rs6, 8;
	selp.b16 	%rs9, %rs7, 0, %p3;
	or.b16  	%rs10, %rs8, %rs9;
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %rs10;
$L__BB25_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar16 // -- Begin function Subsample_Nearest_planar10_planar16
.visible .entry Subsample_Nearest_planar10_planar16(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar16_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB26_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB26_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r23, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB26_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_planar16_uv // -- Begin function Subsample_Nearest_planar10_planar16_uv
.visible .entry Subsample_Nearest_planar10_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB27_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB27_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar10_planar16_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar10_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r27, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %rs5;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs6, %r18;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %rs10;
$L__BB27_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar16 // -- Begin function Subsample_Nearest_planar16_planar16
.visible .entry Subsample_Nearest_planar16_planar16(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar16_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB28_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB28_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB28_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_planar16_uv // -- Begin function Subsample_Nearest_planar16_planar16_uv
.visible .entry Subsample_Nearest_planar16_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_planar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<27>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<19>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB29_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Nearest_planar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB29_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Nearest_planar16_planar16_uv_param_0+8];
	ld.param.u64 	%rd10, [Subsample_Nearest_planar16_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f3, %f4}];
	// end inline asm
	cvt.s64.s32 	%rd11, %r2;
	cvt.s64.s32 	%rd12, %r22;
	shr.u64 	%rd13, %rd12, 1;
	cvt.s64.s32 	%rd14, %r1;
	mad.lo.s64 	%rd15, %rd13, %rd11, %rd14;
	shl.b64 	%rd16, %rd15, 1;
	add.s64 	%rd17, %rd4, %rd16;
	st.global.u16 	[%rd17], %r14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd10, {%f3, %f4}];
	// end inline asm
	add.s64 	%rd18, %rd5, %rd16;
	st.global.u16 	[%rd18], %r18;
$L__BB29_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar16 // -- Begin function Subsample_Nearest_semiplanar8_planar16
.visible .entry Subsample_Nearest_semiplanar8_planar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB30_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB30_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB30_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_planar16_uv // -- Begin function Subsample_Nearest_semiplanar8_planar16_uv
.visible .entry Subsample_Nearest_semiplanar8_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB31_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB31_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar8_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	and.b16  	%rs3, %rs1, 255;
	shl.b16 	%rs4, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	or.b16  	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %rs6;
	and.b16  	%rs7, %rs2, 255;
	shl.b16 	%rs8, %rs2, 8;
	selp.b16 	%rs9, %rs7, 0, %p3;
	or.b16  	%rs10, %rs8, %rs9;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %rs10;
$L__BB31_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar16 // -- Begin function Subsample_Nearest_semiplanar10_planar16
.visible .entry Subsample_Nearest_semiplanar10_planar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB32_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB32_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs3, %rs2, 0, %p3;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs4;
$L__BB32_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_planar16_uv // -- Begin function Subsample_Nearest_semiplanar10_planar16_uv
.visible .entry Subsample_Nearest_semiplanar10_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB33_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB33_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar10_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs1;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %rs5;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p3;
	or.b16  	%rs8, %rs7, %rs2;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %rs8;
$L__BB33_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar16 // -- Begin function Subsample_Nearest_semiplanar16_planar16
.visible .entry Subsample_Nearest_semiplanar16_planar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB34_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB34_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB34_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_planar16_uv // -- Begin function Subsample_Nearest_semiplanar16_planar16_uv
.visible .entry Subsample_Nearest_semiplanar16_planar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_planar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_planar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Nearest_semiplanar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB35_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_semiplanar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB35_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Nearest_semiplanar16_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r18;
	shr.u64 	%rd11, %rd10, 1;
	cvt.s64.s32 	%rd12, %r1;
	mad.lo.s64 	%rd13, %rd11, %rd9, %rd12;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u16 	[%rd15], %r14;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u16 	[%rd16], %r15;
$L__BB35_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar8 // -- Begin function Subsample_Nearest_planar8_semiplanar8
.visible .entry Subsample_Nearest_planar8_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB36_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB36_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r14;
$L__BB36_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar8_uv // -- Begin function Subsample_Nearest_planar8_semiplanar8_uv
.visible .entry Subsample_Nearest_planar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<27>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB37_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB37_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs2, %r18;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 1;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 1;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 2;
	add.s64 	%rd16, %rd14, %rd15;
	st.global.v2.u8 	[%rd16], {%rs1, %rs2};
$L__BB37_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar8 // -- Begin function Subsample_Nearest_planar10_semiplanar8
.visible .entry Subsample_Nearest_planar10_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB38_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB38_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 2;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB38_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar8_uv // -- Begin function Subsample_Nearest_planar10_semiplanar8_uv
.visible .entry Subsample_Nearest_planar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB39_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB39_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r27, %r14, 2;
	cvt.u16.u32 	%rs1, %r27;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r28, %r18, 2;
	cvt.u16.u32 	%rs2, %r28;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 1;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 1;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 2;
	add.s64 	%rd16, %rd14, %rd15;
	st.global.v2.u8 	[%rd16], {%rs1, %rs2};
$L__BB39_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar8 // -- Begin function Subsample_Nearest_planar16_semiplanar8
.visible .entry Subsample_Nearest_planar16_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB40_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB40_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB40_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar8_uv // -- Begin function Subsample_Nearest_planar16_semiplanar8_uv
.visible .entry Subsample_Nearest_planar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB41_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB41_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r27, %r14, 8;
	cvt.u16.u32 	%rs1, %r27;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	shr.u32 	%r28, %r18, 8;
	cvt.u16.u32 	%rs2, %r28;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 1;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 1;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 2;
	add.s64 	%rd16, %rd14, %rd15;
	st.global.v2.u8 	[%rd16], {%rs1, %rs2};
$L__BB41_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar8 // -- Begin function Subsample_Nearest_semiplanar8_semiplanar8
.visible .entry Subsample_Nearest_semiplanar8_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB42_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB42_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r14;
$L__BB42_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar8_uv // -- Begin function Subsample_Nearest_semiplanar8_semiplanar8_uv
.visible .entry Subsample_Nearest_semiplanar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB43_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB43_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.v2.u8 	[%rd14], {%rs1, %rs2};
$L__BB43_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar8 // -- Begin function Subsample_Nearest_semiplanar10_semiplanar8
.visible .entry Subsample_Nearest_semiplanar10_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB44_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB44_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB44_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar8_uv // -- Begin function Subsample_Nearest_semiplanar10_semiplanar8_uv
.visible .entry Subsample_Nearest_semiplanar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB45_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB45_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	cvt.u16.u32 	%rs1, %r23;
	shr.u32 	%r24, %r15, 8;
	cvt.u16.u32 	%rs2, %r24;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.v2.u8 	[%rd14], {%rs1, %rs2};
$L__BB45_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar8 // -- Begin function Subsample_Nearest_semiplanar16_semiplanar8
.visible .entry Subsample_Nearest_semiplanar16_semiplanar8(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar8_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<11>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB46_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB46_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	mul.wide.s32 	%rd7, %r18, %r2;
	cvt.s64.s32 	%rd8, %r1;
	add.s64 	%rd9, %rd3, %rd7;
	add.s64 	%rd10, %rd9, %rd8;
	st.global.u8 	[%rd10], %r23;
$L__BB46_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar8_uv // -- Begin function Subsample_Nearest_semiplanar16_semiplanar8_uv
.visible .entry Subsample_Nearest_semiplanar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB47_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB47_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	shr.u32 	%r23, %r14, 8;
	cvt.u16.u32 	%rs1, %r23;
	shr.u32 	%r24, %r15, 8;
	cvt.u16.u32 	%rs2, %r24;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.v2.u8 	[%rd14], {%rs1, %rs2};
$L__BB47_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar10 // -- Begin function Subsample_Nearest_planar8_semiplanar10
.visible .entry Subsample_Nearest_planar8_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB48_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB48_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB48_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar10_uv // -- Begin function Subsample_Nearest_planar8_semiplanar10_uv
.visible .entry Subsample_Nearest_planar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB49_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB49_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p3, %r27, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs6, %r18;
	shl.b16 	%rs7, %rs6, 8;
	and.b16  	%rs8, %rs6, 192;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	mov.b32 	%r28, {%rs5, %rs10};
	st.global.u32 	[%rd16], %r28;
$L__BB49_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar10 // -- Begin function Subsample_Nearest_planar10_semiplanar10
.visible .entry Subsample_Nearest_planar10_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB50_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB50_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB50_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar10_uv // -- Begin function Subsample_Nearest_planar10_semiplanar10_uv
.visible .entry Subsample_Nearest_planar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB51_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB51_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs3, %r18;
	shl.b16 	%rs4, %rs3, 6;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	mov.b32 	%r27, {%rs2, %rs4};
	st.global.u32 	[%rd16], %r27;
$L__BB51_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar10 // -- Begin function Subsample_Nearest_planar16_semiplanar10
.visible .entry Subsample_Nearest_planar16_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB52_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB52_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB52_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar10_uv // -- Begin function Subsample_Nearest_planar16_semiplanar10_uv
.visible .entry Subsample_Nearest_planar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB53_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB53_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, -64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs3, %r18;
	and.b16  	%rs4, %rs3, -64;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	mov.b32 	%r27, {%rs2, %rs4};
	st.global.u32 	[%rd16], %r27;
$L__BB53_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar10 // -- Begin function Subsample_Nearest_semiplanar8_semiplanar10
.visible .entry Subsample_Nearest_semiplanar8_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB54_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB54_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB54_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar10_uv // -- Begin function Subsample_Nearest_semiplanar8_semiplanar10_uv
.visible .entry Subsample_Nearest_semiplanar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB55_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB55_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	and.b16  	%rs4, %rs1, 192;
	selp.b16 	%rs5, %rs4, 0, %p3;
	or.b16  	%rs6, %rs5, %rs3;
	shl.b16 	%rs7, %rs2, 8;
	and.b16  	%rs8, %rs2, 192;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	mov.b32 	%r24, {%rs6, %rs10};
	st.global.u32 	[%rd14], %r24;
$L__BB55_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar10 // -- Begin function Subsample_Nearest_semiplanar10_semiplanar10
.visible .entry Subsample_Nearest_semiplanar10_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB56_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB56_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB56_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar10_uv // -- Begin function Subsample_Nearest_semiplanar10_semiplanar10_uv
.visible .entry Subsample_Nearest_semiplanar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB57_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB57_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r15, 0x5410U;
	st.global.u32 	[%rd14], %r23;
$L__BB57_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar10 // -- Begin function Subsample_Nearest_semiplanar16_semiplanar10
.visible .entry Subsample_Nearest_semiplanar16_semiplanar10(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar10_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB58_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB58_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs2;
$L__BB58_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar10_uv // -- Begin function Subsample_Nearest_semiplanar16_semiplanar10_uv
.visible .entry Subsample_Nearest_semiplanar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB59_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB59_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	and.b16  	%rs3, %rs1, -64;
	and.b16  	%rs4, %rs2, -64;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	mov.b32 	%r23, {%rs3, %rs4};
	st.global.u32 	[%rd14], %r23;
$L__BB59_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar16 // -- Begin function Subsample_Nearest_planar8_semiplanar16
.visible .entry Subsample_Nearest_planar8_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB60_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB60_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB60_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar8_semiplanar16_uv // -- Begin function Subsample_Nearest_planar8_semiplanar16_uv
.visible .entry Subsample_Nearest_planar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar8_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB61_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB61_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar8_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar8_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r27, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs6, %r18;
	and.b16  	%rs7, %rs6, 255;
	shl.b16 	%rs8, %rs6, 8;
	selp.b16 	%rs9, %rs7, 0, %p3;
	or.b16  	%rs10, %rs8, %rs9;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	mov.b32 	%r28, {%rs5, %rs10};
	st.global.u32 	[%rd16], %r28;
$L__BB61_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar16 // -- Begin function Subsample_Nearest_planar10_semiplanar16
.visible .entry Subsample_Nearest_planar10_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB62_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB62_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r23, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB62_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar10_semiplanar16_uv // -- Begin function Subsample_Nearest_planar10_semiplanar16_uv
.visible .entry Subsample_Nearest_planar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar10_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<29>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB63_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB63_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar10_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar10_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	ld.param.u32 	%r27, [%rd1+96];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r27, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.u16.u32 	%rs6, %r18;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	mov.b32 	%r28, {%rs5, %rs10};
	st.global.u32 	[%rd16], %r28;
$L__BB63_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar16 // -- Begin function Subsample_Nearest_planar16_semiplanar16
.visible .entry Subsample_Nearest_planar16_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_planar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB64_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_planar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB64_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB64_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_planar16_semiplanar16_uv // -- Begin function Subsample_Nearest_planar16_semiplanar16_uv
.visible .entry Subsample_Nearest_planar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_planar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_planar16_semiplanar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<28>;
	.reg .f32 	%f<17>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Nearest_planar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_planar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB65_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Nearest_planar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB65_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Nearest_planar16_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd8, [Subsample_Nearest_planar16_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r22, %r23}, [%rd1+72];
	ld.param.v2.u32 	{%r24, %r25}, [%rd1+80];
	ld.param.u32 	%r26, [%rd1+88];
	cvt.rn.f32.s32 	%f5, %r25;
	cvt.rn.f32.s32 	%f6, %r4;
	div.rn.f32 	%f7, %f5, %f6;
	cvt.rn.f32.s32 	%f8, %r26;
	cvt.rn.f32.s32 	%f9, %r3;
	div.rn.f32 	%f10, %f8, %f9;
	cvt.rn.f32.s32 	%f11, %r1;
	add.f32 	%f12, %f11, 0f3F000000;
	cvt.rn.f32.s32 	%f13, %r23;
	fma.rn.f32 	%f3, %f12, %f7, %f13;
	cvt.rn.f32.s32 	%f14, %r2;
	add.f32 	%f15, %f14, 0f3F000000;
	cvt.rn.f32.s32 	%f16, %r24;
	fma.rn.f32 	%f4, %f15, %f10, %f16;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f3, %f4}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f4}];
	// end inline asm
	cvt.s64.s32 	%rd9, %r2;
	cvt.s64.s32 	%rd10, %r22;
	shr.u64 	%rd11, %rd10, 2;
	mul.lo.s64 	%rd12, %rd11, %rd9;
	shl.b64 	%rd13, %rd12, 2;
	add.s64 	%rd14, %rd4, %rd13;
	mul.wide.s32 	%rd15, %r1, 4;
	add.s64 	%rd16, %rd14, %rd15;
	prmt.b32 	%r27, %r14, %r18, 0x5410U;
	st.global.u32 	[%rd16], %r27;
$L__BB65_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar16 // -- Begin function Subsample_Nearest_semiplanar8_semiplanar16
.visible .entry Subsample_Nearest_semiplanar8_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB66_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB66_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	and.b16  	%rs2, %rs1, 255;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs2, 0, %p3;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs5;
$L__BB66_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar8_semiplanar16_uv // -- Begin function Subsample_Nearest_semiplanar8_semiplanar16_uv
.visible .entry Subsample_Nearest_semiplanar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar8_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB67_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB67_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar8_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	and.b16  	%rs3, %rs1, 255;
	shl.b16 	%rs4, %rs1, 8;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	or.b16  	%rs6, %rs4, %rs5;
	and.b16  	%rs7, %rs2, 255;
	shl.b16 	%rs8, %rs2, 8;
	selp.b16 	%rs9, %rs7, 0, %p3;
	or.b16  	%rs10, %rs8, %rs9;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	mov.b32 	%r24, {%rs6, %rs10};
	st.global.u32 	[%rd14], %r24;
$L__BB67_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar16 // -- Begin function Subsample_Nearest_semiplanar10_semiplanar16
.visible .entry Subsample_Nearest_semiplanar10_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB68_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB68_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs3, %rs2, 0, %p3;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %rs4;
$L__BB68_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar10_semiplanar16_uv // -- Begin function Subsample_Nearest_semiplanar10_semiplanar16_uv
.visible .entry Subsample_Nearest_semiplanar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar10_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<25>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB69_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB69_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar10_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	ld.param.u32 	%r23, [%rd1+96];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.u16.u32 	%rs1, %r14;
	cvt.u16.u32 	%rs2, %r15;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p3, %r23, 0;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs1;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p3;
	or.b16  	%rs8, %rs7, %rs2;
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	mov.b32 	%r24, {%rs5, %rs8};
	st.global.u32 	[%rd14], %r24;
$L__BB69_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar16 // -- Begin function Subsample_Nearest_semiplanar16_semiplanar16
.visible .entry Subsample_Nearest_semiplanar16_semiplanar16(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar16_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<23>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB70_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB70_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 1;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 1;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 2;
	add.s64 	%rd14, %rd12, %rd13;
	st.global.u16 	[%rd14], %r14;
$L__BB70_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_semiplanar16_semiplanar16_uv // -- Begin function Subsample_Nearest_semiplanar16_semiplanar16_uv
.visible .entry Subsample_Nearest_semiplanar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Nearest_semiplanar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Nearest_semiplanar16_semiplanar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<24>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_semiplanar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_semiplanar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB71_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_semiplanar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB71_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_semiplanar16_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r15, 0x5410U;
	st.global.u32 	[%rd14], %r23;
$L__BB71_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_rgb0 // -- Begin function Subsample_Nearest_rgb0_rgb0
.visible .entry Subsample_Nearest_rgb0_rgb0(
	.param .align 8 .b8 Subsample_Nearest_rgb0_rgb0_param_0[104]
)                                       // @Subsample_Nearest_rgb0_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgb0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgb0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB72_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgb0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB72_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgb0_rgb0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB72_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_rgb0_uv // -- Begin function Subsample_Nearest_rgb0_rgb0_uv
.visible .entry Subsample_Nearest_rgb0_rgb0_uv(
	.param .align 8 .b8 Subsample_Nearest_rgb0_rgb0_uv_param_0[104]
)                                       // @Subsample_Nearest_rgb0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_rgb0 // -- Begin function Subsample_Nearest_bgr0_rgb0
.visible .entry Subsample_Nearest_bgr0_rgb0(
	.param .align 8 .b8 Subsample_Nearest_bgr0_rgb0_param_0[104]
)                                       // @Subsample_Nearest_bgr0_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgr0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgr0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB74_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgr0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB74_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgr0_rgb0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB74_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_rgb0_uv // -- Begin function Subsample_Nearest_bgr0_rgb0_uv
.visible .entry Subsample_Nearest_bgr0_rgb0_uv(
	.param .align 8 .b8 Subsample_Nearest_bgr0_rgb0_uv_param_0[104]
)                                       // @Subsample_Nearest_bgr0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_rgb0 // -- Begin function Subsample_Nearest_rgba_rgb0
.visible .entry Subsample_Nearest_rgba_rgb0(
	.param .align 8 .b8 Subsample_Nearest_rgba_rgb0_param_0[104]
)                                       // @Subsample_Nearest_rgba_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgba_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgba_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB76_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgba_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB76_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgba_rgb0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB76_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_rgb0_uv // -- Begin function Subsample_Nearest_rgba_rgb0_uv
.visible .entry Subsample_Nearest_rgba_rgb0_uv(
	.param .align 8 .b8 Subsample_Nearest_rgba_rgb0_uv_param_0[104]
)                                       // @Subsample_Nearest_rgba_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_rgb0 // -- Begin function Subsample_Nearest_bgra_rgb0
.visible .entry Subsample_Nearest_bgra_rgb0(
	.param .align 8 .b8 Subsample_Nearest_bgra_rgb0_param_0[104]
)                                       // @Subsample_Nearest_bgra_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgra_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgra_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB78_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgra_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB78_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgra_rgb0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB78_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_rgb0_uv // -- Begin function Subsample_Nearest_bgra_rgb0_uv
.visible .entry Subsample_Nearest_bgra_rgb0_uv(
	.param .align 8 .b8 Subsample_Nearest_bgra_rgb0_uv_param_0[104]
)                                       // @Subsample_Nearest_bgra_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_bgr0 // -- Begin function Subsample_Nearest_rgb0_bgr0
.visible .entry Subsample_Nearest_rgb0_bgr0(
	.param .align 8 .b8 Subsample_Nearest_rgb0_bgr0_param_0[104]
)                                       // @Subsample_Nearest_rgb0_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgb0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgb0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB80_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgb0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB80_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgb0_bgr0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB80_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_bgr0_uv // -- Begin function Subsample_Nearest_rgb0_bgr0_uv
.visible .entry Subsample_Nearest_rgb0_bgr0_uv(
	.param .align 8 .b8 Subsample_Nearest_rgb0_bgr0_uv_param_0[104]
)                                       // @Subsample_Nearest_rgb0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_bgr0 // -- Begin function Subsample_Nearest_bgr0_bgr0
.visible .entry Subsample_Nearest_bgr0_bgr0(
	.param .align 8 .b8 Subsample_Nearest_bgr0_bgr0_param_0[104]
)                                       // @Subsample_Nearest_bgr0_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgr0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgr0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB82_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgr0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB82_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgr0_bgr0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB82_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_bgr0_uv // -- Begin function Subsample_Nearest_bgr0_bgr0_uv
.visible .entry Subsample_Nearest_bgr0_bgr0_uv(
	.param .align 8 .b8 Subsample_Nearest_bgr0_bgr0_uv_param_0[104]
)                                       // @Subsample_Nearest_bgr0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_bgr0 // -- Begin function Subsample_Nearest_rgba_bgr0
.visible .entry Subsample_Nearest_rgba_bgr0(
	.param .align 8 .b8 Subsample_Nearest_rgba_bgr0_param_0[104]
)                                       // @Subsample_Nearest_rgba_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgba_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgba_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB84_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgba_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB84_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgba_bgr0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB84_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_bgr0_uv // -- Begin function Subsample_Nearest_rgba_bgr0_uv
.visible .entry Subsample_Nearest_rgba_bgr0_uv(
	.param .align 8 .b8 Subsample_Nearest_rgba_bgr0_uv_param_0[104]
)                                       // @Subsample_Nearest_rgba_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_bgr0 // -- Begin function Subsample_Nearest_bgra_bgr0
.visible .entry Subsample_Nearest_bgra_bgr0(
	.param .align 8 .b8 Subsample_Nearest_bgra_bgr0_param_0[104]
)                                       // @Subsample_Nearest_bgra_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgra_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgra_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB86_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgra_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB86_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgra_bgr0_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB86_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_bgr0_uv // -- Begin function Subsample_Nearest_bgra_bgr0_uv
.visible .entry Subsample_Nearest_bgra_bgr0_uv(
	.param .align 8 .b8 Subsample_Nearest_bgra_bgr0_uv_param_0[104]
)                                       // @Subsample_Nearest_bgra_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_rgba // -- Begin function Subsample_Nearest_rgb0_rgba
.visible .entry Subsample_Nearest_rgb0_rgba(
	.param .align 8 .b8 Subsample_Nearest_rgb0_rgba_param_0[104]
)                                       // @Subsample_Nearest_rgb0_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgb0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgb0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB88_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgb0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB88_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgb0_rgba_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, 65535, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB88_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_rgba_uv // -- Begin function Subsample_Nearest_rgb0_rgba_uv
.visible .entry Subsample_Nearest_rgb0_rgba_uv(
	.param .align 8 .b8 Subsample_Nearest_rgb0_rgba_uv_param_0[104]
)                                       // @Subsample_Nearest_rgb0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_rgba // -- Begin function Subsample_Nearest_bgr0_rgba
.visible .entry Subsample_Nearest_bgr0_rgba(
	.param .align 8 .b8 Subsample_Nearest_bgr0_rgba_param_0[104]
)                                       // @Subsample_Nearest_bgr0_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgr0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgr0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB90_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgr0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB90_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgr0_rgba_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, 65535, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB90_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_rgba_uv // -- Begin function Subsample_Nearest_bgr0_rgba_uv
.visible .entry Subsample_Nearest_bgr0_rgba_uv(
	.param .align 8 .b8 Subsample_Nearest_bgr0_rgba_uv_param_0[104]
)                                       // @Subsample_Nearest_bgr0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_rgba // -- Begin function Subsample_Nearest_rgba_rgba
.visible .entry Subsample_Nearest_rgba_rgba(
	.param .align 8 .b8 Subsample_Nearest_rgba_rgba_param_0[104]
)                                       // @Subsample_Nearest_rgba_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgba_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgba_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB92_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgba_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB92_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgba_rgba_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB92_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_rgba_uv // -- Begin function Subsample_Nearest_rgba_rgba_uv
.visible .entry Subsample_Nearest_rgba_rgba_uv(
	.param .align 8 .b8 Subsample_Nearest_rgba_rgba_uv_param_0[104]
)                                       // @Subsample_Nearest_rgba_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_rgba // -- Begin function Subsample_Nearest_bgra_rgba
.visible .entry Subsample_Nearest_bgra_rgba(
	.param .align 8 .b8 Subsample_Nearest_bgra_rgba_param_0[104]
)                                       // @Subsample_Nearest_bgra_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgra_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgra_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB94_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgra_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB94_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgra_rgba_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB94_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_rgba_uv // -- Begin function Subsample_Nearest_bgra_rgba_uv
.visible .entry Subsample_Nearest_bgra_rgba_uv(
	.param .align 8 .b8 Subsample_Nearest_bgra_rgba_uv_param_0[104]
)                                       // @Subsample_Nearest_bgra_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_bgra // -- Begin function Subsample_Nearest_rgb0_bgra
.visible .entry Subsample_Nearest_rgb0_bgra(
	.param .align 8 .b8 Subsample_Nearest_rgb0_bgra_param_0[104]
)                                       // @Subsample_Nearest_rgb0_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgb0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgb0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB96_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgb0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB96_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgb0_bgra_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, 65535, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB96_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgb0_bgra_uv // -- Begin function Subsample_Nearest_rgb0_bgra_uv
.visible .entry Subsample_Nearest_rgb0_bgra_uv(
	.param .align 8 .b8 Subsample_Nearest_rgb0_bgra_uv_param_0[104]
)                                       // @Subsample_Nearest_rgb0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_bgra // -- Begin function Subsample_Nearest_bgr0_bgra
.visible .entry Subsample_Nearest_bgr0_bgra(
	.param .align 8 .b8 Subsample_Nearest_bgr0_bgra_param_0[104]
)                                       // @Subsample_Nearest_bgr0_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgr0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgr0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB98_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgr0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB98_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgr0_bgra_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, 65535, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB98_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgr0_bgra_uv // -- Begin function Subsample_Nearest_bgr0_bgra_uv
.visible .entry Subsample_Nearest_bgr0_bgra_uv(
	.param .align 8 .b8 Subsample_Nearest_bgr0_bgra_uv_param_0[104]
)                                       // @Subsample_Nearest_bgr0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_bgra // -- Begin function Subsample_Nearest_rgba_bgra
.visible .entry Subsample_Nearest_rgba_bgra(
	.param .align 8 .b8 Subsample_Nearest_rgba_bgra_param_0[104]
)                                       // @Subsample_Nearest_rgba_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_rgba_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_rgba_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB100_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_rgba_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB100_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_rgba_bgra_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r14, %r17, 0x3340U;
	prmt.b32 	%r24, %r16, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB100_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_rgba_bgra_uv // -- Begin function Subsample_Nearest_rgba_bgra_uv
.visible .entry Subsample_Nearest_rgba_bgra_uv(
	.param .align 8 .b8 Subsample_Nearest_rgba_bgra_uv_param_0[104]
)                                       // @Subsample_Nearest_rgba_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_bgra // -- Begin function Subsample_Nearest_bgra_bgra
.visible .entry Subsample_Nearest_bgra_bgra(
	.param .align 8 .b8 Subsample_Nearest_bgra_bgra_param_0[104]
)                                       // @Subsample_Nearest_bgra_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<26>;
	.reg .f32 	%f<15>;
	.reg .b64 	%rd<15>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Nearest_bgra_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Nearest_bgra_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB102_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Nearest_bgra_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB102_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Nearest_bgra_bgra_param_0];
	ld.param.v2.u32 	{%r18, %r19}, [%rd1+72];
	ld.param.v2.u32 	{%r20, %r21}, [%rd1+80];
	ld.param.u32 	%r22, [%rd1+88];
	cvt.rn.f32.s32 	%f3, %r21;
	cvt.rn.f32.s32 	%f4, %r4;
	div.rn.f32 	%f5, %f3, %f4;
	cvt.rn.f32.s32 	%f6, %r22;
	cvt.rn.f32.s32 	%f7, %r3;
	div.rn.f32 	%f8, %f6, %f7;
	cvt.rn.f32.s32 	%f9, %r1;
	add.f32 	%f10, %f9, 0f3F000000;
	cvt.rn.f32.s32 	%f11, %r19;
	fma.rn.f32 	%f1, %f10, %f5, %f11;
	cvt.rn.f32.s32 	%f12, %r2;
	add.f32 	%f13, %f12, 0f3F000000;
	cvt.rn.f32.s32 	%f14, %r20;
	fma.rn.f32 	%f2, %f13, %f8, %f14;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	cvt.s64.s32 	%rd7, %r2;
	cvt.s64.s32 	%rd8, %r18;
	shr.u64 	%rd9, %rd8, 2;
	mul.lo.s64 	%rd10, %rd9, %rd7;
	shl.b64 	%rd11, %rd10, 2;
	add.s64 	%rd12, %rd3, %rd11;
	mul.wide.s32 	%rd13, %r1, 4;
	add.s64 	%rd14, %rd12, %rd13;
	prmt.b32 	%r23, %r16, %r17, 0x3340U;
	prmt.b32 	%r24, %r14, %r15, 0x3340U;
	prmt.b32 	%r25, %r24, %r23, 0x5410U;
	st.global.u32 	[%rd14], %r25;
$L__BB102_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Nearest_bgra_bgra_uv // -- Begin function Subsample_Nearest_bgra_bgra_uv
.visible .entry Subsample_Nearest_bgra_bgra_uv(
	.param .align 8 .b8 Subsample_Nearest_bgra_bgra_uv_param_0[104]
)                                       // @Subsample_Nearest_bgra_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar8 // -- Begin function Subsample_Bilinear_planar8_planar8
.visible .entry Subsample_Bilinear_planar8_planar8(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar8_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB104_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB104_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 255;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 255;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB104_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar8_uv // -- Begin function Subsample_Bilinear_planar8_planar8_uv
.visible .entry Subsample_Bilinear_planar8_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<22>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB105_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB105_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar8_planar8_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar8_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 255;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 255;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 255;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	mul.wide.s32 	%rd17, %r46, %r2;
	cvt.s64.s32 	%rd18, %r1;
	add.s64 	%rd19, %rd17, %rd18;
	add.s64 	%rd20, %rd4, %rd19;
	st.global.u8 	[%rd20], %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 255;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 255;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 255;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	add.s64 	%rd21, %rd5, %rd19;
	st.global.u8 	[%rd21], %r68;
$L__BB105_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar8 // -- Begin function Subsample_Bilinear_planar10_planar8
.visible .entry Subsample_Bilinear_planar10_planar8(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar8_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<40>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB106_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB106_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	add.s32 	%r35, %r14, %r18;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	add.s32 	%r36, %r35, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	add.s32 	%r37, %r36, %r26;
	add.s32 	%r38, %r37, 2;
	shr.u32 	%r39, %r38, 4;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r39;
$L__BB106_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar8_uv // -- Begin function Subsample_Bilinear_planar10_planar8_uv
.visible .entry Subsample_Bilinear_planar10_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<61>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<22>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB107_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB107_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar10_planar8_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar10_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	add.s32 	%r51, %r14, %r18;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	add.s32 	%r52, %r51, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	add.s32 	%r53, %r52, %r26;
	add.s32 	%r54, %r53, 2;
	shr.u32 	%r55, %r54, 4;
	mul.wide.s32 	%rd17, %r46, %r2;
	cvt.s64.s32 	%rd18, %r1;
	add.s64 	%rd19, %rd17, %rd18;
	add.s64 	%rd20, %rd4, %rd19;
	st.global.u8 	[%rd20], %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	add.s32 	%r56, %r30, %r34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	add.s32 	%r57, %r56, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	add.s32 	%r58, %r57, %r42;
	add.s32 	%r59, %r58, 2;
	shr.u32 	%r60, %r59, 4;
	add.s64 	%rd21, %rd5, %rd19;
	st.global.u8 	[%rd21], %r60;
$L__BB107_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar8 // -- Begin function Subsample_Bilinear_planar16_planar8
.visible .entry Subsample_Bilinear_planar16_planar8(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar8_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB108_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB108_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB108_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar8_uv // -- Begin function Subsample_Bilinear_planar16_planar8_uv
.visible .entry Subsample_Bilinear_planar16_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<22>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB109_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB109_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar16_planar8_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar16_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 10;
	mul.wide.s32 	%rd17, %r46, %r2;
	cvt.s64.s32 	%rd18, %r1;
	add.s64 	%rd19, %rd17, %rd18;
	add.s64 	%rd20, %rd4, %rd19;
	st.global.u8 	[%rd20], %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 10;
	add.s64 	%rd21, %rd5, %rd19;
	st.global.u8 	[%rd21], %r68;
$L__BB109_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar8 // -- Begin function Subsample_Bilinear_semiplanar8_planar8
.visible .entry Subsample_Bilinear_semiplanar8_planar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB110_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB110_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 255;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 255;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB110_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar8_uv // -- Begin function Subsample_Bilinear_semiplanar8_planar8_uv
.visible .entry Subsample_Bilinear_semiplanar8_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB111_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB111_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar8_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 255;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 255;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 255;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 255;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	mul.wide.s32 	%rd12, %r30, %r2;
	cvt.s64.s32 	%rd13, %r1;
	add.s64 	%rd14, %rd12, %rd13;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u8 	[%rd15], %r51;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u8 	[%rd16], %r52;
$L__BB111_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar8 // -- Begin function Subsample_Bilinear_semiplanar10_planar8
.visible .entry Subsample_Bilinear_semiplanar10_planar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB112_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB112_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB112_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar8_uv // -- Begin function Subsample_Bilinear_semiplanar10_planar8_uv
.visible .entry Subsample_Bilinear_semiplanar10_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB113_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB113_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar10_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 10;
	mul.wide.s32 	%rd12, %r30, %r2;
	cvt.s64.s32 	%rd13, %r1;
	add.s64 	%rd14, %rd12, %rd13;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u8 	[%rd15], %r51;
	shr.u32 	%r52, %r50, 10;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u8 	[%rd16], %r52;
$L__BB113_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar8 // -- Begin function Subsample_Bilinear_semiplanar16_planar8
.visible .entry Subsample_Bilinear_semiplanar16_planar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB114_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB114_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB114_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar8_uv // -- Begin function Subsample_Bilinear_semiplanar16_planar8_uv
.visible .entry Subsample_Bilinear_semiplanar16_planar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<17>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB115_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB115_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar16_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 10;
	mul.wide.s32 	%rd12, %r30, %r2;
	cvt.s64.s32 	%rd13, %r1;
	add.s64 	%rd14, %rd12, %rd13;
	add.s64 	%rd15, %rd3, %rd14;
	st.global.u8 	[%rd15], %r51;
	shr.u32 	%r52, %r50, 10;
	add.s64 	%rd16, %rd4, %rd14;
	st.global.u8 	[%rd16], %r52;
$L__BB115_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar10 // -- Begin function Subsample_Bilinear_planar8_planar10
.visible .entry Subsample_Bilinear_planar8_planar10(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar10_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB116_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB116_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r35, 0;
	shr.u16 	%rs4, %rs1, 6;
	selp.b16 	%rs5, %rs4, 0, %p3;
	or.b16  	%rs6, %rs5, %rs3;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB116_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar10_uv // -- Begin function Subsample_Bilinear_planar8_planar10_uv
.visible .entry Subsample_Bilinear_planar8_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<70>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB117_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB117_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar8_planar10_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar8_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 255;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 255;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 255;
	add.s32 	%r58, %r56, %r57;
	add.s32 	%r59, %r58, 2;
	shr.u32 	%r60, %r59, 2;
	cvt.u16.u32 	%rs1, %r60;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r51, 0;
	shr.u16 	%rs4, %rs1, 6;
	selp.b16 	%rs5, %rs4, 0, %p3;
	or.b16  	%rs6, %rs5, %rs3;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %rs6;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r61, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r62, %r34, 255;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r64, %r38, 255;
	add.s32 	%r65, %r63, %r64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r66, %r42, 255;
	add.s32 	%r67, %r65, %r66;
	add.s32 	%r68, %r67, 2;
	shr.u32 	%r69, %r68, 2;
	cvt.u16.u32 	%rs7, %r69;
	shl.b16 	%rs8, %rs7, 2;
	and.b16  	%rs9, %rs8, 1020;
	shr.u16 	%rs10, %rs7, 6;
	selp.b16 	%rs11, %rs10, 0, %p3;
	or.b16  	%rs12, %rs11, %rs9;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %rs12;
$L__BB117_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar10 // -- Begin function Subsample_Bilinear_planar10_planar10
.visible .entry Subsample_Bilinear_planar10_planar10(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar10_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB118_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB118_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB118_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar10_uv // -- Begin function Subsample_Bilinear_planar10_planar10_uv
.visible .entry Subsample_Bilinear_planar10_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB119_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB119_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar10_planar10_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar10_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %r68;
$L__BB119_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar10 // -- Begin function Subsample_Bilinear_planar16_planar10
.visible .entry Subsample_Bilinear_planar16_planar10(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar10_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB120_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB120_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 8;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB120_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar10_uv // -- Begin function Subsample_Bilinear_planar16_planar10_uv
.visible .entry Subsample_Bilinear_planar16_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB121_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB121_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar16_planar10_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar16_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 8;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 8;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %r68;
$L__BB121_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar10 // -- Begin function Subsample_Bilinear_semiplanar8_planar10
.visible .entry Subsample_Bilinear_semiplanar8_planar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB122_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB122_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shl.b16 	%rs2, %rs1, 2;
	and.b16  	%rs3, %rs2, 1020;
	setp.eq.s32 	%p3, %r35, 0;
	shr.u16 	%rs4, %rs1, 6;
	selp.b16 	%rs5, %rs4, 0, %p3;
	or.b16  	%rs6, %rs5, %rs3;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB122_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar10_uv // -- Begin function Subsample_Bilinear_semiplanar8_planar10_uv
.visible .entry Subsample_Bilinear_semiplanar8_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<54>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB123_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB123_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar8_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 255;
	and.b32  	%r40, %r19, 255;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 255;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 255;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 255;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 255;
	add.s32 	%r49, %r45, %r48;
	add.s32 	%r50, %r47, 2;
	add.s32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	shr.u32 	%r53, %r51, 2;
	cvt.u16.u32 	%rs1, %r52;
	cvt.u16.u32 	%rs2, %r53;
	shl.b16 	%rs3, %rs1, 2;
	and.b16  	%rs4, %rs3, 1020;
	setp.eq.s32 	%p3, %r35, 0;
	shr.u16 	%rs5, %rs1, 6;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs4;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %rs7;
	shl.b16 	%rs8, %rs2, 2;
	and.b16  	%rs9, %rs8, 1020;
	shr.u16 	%rs10, %rs2, 6;
	selp.b16 	%rs11, %rs10, 0, %p3;
	or.b16  	%rs12, %rs11, %rs9;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %rs12;
$L__BB123_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar10 // -- Begin function Subsample_Bilinear_semiplanar10_planar10
.visible .entry Subsample_Bilinear_semiplanar10_planar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB124_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB124_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 8;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB124_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar10_uv // -- Begin function Subsample_Bilinear_semiplanar10_planar10_uv
.visible .entry Subsample_Bilinear_semiplanar10_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB125_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB125_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar10_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 8;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %r51;
	shr.u32 	%r52, %r50, 8;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %r52;
$L__BB125_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar10 // -- Begin function Subsample_Bilinear_semiplanar16_planar10
.visible .entry Subsample_Bilinear_semiplanar16_planar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB126_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB126_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 8;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB126_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar10_uv // -- Begin function Subsample_Bilinear_semiplanar16_planar10_uv
.visible .entry Subsample_Bilinear_semiplanar16_planar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB127_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB127_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar16_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 8;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %r51;
	shr.u32 	%r52, %r50, 8;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %r52;
$L__BB127_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar16 // -- Begin function Subsample_Bilinear_planar8_planar16
.visible .entry Subsample_Bilinear_planar8_planar16(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar16_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB128_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB128_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB128_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_planar16_uv // -- Begin function Subsample_Bilinear_planar8_planar16_uv
.visible .entry Subsample_Bilinear_planar8_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<66>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB129_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB129_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar8_planar16_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar8_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 255;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 255;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 255;
	add.s32 	%r58, %r56, %r57;
	cvt.u16.u32 	%rs1, %r58;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r51, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %rs6;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r59, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r60, %r34, 255;
	add.s32 	%r61, %r59, %r60;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r62, %r38, 255;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r64, %r42, 255;
	add.s32 	%r65, %r63, %r64;
	cvt.u16.u32 	%rs7, %r65;
	add.s16 	%rs8, %rs7, 2;
	shr.u16 	%rs9, %rs8, 2;
	shl.b16 	%rs10, %rs9, 8;
	selp.b16 	%rs11, %rs9, 0, %p3;
	add.s16 	%rs12, %rs10, %rs11;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %rs12;
$L__BB129_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar16 // -- Begin function Subsample_Bilinear_planar10_planar16
.visible .entry Subsample_Bilinear_planar10_planar16(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar16_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB130_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB130_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 65535;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 65535;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r35, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs5;
$L__BB130_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_planar16_uv // -- Begin function Subsample_Bilinear_planar10_planar16_uv
.visible .entry Subsample_Bilinear_planar10_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<70>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB131_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB131_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar10_planar16_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar10_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 65535;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 65535;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 65535;
	add.s32 	%r58, %r56, %r57;
	add.s32 	%r59, %r58, 2;
	shr.u32 	%r60, %r59, 2;
	cvt.u16.u32 	%rs1, %r60;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r51, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %rs5;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r61, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r62, %r34, 65535;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r64, %r38, 65535;
	add.s32 	%r65, %r63, %r64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r66, %r42, 65535;
	add.s32 	%r67, %r65, %r66;
	add.s32 	%r68, %r67, 2;
	shr.u32 	%r69, %r68, 2;
	cvt.u16.u32 	%rs6, %r69;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %rs10;
$L__BB131_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar16 // -- Begin function Subsample_Bilinear_planar16_planar16
.visible .entry Subsample_Bilinear_planar16_planar16(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar16_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB132_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB132_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB132_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_planar16_uv // -- Begin function Subsample_Bilinear_planar16_planar16_uv
.visible .entry Subsample_Bilinear_planar16_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_planar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<25>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bilinear_planar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB133_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bilinear_planar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB133_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bilinear_planar16_planar16_uv_param_0+8];
	ld.param.u64 	%rd13, [Subsample_Bilinear_planar16_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	cvt.s64.s32 	%rd17, %r2;
	cvt.s64.s32 	%rd18, %r46;
	shr.u64 	%rd19, %rd18, 1;
	cvt.s64.s32 	%rd20, %r1;
	mad.lo.s64 	%rd21, %rd19, %rd17, %rd20;
	shl.b64 	%rd22, %rd21, 1;
	add.s64 	%rd23, %rd4, %rd22;
	st.global.u16 	[%rd23], %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd13, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd13, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd13, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd13, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	add.s64 	%rd24, %rd5, %rd22;
	st.global.u16 	[%rd24], %r68;
$L__BB133_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar16 // -- Begin function Subsample_Bilinear_semiplanar8_planar16
.visible .entry Subsample_Bilinear_semiplanar8_planar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB134_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB134_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB134_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_planar16_uv // -- Begin function Subsample_Bilinear_semiplanar8_planar16_uv
.visible .entry Subsample_Bilinear_semiplanar8_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<50>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB135_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB135_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar8_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 255;
	and.b32  	%r40, %r19, 255;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 255;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 255;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 255;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 255;
	add.s32 	%r49, %r45, %r48;
	cvt.u16.u32 	%rs1, %r47;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	cvt.u16.u32 	%rs4, %r49;
	add.s16 	%rs5, %rs4, 2;
	shr.u16 	%rs6, %rs5, 2;
	shl.b16 	%rs7, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs8, %rs3, 0, %p3;
	add.s16 	%rs9, %rs7, %rs8;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %rs9;
	shl.b16 	%rs10, %rs6, 8;
	selp.b16 	%rs11, %rs6, 0, %p3;
	add.s16 	%rs12, %rs10, %rs11;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %rs12;
$L__BB135_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar16 // -- Begin function Subsample_Bilinear_semiplanar10_planar16
.visible .entry Subsample_Bilinear_semiplanar10_planar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB136_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB136_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 65535;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 65535;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs3, %rs2, 0, %p3;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs4;
$L__BB136_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_planar16_uv // -- Begin function Subsample_Bilinear_semiplanar10_planar16_uv
.visible .entry Subsample_Bilinear_semiplanar10_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<54>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB137_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB137_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar10_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 65535;
	and.b32  	%r40, %r19, 65535;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 65535;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 65535;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 65535;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 65535;
	add.s32 	%r49, %r45, %r48;
	add.s32 	%r50, %r47, 2;
	add.s32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	shr.u32 	%r53, %r51, 2;
	cvt.u16.u32 	%rs1, %r52;
	cvt.u16.u32 	%rs2, %r53;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs1;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %rs5;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p3;
	or.b16  	%rs8, %rs7, %rs2;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %rs8;
$L__BB137_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar16 // -- Begin function Subsample_Bilinear_semiplanar16_planar16
.visible .entry Subsample_Bilinear_semiplanar16_planar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB138_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB138_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB138_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_planar16_uv // -- Begin function Subsample_Bilinear_semiplanar16_planar16_uv
.visible .entry Subsample_Bilinear_semiplanar16_planar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_planar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_planar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<20>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bilinear_semiplanar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB139_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_semiplanar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB139_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bilinear_semiplanar16_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	cvt.s64.s32 	%rd12, %r2;
	cvt.s64.s32 	%rd13, %r30;
	shr.u64 	%rd14, %rd13, 1;
	cvt.s64.s32 	%rd15, %r1;
	mad.lo.s64 	%rd16, %rd14, %rd12, %rd15;
	shl.b64 	%rd17, %rd16, 1;
	add.s64 	%rd18, %rd3, %rd17;
	st.global.u16 	[%rd18], %r51;
	add.s64 	%rd19, %rd4, %rd17;
	st.global.u16 	[%rd19], %r52;
$L__BB139_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar8 // -- Begin function Subsample_Bilinear_planar8_semiplanar8
.visible .entry Subsample_Bilinear_planar8_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB140_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB140_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 255;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 255;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB140_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar8_uv // -- Begin function Subsample_Bilinear_planar8_semiplanar8_uv
.visible .entry Subsample_Bilinear_planar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB141_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB141_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar8_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 255;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 255;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 255;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	cvt.u16.u32 	%rs1, %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 255;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 255;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 255;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	cvt.u16.u32 	%rs2, %r68;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 1;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 1;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 2;
	add.s64 	%rd22, %rd20, %rd21;
	st.global.v2.u8 	[%rd22], {%rs1, %rs2};
$L__BB141_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar8 // -- Begin function Subsample_Bilinear_planar10_semiplanar8
.visible .entry Subsample_Bilinear_planar10_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<40>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB142_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB142_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	add.s32 	%r35, %r14, %r18;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	add.s32 	%r36, %r35, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	add.s32 	%r37, %r36, %r26;
	add.s32 	%r38, %r37, 2;
	shr.u32 	%r39, %r38, 4;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r39;
$L__BB142_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar8_uv // -- Begin function Subsample_Bilinear_planar10_semiplanar8_uv
.visible .entry Subsample_Bilinear_planar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<61>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB143_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB143_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar10_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	add.s32 	%r51, %r14, %r18;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	add.s32 	%r52, %r51, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	add.s32 	%r53, %r52, %r26;
	add.s32 	%r54, %r53, 2;
	shr.u32 	%r55, %r54, 4;
	cvt.u16.u32 	%rs1, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	add.s32 	%r56, %r30, %r34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	add.s32 	%r57, %r56, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	add.s32 	%r58, %r57, %r42;
	add.s32 	%r59, %r58, 2;
	shr.u32 	%r60, %r59, 4;
	cvt.u16.u32 	%rs2, %r60;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 1;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 1;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 2;
	add.s64 	%rd22, %rd20, %rd21;
	st.global.v2.u8 	[%rd22], {%rs1, %rs2};
$L__BB143_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar8 // -- Begin function Subsample_Bilinear_planar16_semiplanar8
.visible .entry Subsample_Bilinear_planar16_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB144_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB144_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB144_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar8_uv // -- Begin function Subsample_Bilinear_planar16_semiplanar8_uv
.visible .entry Subsample_Bilinear_planar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<69>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB145_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB145_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar16_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 10;
	cvt.u16.u32 	%rs1, %r59;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 10;
	cvt.u16.u32 	%rs2, %r68;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 1;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 1;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 2;
	add.s64 	%rd22, %rd20, %rd21;
	st.global.v2.u8 	[%rd22], {%rs1, %rs2};
$L__BB145_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar8 // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar8
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB146_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB146_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 255;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 255;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB146_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar8_uv // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar8_uv
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB147_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB147_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 255;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 255;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 255;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 255;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	cvt.u16.u32 	%rs1, %r51;
	cvt.u16.u32 	%rs2, %r52;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.v2.u8 	[%rd17], {%rs1, %rs2};
$L__BB147_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar8 // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar8
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB148_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB148_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB148_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar8_uv // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar8_uv
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB149_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB149_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 10;
	cvt.u16.u32 	%rs1, %r51;
	shr.u32 	%r52, %r50, 10;
	cvt.u16.u32 	%rs2, %r52;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.v2.u8 	[%rd17], {%rs1, %rs2};
$L__BB149_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar8 // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar8
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar8(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar8_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar8
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<14>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB150_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB150_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 10;
	mul.wide.s32 	%rd10, %r30, %r2;
	cvt.s64.s32 	%rd11, %r1;
	add.s64 	%rd12, %rd3, %rd10;
	add.s64 	%rd13, %rd12, %rd11;
	st.global.u8 	[%rd13], %r43;
$L__BB150_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar8_uv // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar8_uv
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar8_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<53>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB151_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB151_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 10;
	cvt.u16.u32 	%rs1, %r51;
	shr.u32 	%r52, %r50, 10;
	cvt.u16.u32 	%rs2, %r52;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.v2.u8 	[%rd17], {%rs1, %rs2};
$L__BB151_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar10 // -- Begin function Subsample_Bilinear_planar8_semiplanar10
.visible .entry Subsample_Bilinear_planar8_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<8>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB152_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB152_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	and.b16  	%rs5, %rs3, 192;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs4;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs7;
$L__BB152_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar10_uv // -- Begin function Subsample_Bilinear_planar8_semiplanar10_uv
.visible .entry Subsample_Bilinear_planar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<15>;
	.reg .b32 	%r<67>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB153_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB153_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar8_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 255;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 255;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 255;
	add.s32 	%r58, %r56, %r57;
	cvt.u16.u32 	%rs1, %r58;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r51, 0;
	and.b16  	%rs5, %rs3, 192;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs4;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r59, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r60, %r34, 255;
	add.s32 	%r61, %r59, %r60;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r62, %r38, 255;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r64, %r42, 255;
	add.s32 	%r65, %r63, %r64;
	cvt.u16.u32 	%rs8, %r65;
	add.s16 	%rs9, %rs8, 2;
	shr.u16 	%rs10, %rs9, 2;
	shl.b16 	%rs11, %rs10, 8;
	and.b16  	%rs12, %rs10, 192;
	selp.b16 	%rs13, %rs12, 0, %p3;
	or.b16  	%rs14, %rs13, %rs11;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	mov.b32 	%r66, {%rs7, %rs14};
	st.global.u32 	[%rd22], %r66;
$L__BB153_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar10 // -- Begin function Subsample_Bilinear_planar10_semiplanar10
.visible .entry Subsample_Bilinear_planar10_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<38>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB154_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB154_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	add.s32 	%r35, %r14, %r18;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	add.s32 	%r36, %r35, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	add.s32 	%r37, %r36, %r26;
	cvt.u16.u32 	%rs1, %r37;
	shl.b16 	%rs2, %rs1, 4;
	add.s16 	%rs3, %rs2, 32;
	and.b16  	%rs4, %rs3, -64;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs4;
$L__BB154_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar10_uv // -- Begin function Subsample_Bilinear_planar10_semiplanar10_uv
.visible .entry Subsample_Bilinear_planar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<58>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB155_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB155_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar10_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	add.s32 	%r51, %r14, %r18;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	add.s32 	%r52, %r51, %r22;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	add.s32 	%r53, %r52, %r26;
	cvt.u16.u32 	%rs1, %r53;
	shl.b16 	%rs2, %rs1, 4;
	add.s16 	%rs3, %rs2, 32;
	and.b16  	%rs4, %rs3, -64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	add.s32 	%r54, %r30, %r34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	add.s32 	%r55, %r54, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	add.s32 	%r56, %r55, %r42;
	cvt.u16.u32 	%rs5, %r56;
	shl.b16 	%rs6, %rs5, 4;
	add.s16 	%rs7, %rs6, 32;
	and.b16  	%rs8, %rs7, -64;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	mov.b32 	%r57, {%rs4, %rs8};
	st.global.u32 	[%rd22], %r57;
$L__BB155_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar10 // -- Begin function Subsample_Bilinear_planar16_semiplanar10
.visible .entry Subsample_Bilinear_planar16_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB156_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB156_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.u16.u32 	%rs1, %r43;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs2;
$L__BB156_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar10_uv // -- Begin function Subsample_Bilinear_planar16_semiplanar10_uv
.visible .entry Subsample_Bilinear_planar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<70>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB157_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB157_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar16_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	cvt.u16.u32 	%rs1, %r59;
	and.b16  	%rs2, %rs1, -64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	cvt.u16.u32 	%rs3, %r68;
	and.b16  	%rs4, %rs3, -64;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	mov.b32 	%r69, {%rs2, %rs4};
	st.global.u32 	[%rd22], %r69;
$L__BB157_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar10 // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar10
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<8>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB158_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB158_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	and.b16  	%rs5, %rs3, 192;
	selp.b16 	%rs6, %rs5, 0, %p3;
	or.b16  	%rs7, %rs6, %rs4;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs7;
$L__BB158_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar10_uv // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar10_uv
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<15>;
	.reg .b32 	%r<51>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB159_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB159_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 255;
	and.b32  	%r40, %r19, 255;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 255;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 255;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 255;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 255;
	add.s32 	%r49, %r45, %r48;
	cvt.u16.u32 	%rs1, %r47;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	cvt.u16.u32 	%rs4, %r49;
	add.s16 	%rs5, %rs4, 2;
	shr.u16 	%rs6, %rs5, 2;
	shl.b16 	%rs7, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	and.b16  	%rs8, %rs3, 192;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	shl.b16 	%rs11, %rs6, 8;
	and.b16  	%rs12, %rs6, 192;
	selp.b16 	%rs13, %rs12, 0, %p3;
	or.b16  	%rs14, %rs13, %rs11;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	mov.b32 	%r50, {%rs10, %rs14};
	st.global.u32 	[%rd17], %r50;
$L__BB159_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar10 // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar10
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB160_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB160_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB160_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar10_uv // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar10_uv
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<54>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB161_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB161_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r53, %r51, %r52, 0x5410U;
	st.global.u32 	[%rd17], %r53;
$L__BB161_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar10 // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar10
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar10(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar10_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar10
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB162_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB162_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.u16.u32 	%rs1, %r43;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs2;
$L__BB162_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar10_uv // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar10_uv
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar10_uv
{
	.reg .pred 	%p<3>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<54>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB163_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB163_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	cvt.u16.u32 	%rs1, %r51;
	cvt.u16.u32 	%rs2, %r52;
	and.b16  	%rs3, %rs1, -64;
	and.b16  	%rs4, %rs2, -64;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	mov.b32 	%r53, {%rs3, %rs4};
	st.global.u32 	[%rd17], %r53;
$L__BB163_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar16 // -- Begin function Subsample_Bilinear_planar8_semiplanar16
.visible .entry Subsample_Bilinear_planar8_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB164_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB164_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB164_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar8_semiplanar16_uv // -- Begin function Subsample_Bilinear_planar8_semiplanar16_uv
.visible .entry Subsample_Bilinear_planar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar8_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<67>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB165_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB165_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar8_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar8_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 255;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 255;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 255;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 255;
	add.s32 	%r58, %r56, %r57;
	cvt.u16.u32 	%rs1, %r58;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r51, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r59, %r30, 255;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r60, %r34, 255;
	add.s32 	%r61, %r59, %r60;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r62, %r38, 255;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r64, %r42, 255;
	add.s32 	%r65, %r63, %r64;
	cvt.u16.u32 	%rs7, %r65;
	add.s16 	%rs8, %rs7, 2;
	shr.u16 	%rs9, %rs8, 2;
	shl.b16 	%rs10, %rs9, 8;
	selp.b16 	%rs11, %rs9, 0, %p3;
	add.s16 	%rs12, %rs10, %rs11;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	mov.b32 	%r66, {%rs6, %rs12};
	st.global.u32 	[%rd22], %r66;
$L__BB165_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar16 // -- Begin function Subsample_Bilinear_planar10_semiplanar16
.visible .entry Subsample_Bilinear_planar10_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB166_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB166_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 65535;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 65535;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r35, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs5;
$L__BB166_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar10_semiplanar16_uv // -- Begin function Subsample_Bilinear_planar10_semiplanar16_uv
.visible .entry Subsample_Bilinear_planar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar10_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<71>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB167_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB167_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar10_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar10_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	ld.param.u32 	%r51, [%rd1+96];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r52, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r53, %r18, 65535;
	add.s32 	%r54, %r52, %r53;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r55, %r22, 65535;
	add.s32 	%r56, %r54, %r55;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r57, %r26, 65535;
	add.s32 	%r58, %r56, %r57;
	add.s32 	%r59, %r58, 2;
	shr.u32 	%r60, %r59, 2;
	cvt.u16.u32 	%rs1, %r60;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p3, %r51, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs2;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r61, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r62, %r34, 65535;
	add.s32 	%r63, %r61, %r62;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r64, %r38, 65535;
	add.s32 	%r65, %r63, %r64;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r66, %r42, 65535;
	add.s32 	%r67, %r65, %r66;
	add.s32 	%r68, %r67, 2;
	shr.u32 	%r69, %r68, 2;
	cvt.u16.u32 	%rs6, %r69;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p3;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	mov.b32 	%r70, {%rs5, %rs10};
	st.global.u32 	[%rd22], %r70;
$L__BB167_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar16 // -- Begin function Subsample_Bilinear_planar16_semiplanar16
.visible .entry Subsample_Bilinear_planar16_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_planar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB168_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_planar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB168_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB168_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_planar16_semiplanar16_uv // -- Begin function Subsample_Bilinear_planar16_semiplanar16_uv
.visible .entry Subsample_Bilinear_planar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_planar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_planar16_semiplanar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<70>;
	.reg .f32 	%f<43>;
	.reg .b64 	%rd<23>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bilinear_planar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_planar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB169_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bilinear_planar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB169_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bilinear_planar16_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd11, [Subsample_Bilinear_planar16_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r46, %r47}, [%rd1+72];
	ld.param.v2.u32 	{%r48, %r49}, [%rd1+80];
	ld.param.u32 	%r50, [%rd1+88];
	cvt.rn.f32.s32 	%f17, %r49;
	cvt.rn.f32.s32 	%f18, %r4;
	div.rn.f32 	%f19, %f17, %f18;
	cvt.rn.f32.s32 	%f20, %r50;
	cvt.rn.f32.s32 	%f21, %r3;
	div.rn.f32 	%f22, %f20, %f21;
	add.f32 	%f23, %f19, 0fBF800000;
	mul.f32 	%f24, %f23, 0f3F000000;
	max.f32 	%f25, %f24, 0f00000000;
	min.f32 	%f26, %f25, 0f3F800000;
	add.f32 	%f27, %f22, 0fBF800000;
	mul.f32 	%f28, %f27, 0f3F000000;
	max.f32 	%f29, %f28, 0f00000000;
	min.f32 	%f30, %f29, 0f3F800000;
	cvt.rn.f32.s32 	%f31, %r2;
	add.f32 	%f32, %f31, 0f3F000000;
	cvt.rn.f32.s32 	%f33, %r48;
	fma.rn.f32 	%f34, %f32, %f22, %f33;
	cvt.rn.f32.s32 	%f35, %r1;
	add.f32 	%f36, %f35, 0f3F000000;
	cvt.rn.f32.s32 	%f37, %r47;
	fma.rn.f32 	%f38, %f36, %f19, %f37;
	add.f32 	%f39, %f26, 0f3F000000;
	div.rn.f32 	%f40, %f26, %f39;
	add.f32 	%f41, %f30, 0f3F000000;
	div.rn.f32 	%f42, %f30, %f41;
	sub.f32 	%f1, %f38, %f40;
	sub.f32 	%f2, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	and.b32  	%r51, %r14, 65535;
	add.f32 	%f3, %f38, %f40;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	and.b32  	%r52, %r18, 65535;
	add.s32 	%r53, %r51, %r52;
	add.f32 	%f6, %f34, %f42;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f1, %f6}];
	// end inline asm
	and.b32  	%r54, %r22, 65535;
	add.s32 	%r55, %r53, %r54;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f3, %f6}];
	// end inline asm
	and.b32  	%r56, %r26, 65535;
	add.s32 	%r57, %r55, %r56;
	add.s32 	%r58, %r57, 2;
	shr.u32 	%r59, %r58, 2;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r30, %r31, %r32, %r33}, [%rd11, {%f1, %f2}];
	// end inline asm
	and.b32  	%r60, %r30, 65535;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r34, %r35, %r36, %r37}, [%rd11, {%f3, %f2}];
	// end inline asm
	and.b32  	%r61, %r34, 65535;
	add.s32 	%r62, %r60, %r61;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r38, %r39, %r40, %r41}, [%rd11, {%f1, %f6}];
	// end inline asm
	and.b32  	%r63, %r38, 65535;
	add.s32 	%r64, %r62, %r63;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r42, %r43, %r44, %r45}, [%rd11, {%f3, %f6}];
	// end inline asm
	and.b32  	%r65, %r42, 65535;
	add.s32 	%r66, %r64, %r65;
	add.s32 	%r67, %r66, 2;
	shr.u32 	%r68, %r67, 2;
	cvt.s64.s32 	%rd15, %r2;
	cvt.s64.s32 	%rd16, %r46;
	shr.u64 	%rd17, %rd16, 2;
	mul.lo.s64 	%rd18, %rd17, %rd15;
	shl.b64 	%rd19, %rd18, 2;
	add.s64 	%rd20, %rd4, %rd19;
	mul.wide.s32 	%rd21, %r1, 4;
	add.s64 	%rd22, %rd20, %rd21;
	prmt.b32 	%r69, %r59, %r68, 0x5410U;
	st.global.u32 	[%rd22], %r69;
$L__BB169_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar16 // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar16
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<7>;
	.reg .b32 	%r<43>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB170_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB170_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 255;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 255;
	add.s32 	%r42, %r40, %r41;
	cvt.u16.u32 	%rs1, %r42;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	shl.b16 	%rs4, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs5, %rs3, 0, %p3;
	add.s16 	%rs6, %rs4, %rs5;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs6;
$L__BB170_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar8_semiplanar16_uv // -- Begin function Subsample_Bilinear_semiplanar8_semiplanar16_uv
.visible .entry Subsample_Bilinear_semiplanar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar8_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<13>;
	.reg .b32 	%r<51>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB171_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB171_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar8_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 255;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 255;
	and.b32  	%r40, %r19, 255;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 255;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 255;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 255;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 255;
	add.s32 	%r49, %r45, %r48;
	cvt.u16.u32 	%rs1, %r47;
	add.s16 	%rs2, %rs1, 2;
	shr.u16 	%rs3, %rs2, 2;
	cvt.u16.u32 	%rs4, %r49;
	add.s16 	%rs5, %rs4, 2;
	shr.u16 	%rs6, %rs5, 2;
	shl.b16 	%rs7, %rs3, 8;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs8, %rs3, 0, %p3;
	add.s16 	%rs9, %rs7, %rs8;
	shl.b16 	%rs10, %rs6, 8;
	selp.b16 	%rs11, %rs6, 0, %p3;
	add.s16 	%rs12, %rs10, %rs11;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	mov.b32 	%r50, {%rs9, %rs12};
	st.global.u32 	[%rd17], %r50;
$L__BB171_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar16 // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar16
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<45>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB172_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB172_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r39, %r22, 65535;
	add.s32 	%r40, %r38, %r39;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r41, %r26, 65535;
	add.s32 	%r42, %r40, %r41;
	add.s32 	%r43, %r42, 2;
	shr.u32 	%r44, %r43, 2;
	cvt.u16.u32 	%rs1, %r44;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs3, %rs2, 0, %p3;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %rs4;
$L__BB172_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar10_semiplanar16_uv // -- Begin function Subsample_Bilinear_semiplanar10_semiplanar16_uv
.visible .entry Subsample_Bilinear_semiplanar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar10_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<55>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB173_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB173_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar10_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	ld.param.u32 	%r35, [%rd1+96];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r36, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r37, %r18, 65535;
	add.s32 	%r38, %r36, %r37;
	and.b32  	%r39, %r15, 65535;
	and.b32  	%r40, %r19, 65535;
	add.s32 	%r41, %r39, %r40;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r42, %r22, 65535;
	add.s32 	%r43, %r38, %r42;
	and.b32  	%r44, %r23, 65535;
	add.s32 	%r45, %r41, %r44;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r46, %r26, 65535;
	add.s32 	%r47, %r43, %r46;
	and.b32  	%r48, %r27, 65535;
	add.s32 	%r49, %r45, %r48;
	add.s32 	%r50, %r47, 2;
	add.s32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	shr.u32 	%r53, %r51, 2;
	cvt.u16.u32 	%rs1, %r52;
	cvt.u16.u32 	%rs2, %r53;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p3, %r35, 0;
	selp.b16 	%rs4, %rs3, 0, %p3;
	or.b16  	%rs5, %rs4, %rs1;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p3;
	or.b16  	%rs8, %rs7, %rs2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	mov.b32 	%r54, {%rs5, %rs8};
	st.global.u32 	[%rd17], %r54;
$L__BB173_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar16 // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar16
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar16(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar16_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar16
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<44>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB174_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB174_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r38, %r22, 65535;
	add.s32 	%r39, %r37, %r38;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r40, %r26, 65535;
	add.s32 	%r41, %r39, %r40;
	add.s32 	%r42, %r41, 2;
	shr.u32 	%r43, %r42, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 1;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 1;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 2;
	add.s64 	%rd17, %rd15, %rd16;
	st.global.u16 	[%rd17], %r43;
$L__BB174_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_semiplanar16_semiplanar16_uv // -- Begin function Subsample_Bilinear_semiplanar16_semiplanar16_uv
.visible .entry Subsample_Bilinear_semiplanar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bilinear_semiplanar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bilinear_semiplanar16_semiplanar16_uv
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<54>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_semiplanar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_semiplanar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB175_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_semiplanar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB175_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_semiplanar16_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 65535;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 65535;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 65535;
	and.b32  	%r39, %r19, 65535;
	add.s32 	%r40, %r38, %r39;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r41, %r22, 65535;
	add.s32 	%r42, %r37, %r41;
	and.b32  	%r43, %r23, 65535;
	add.s32 	%r44, %r40, %r43;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r45, %r26, 65535;
	add.s32 	%r46, %r42, %r45;
	and.b32  	%r47, %r27, 65535;
	add.s32 	%r48, %r44, %r47;
	add.s32 	%r49, %r46, 2;
	add.s32 	%r50, %r48, 2;
	shr.u32 	%r51, %r49, 2;
	shr.u32 	%r52, %r50, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r53, %r51, %r52, 0x5410U;
	st.global.u32 	[%rd17], %r53;
$L__BB175_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_rgb0 // -- Begin function Subsample_Bilinear_rgb0_rgb0
.visible .entry Subsample_Bilinear_rgb0_rgb0(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_rgb0_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgb0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgb0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB176_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgb0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB176_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgb0_rgb0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB176_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_rgb0_uv // -- Begin function Subsample_Bilinear_rgb0_rgb0_uv
.visible .entry Subsample_Bilinear_rgb0_rgb0_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_rgb0_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_rgb0 // -- Begin function Subsample_Bilinear_bgr0_rgb0
.visible .entry Subsample_Bilinear_bgr0_rgb0(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_rgb0_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgr0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgr0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB178_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgr0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB178_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgr0_rgb0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB178_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_rgb0_uv // -- Begin function Subsample_Bilinear_bgr0_rgb0_uv
.visible .entry Subsample_Bilinear_bgr0_rgb0_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_rgb0_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_rgb0 // -- Begin function Subsample_Bilinear_rgba_rgb0
.visible .entry Subsample_Bilinear_rgba_rgb0(
	.param .align 8 .b8 Subsample_Bilinear_rgba_rgb0_param_0[104]
)                                       // @Subsample_Bilinear_rgba_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgba_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgba_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB180_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgba_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB180_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgba_rgb0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB180_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_rgb0_uv // -- Begin function Subsample_Bilinear_rgba_rgb0_uv
.visible .entry Subsample_Bilinear_rgba_rgb0_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgba_rgb0_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgba_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_rgb0 // -- Begin function Subsample_Bilinear_bgra_rgb0
.visible .entry Subsample_Bilinear_bgra_rgb0(
	.param .align 8 .b8 Subsample_Bilinear_bgra_rgb0_param_0[104]
)                                       // @Subsample_Bilinear_bgra_rgb0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgra_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgra_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB182_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgra_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB182_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgra_rgb0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB182_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_rgb0_uv // -- Begin function Subsample_Bilinear_bgra_rgb0_uv
.visible .entry Subsample_Bilinear_bgra_rgb0_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgra_rgb0_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgra_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_bgr0 // -- Begin function Subsample_Bilinear_rgb0_bgr0
.visible .entry Subsample_Bilinear_rgb0_bgr0(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_bgr0_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgb0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgb0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB184_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgb0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB184_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgb0_bgr0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB184_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_bgr0_uv // -- Begin function Subsample_Bilinear_rgb0_bgr0_uv
.visible .entry Subsample_Bilinear_rgb0_bgr0_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_bgr0_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_bgr0 // -- Begin function Subsample_Bilinear_bgr0_bgr0
.visible .entry Subsample_Bilinear_bgr0_bgr0(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_bgr0_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgr0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgr0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB186_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgr0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB186_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgr0_bgr0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB186_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_bgr0_uv // -- Begin function Subsample_Bilinear_bgr0_bgr0_uv
.visible .entry Subsample_Bilinear_bgr0_bgr0_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_bgr0_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_bgr0 // -- Begin function Subsample_Bilinear_rgba_bgr0
.visible .entry Subsample_Bilinear_rgba_bgr0(
	.param .align 8 .b8 Subsample_Bilinear_rgba_bgr0_param_0[104]
)                                       // @Subsample_Bilinear_rgba_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgba_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgba_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB188_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgba_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB188_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgba_bgr0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB188_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_bgr0_uv // -- Begin function Subsample_Bilinear_rgba_bgr0_uv
.visible .entry Subsample_Bilinear_rgba_bgr0_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgba_bgr0_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgba_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_bgr0 // -- Begin function Subsample_Bilinear_bgra_bgr0
.visible .entry Subsample_Bilinear_bgra_bgr0(
	.param .align 8 .b8 Subsample_Bilinear_bgra_bgr0_param_0[104]
)                                       // @Subsample_Bilinear_bgra_bgr0
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgra_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgra_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB190_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgra_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB190_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgra_bgr0_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB190_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_bgr0_uv // -- Begin function Subsample_Bilinear_bgra_bgr0_uv
.visible .entry Subsample_Bilinear_bgra_bgr0_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgra_bgr0_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgra_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_rgba // -- Begin function Subsample_Bilinear_rgb0_rgba
.visible .entry Subsample_Bilinear_rgb0_rgba(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_rgba_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<65>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgb0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgb0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB192_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgb0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB192_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgb0_rgba_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r44, %r22, 255;
	add.s32 	%r45, %r37, %r44;
	and.b32  	%r46, %r23, 255;
	add.s32 	%r47, %r40, %r46;
	and.b32  	%r48, %r24, 255;
	add.s32 	%r49, %r43, %r48;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r50, %r26, 255;
	add.s32 	%r51, %r45, %r50;
	and.b32  	%r52, %r27, 255;
	add.s32 	%r53, %r47, %r52;
	and.b32  	%r54, %r28, 255;
	add.s32 	%r55, %r49, %r54;
	add.s32 	%r56, %r51, 2;
	add.s32 	%r57, %r53, 2;
	add.s32 	%r58, %r55, 2;
	shr.u32 	%r59, %r56, 2;
	shr.u32 	%r60, %r57, 2;
	shr.u32 	%r61, %r58, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r62, %r59, %r60, 0x3340U;
	prmt.b32 	%r63, %r61, 65535, 0x3340U;
	prmt.b32 	%r64, %r62, %r63, 0x5410U;
	st.global.u32 	[%rd17], %r64;
$L__BB192_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_rgba_uv // -- Begin function Subsample_Bilinear_rgb0_rgba_uv
.visible .entry Subsample_Bilinear_rgb0_rgba_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_rgba_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_rgba // -- Begin function Subsample_Bilinear_bgr0_rgba
.visible .entry Subsample_Bilinear_bgr0_rgba(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_rgba_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<65>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgr0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgr0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB194_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgr0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB194_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgr0_rgba_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r44, %r22, 255;
	add.s32 	%r45, %r37, %r44;
	and.b32  	%r46, %r23, 255;
	add.s32 	%r47, %r40, %r46;
	and.b32  	%r48, %r24, 255;
	add.s32 	%r49, %r43, %r48;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r50, %r26, 255;
	add.s32 	%r51, %r45, %r50;
	and.b32  	%r52, %r27, 255;
	add.s32 	%r53, %r47, %r52;
	and.b32  	%r54, %r28, 255;
	add.s32 	%r55, %r49, %r54;
	add.s32 	%r56, %r51, 2;
	add.s32 	%r57, %r53, 2;
	add.s32 	%r58, %r55, 2;
	shr.u32 	%r59, %r56, 2;
	shr.u32 	%r60, %r57, 2;
	shr.u32 	%r61, %r58, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r62, %r61, %r60, 0x3340U;
	prmt.b32 	%r63, %r59, 65535, 0x3340U;
	prmt.b32 	%r64, %r62, %r63, 0x5410U;
	st.global.u32 	[%rd17], %r64;
$L__BB194_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_rgba_uv // -- Begin function Subsample_Bilinear_bgr0_rgba_uv
.visible .entry Subsample_Bilinear_bgr0_rgba_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_rgba_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_rgba // -- Begin function Subsample_Bilinear_rgba_rgba
.visible .entry Subsample_Bilinear_rgba_rgba(
	.param .align 8 .b8 Subsample_Bilinear_rgba_rgba_param_0[104]
)                                       // @Subsample_Bilinear_rgba_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgba_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgba_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB196_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgba_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB196_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgba_rgba_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB196_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_rgba_uv // -- Begin function Subsample_Bilinear_rgba_rgba_uv
.visible .entry Subsample_Bilinear_rgba_rgba_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgba_rgba_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgba_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_rgba // -- Begin function Subsample_Bilinear_bgra_rgba
.visible .entry Subsample_Bilinear_bgra_rgba(
	.param .align 8 .b8 Subsample_Bilinear_bgra_rgba_param_0[104]
)                                       // @Subsample_Bilinear_bgra_rgba
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgra_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgra_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB198_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgra_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB198_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgra_rgba_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB198_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_rgba_uv // -- Begin function Subsample_Bilinear_bgra_rgba_uv
.visible .entry Subsample_Bilinear_bgra_rgba_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgra_rgba_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgra_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_bgra // -- Begin function Subsample_Bilinear_rgb0_bgra
.visible .entry Subsample_Bilinear_rgb0_bgra(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_bgra_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<65>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgb0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgb0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB200_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgb0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB200_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgb0_bgra_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r44, %r22, 255;
	add.s32 	%r45, %r37, %r44;
	and.b32  	%r46, %r23, 255;
	add.s32 	%r47, %r40, %r46;
	and.b32  	%r48, %r24, 255;
	add.s32 	%r49, %r43, %r48;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r50, %r26, 255;
	add.s32 	%r51, %r45, %r50;
	and.b32  	%r52, %r27, 255;
	add.s32 	%r53, %r47, %r52;
	and.b32  	%r54, %r28, 255;
	add.s32 	%r55, %r49, %r54;
	add.s32 	%r56, %r51, 2;
	add.s32 	%r57, %r53, 2;
	add.s32 	%r58, %r55, 2;
	shr.u32 	%r59, %r56, 2;
	shr.u32 	%r60, %r57, 2;
	shr.u32 	%r61, %r58, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r62, %r61, %r60, 0x3340U;
	prmt.b32 	%r63, %r59, 65535, 0x3340U;
	prmt.b32 	%r64, %r62, %r63, 0x5410U;
	st.global.u32 	[%rd17], %r64;
$L__BB200_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgb0_bgra_uv // -- Begin function Subsample_Bilinear_rgb0_bgra_uv
.visible .entry Subsample_Bilinear_rgb0_bgra_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgb0_bgra_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgb0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_bgra // -- Begin function Subsample_Bilinear_bgr0_bgra
.visible .entry Subsample_Bilinear_bgr0_bgra(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_bgra_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<65>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgr0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgr0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB202_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgr0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB202_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgr0_bgra_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r44, %r22, 255;
	add.s32 	%r45, %r37, %r44;
	and.b32  	%r46, %r23, 255;
	add.s32 	%r47, %r40, %r46;
	and.b32  	%r48, %r24, 255;
	add.s32 	%r49, %r43, %r48;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r50, %r26, 255;
	add.s32 	%r51, %r45, %r50;
	and.b32  	%r52, %r27, 255;
	add.s32 	%r53, %r47, %r52;
	and.b32  	%r54, %r28, 255;
	add.s32 	%r55, %r49, %r54;
	add.s32 	%r56, %r51, 2;
	add.s32 	%r57, %r53, 2;
	add.s32 	%r58, %r55, 2;
	shr.u32 	%r59, %r56, 2;
	shr.u32 	%r60, %r57, 2;
	shr.u32 	%r61, %r58, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r62, %r59, %r60, 0x3340U;
	prmt.b32 	%r63, %r61, 65535, 0x3340U;
	prmt.b32 	%r64, %r62, %r63, 0x5410U;
	st.global.u32 	[%rd17], %r64;
$L__BB202_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgr0_bgra_uv // -- Begin function Subsample_Bilinear_bgr0_bgra_uv
.visible .entry Subsample_Bilinear_bgr0_bgra_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgr0_bgra_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgr0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_bgra // -- Begin function Subsample_Bilinear_rgba_bgra
.visible .entry Subsample_Bilinear_rgba_bgra(
	.param .align 8 .b8 Subsample_Bilinear_rgba_bgra_param_0[104]
)                                       // @Subsample_Bilinear_rgba_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_rgba_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_rgba_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB204_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_rgba_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB204_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_rgba_bgra_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r67, %r70, 0x3340U;
	prmt.b32 	%r72, %r69, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB204_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_rgba_bgra_uv // -- Begin function Subsample_Bilinear_rgba_bgra_uv
.visible .entry Subsample_Bilinear_rgba_bgra_uv(
	.param .align 8 .b8 Subsample_Bilinear_rgba_bgra_uv_param_0[104]
)                                       // @Subsample_Bilinear_rgba_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_bgra // -- Begin function Subsample_Bilinear_bgra_bgra
.visible .entry Subsample_Bilinear_bgra_bgra(
	.param .align 8 .b8 Subsample_Bilinear_bgra_bgra_param_0[104]
)                                       // @Subsample_Bilinear_bgra_bgra
{
	.reg .pred 	%p<3>;
	.reg .b32 	%r<74>;
	.reg .f32 	%f<35>;
	.reg .b64 	%rd<18>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bilinear_bgra_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bilinear_bgra_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB206_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bilinear_bgra_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB206_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bilinear_bgra_bgra_param_0];
	ld.param.v2.u32 	{%r30, %r31}, [%rd1+72];
	ld.param.v2.u32 	{%r32, %r33}, [%rd1+80];
	ld.param.u32 	%r34, [%rd1+88];
	cvt.rn.f32.s32 	%f9, %r33;
	cvt.rn.f32.s32 	%f10, %r4;
	div.rn.f32 	%f11, %f9, %f10;
	cvt.rn.f32.s32 	%f12, %r34;
	cvt.rn.f32.s32 	%f13, %r3;
	div.rn.f32 	%f14, %f12, %f13;
	add.f32 	%f15, %f11, 0fBF800000;
	mul.f32 	%f16, %f15, 0f3F000000;
	max.f32 	%f17, %f16, 0f00000000;
	min.f32 	%f18, %f17, 0f3F800000;
	add.f32 	%f19, %f14, 0fBF800000;
	mul.f32 	%f20, %f19, 0f3F000000;
	max.f32 	%f21, %f20, 0f00000000;
	min.f32 	%f22, %f21, 0f3F800000;
	cvt.rn.f32.s32 	%f23, %r2;
	add.f32 	%f24, %f23, 0f3F000000;
	cvt.rn.f32.s32 	%f25, %r32;
	fma.rn.f32 	%f26, %f24, %f14, %f25;
	cvt.rn.f32.s32 	%f27, %r1;
	add.f32 	%f28, %f27, 0f3F000000;
	cvt.rn.f32.s32 	%f29, %r31;
	fma.rn.f32 	%f30, %f28, %f11, %f29;
	add.f32 	%f31, %f18, 0f3F000000;
	div.rn.f32 	%f32, %f18, %f31;
	add.f32 	%f33, %f22, 0f3F000000;
	div.rn.f32 	%f34, %f22, %f33;
	sub.f32 	%f1, %f30, %f32;
	sub.f32 	%f2, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	and.b32  	%r35, %r14, 255;
	add.f32 	%f3, %f30, %f32;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	and.b32  	%r36, %r18, 255;
	add.s32 	%r37, %r35, %r36;
	and.b32  	%r38, %r15, 255;
	and.b32  	%r39, %r19, 255;
	add.s32 	%r40, %r38, %r39;
	and.b32  	%r41, %r16, 255;
	and.b32  	%r42, %r20, 255;
	add.s32 	%r43, %r41, %r42;
	and.b32  	%r44, %r17, 255;
	and.b32  	%r45, %r21, 255;
	add.s32 	%r46, %r44, %r45;
	add.f32 	%f6, %f26, %f34;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f1, %f6}];
	// end inline asm
	and.b32  	%r47, %r22, 255;
	add.s32 	%r48, %r37, %r47;
	and.b32  	%r49, %r23, 255;
	add.s32 	%r50, %r40, %r49;
	and.b32  	%r51, %r24, 255;
	add.s32 	%r52, %r43, %r51;
	and.b32  	%r53, %r25, 255;
	add.s32 	%r54, %r46, %r53;
	// begin inline asm
	tex.2d.v4.u32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f3, %f6}];
	// end inline asm
	and.b32  	%r55, %r26, 255;
	add.s32 	%r56, %r48, %r55;
	and.b32  	%r57, %r27, 255;
	add.s32 	%r58, %r50, %r57;
	and.b32  	%r59, %r28, 255;
	add.s32 	%r60, %r52, %r59;
	and.b32  	%r61, %r29, 255;
	add.s32 	%r62, %r54, %r61;
	add.s32 	%r63, %r56, 2;
	add.s32 	%r64, %r58, 2;
	add.s32 	%r65, %r60, 2;
	add.s32 	%r66, %r62, 2;
	shr.u32 	%r67, %r63, 2;
	shr.u32 	%r68, %r64, 2;
	shr.u32 	%r69, %r65, 2;
	shr.u32 	%r70, %r66, 2;
	cvt.s64.s32 	%rd10, %r2;
	cvt.s64.s32 	%rd11, %r30;
	shr.u64 	%rd12, %rd11, 2;
	mul.lo.s64 	%rd13, %rd12, %rd10;
	shl.b64 	%rd14, %rd13, 2;
	add.s64 	%rd15, %rd3, %rd14;
	mul.wide.s32 	%rd16, %r1, 4;
	add.s64 	%rd17, %rd15, %rd16;
	prmt.b32 	%r71, %r69, %r70, 0x3340U;
	prmt.b32 	%r72, %r67, %r68, 0x3340U;
	prmt.b32 	%r73, %r72, %r71, 0x5410U;
	st.global.u32 	[%rd17], %r73;
$L__BB206_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bilinear_bgra_bgra_uv // -- Begin function Subsample_Bilinear_bgra_bgra_uv
.visible .entry Subsample_Bilinear_bgra_bgra_uv(
	.param .align 8 .b8 Subsample_Bilinear_bgra_bgra_uv_param_0[104]
)                                       // @Subsample_Bilinear_bgra_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar8 // -- Begin function Subsample_Bicubic_planar8_planar8
.visible .entry Subsample_Bicubic_planar8_planar8(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar8_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB208_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB208_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB208_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar8_uv // -- Begin function Subsample_Bicubic_planar8_planar8_uv
.visible .entry Subsample_Bicubic_planar8_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB209_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB209_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar8_planar8_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar8_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	mul.wide.s32 	%rd41, %r142, %r2;
	cvt.s64.s32 	%rd42, %r1;
	add.s64 	%rd43, %rd41, %rd42;
	add.s64 	%rd44, %rd4, %rd43;
	st.global.u8 	[%rd44], %rs1;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs2, %f194;
	add.s64 	%rd45, %rd5, %rd43;
	st.global.u8 	[%rd45], %rs2;
$L__BB209_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar8 // -- Begin function Subsample_Bicubic_planar10_planar8
.visible .entry Subsample_Bicubic_planar10_planar8(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar8_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB210_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB210_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB210_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar8_uv // -- Begin function Subsample_Bicubic_planar10_planar8_uv
.visible .entry Subsample_Bicubic_planar10_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB211_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB211_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar10_planar8_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar10_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd41, %r142, %r2;
	cvt.s64.s32 	%rd42, %r1;
	add.s64 	%rd43, %rd41, %rd42;
	add.s64 	%rd44, %rd4, %rd43;
	st.global.u8 	[%rd44], %rs2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shr.u16 	%rs4, %rs3, 2;
	add.s64 	%rd45, %rd5, %rd43;
	st.global.u8 	[%rd45], %rs4;
$L__BB211_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar8 // -- Begin function Subsample_Bicubic_planar16_planar8
.visible .entry Subsample_Bicubic_planar16_planar8(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar8_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB212_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB212_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB212_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar8_uv // -- Begin function Subsample_Bicubic_planar16_planar8_uv
.visible .entry Subsample_Bicubic_planar16_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB213_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB213_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar16_planar8_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar16_planar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd41, %r142, %r2;
	cvt.s64.s32 	%rd42, %r1;
	add.s64 	%rd43, %rd41, %rd42;
	add.s64 	%rd44, %rd4, %rd43;
	st.global.u8 	[%rd44], %rs2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shr.u16 	%rs4, %rs3, 8;
	add.s64 	%rd45, %rd5, %rd43;
	st.global.u8 	[%rd45], %rs4;
$L__BB213_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar8 // -- Begin function Subsample_Bicubic_semiplanar8_planar8
.visible .entry Subsample_Bicubic_semiplanar8_planar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB214_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB214_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB214_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar8_uv // -- Begin function Subsample_Bicubic_semiplanar8_planar8_uv
.visible .entry Subsample_Bicubic_semiplanar8_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB215_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB215_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar8_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	mul.wide.s32 	%rd24, %r78, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs1;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs2;
$L__BB215_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar8 // -- Begin function Subsample_Bicubic_semiplanar10_planar8
.visible .entry Subsample_Bicubic_semiplanar10_planar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB216_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB216_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB216_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar8_uv // -- Begin function Subsample_Bicubic_semiplanar10_planar8_uv
.visible .entry Subsample_Bicubic_semiplanar10_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB217_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB217_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar10_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 8;
	mul.wide.s32 	%rd24, %r78, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs3;
	shr.u16 	%rs4, %rs2, 8;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs4;
$L__BB217_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar8 // -- Begin function Subsample_Bicubic_semiplanar16_planar8
.visible .entry Subsample_Bicubic_semiplanar16_planar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB218_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB218_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB218_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar8_uv // -- Begin function Subsample_Bicubic_semiplanar16_planar8_uv
.visible .entry Subsample_Bicubic_semiplanar16_planar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB219_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB219_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar16_planar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 8;
	mul.wide.s32 	%rd24, %r78, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs3;
	shr.u16 	%rs4, %rs2, 8;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs4;
$L__BB219_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar10 // -- Begin function Subsample_Bicubic_planar8_planar10
.visible .entry Subsample_Bicubic_planar8_planar10(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar10_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar10
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB220_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB220_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p4, %r84, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB220_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar10_uv // -- Begin function Subsample_Bicubic_planar8_planar10_uv
.visible .entry Subsample_Bicubic_planar8_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar10_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB221_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB221_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar8_planar10_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar8_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p4, %r148, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs5;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs6, %f194;
	shl.b16 	%rs7, %rs6, 2;
	shr.u16 	%rs8, %rs6, 6;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs10;
$L__BB221_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar10 // -- Begin function Subsample_Bicubic_planar10_planar10
.visible .entry Subsample_Bicubic_planar10_planar10(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar10_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB222_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB222_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB222_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar10_uv // -- Begin function Subsample_Bicubic_planar10_planar10_uv
.visible .entry Subsample_Bicubic_planar10_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB223_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB223_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar10_planar10_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar10_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs1;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f194;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs2;
$L__BB223_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar10 // -- Begin function Subsample_Bicubic_planar16_planar10
.visible .entry Subsample_Bicubic_planar16_planar10(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar10_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB224_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB224_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB224_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar10_uv // -- Begin function Subsample_Bicubic_planar16_planar10_uv
.visible .entry Subsample_Bicubic_planar16_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB225_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB225_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar16_planar10_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar16_planar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shr.u16 	%rs4, %rs3, 6;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs4;
$L__BB225_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar10 // -- Begin function Subsample_Bicubic_semiplanar8_planar10
.visible .entry Subsample_Bicubic_semiplanar8_planar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar10
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB226_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB226_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p4, %r84, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB226_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar10_uv // -- Begin function Subsample_Bicubic_semiplanar8_planar10_uv
.visible .entry Subsample_Bicubic_semiplanar8_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar10_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB227_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB227_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar8_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	shl.b16 	%rs3, %rs1, 2;
	setp.eq.s32 	%p4, %r84, 0;
	shr.u16 	%rs4, %rs1, 6;
	selp.b16 	%rs5, %rs4, 0, %p4;
	or.b16  	%rs6, %rs5, %rs3;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs6;
	shl.b16 	%rs7, %rs2, 2;
	shr.u16 	%rs8, %rs2, 6;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs10;
$L__BB227_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar10 // -- Begin function Subsample_Bicubic_semiplanar10_planar10
.visible .entry Subsample_Bicubic_semiplanar10_planar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB228_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB228_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB228_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar10_uv // -- Begin function Subsample_Bicubic_semiplanar10_planar10_uv
.visible .entry Subsample_Bicubic_semiplanar10_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB229_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB229_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar10_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs4;
$L__BB229_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar10 // -- Begin function Subsample_Bicubic_semiplanar16_planar10
.visible .entry Subsample_Bicubic_semiplanar16_planar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB230_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB230_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB230_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar10_uv // -- Begin function Subsample_Bicubic_semiplanar16_planar10_uv
.visible .entry Subsample_Bicubic_semiplanar16_planar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB231_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB231_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar16_planar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs4;
$L__BB231_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar16 // -- Begin function Subsample_Bicubic_planar8_planar16
.visible .entry Subsample_Bicubic_planar8_planar16(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar16_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB232_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB232_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB232_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_planar16_uv // -- Begin function Subsample_Bicubic_planar8_planar16_uv
.visible .entry Subsample_Bicubic_planar8_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_planar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB233_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB233_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar8_planar16_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar8_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r148, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs4;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs5, %f194;
	shl.b16 	%rs6, %rs5, 8;
	selp.b16 	%rs7, %rs5, 0, %p4;
	or.b16  	%rs8, %rs6, %rs7;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs8;
$L__BB233_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar16 // -- Begin function Subsample_Bicubic_planar10_planar16
.visible .entry Subsample_Bicubic_planar10_planar16(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar16_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB234_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB234_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p4, %r84, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB234_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_planar16_uv // -- Begin function Subsample_Bicubic_planar10_planar16_uv
.visible .entry Subsample_Bicubic_planar10_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_planar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB235_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB235_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar10_planar16_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar10_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p4, %r148, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs5;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs6, %f194;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs10;
$L__BB235_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar16 // -- Begin function Subsample_Bicubic_planar16_planar16
.visible .entry Subsample_Bicubic_planar16_planar16(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar16_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB236_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB236_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB236_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_planar16_uv // -- Begin function Subsample_Bicubic_planar16_planar16_uv
.visible .entry Subsample_Bicubic_planar16_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<49>;

// %bb.0:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd7;
	ld.param.u64 	%rd8, [Subsample_Bicubic_planar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd8;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB237_3;
// %bb.1:
	mov.b64 	%rd6, Subsample_Bicubic_planar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd6;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB237_3;
// %bb.2:
	ld.param.u64 	%rd9, [Subsample_Bicubic_planar16_planar16_uv_param_0+8];
	ld.param.u64 	%rd25, [Subsample_Bicubic_planar16_planar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd9, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd9, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd9, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd9, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd9, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd9, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd9, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd9, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd9, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd9, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd9, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd9, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd9, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd9, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd9, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd9, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	cvt.s64.s32 	%rd41, %r2;
	cvt.s64.s32 	%rd42, %r142;
	shr.u64 	%rd43, %rd42, 1;
	cvt.s64.s32 	%rd44, %r1;
	mad.lo.s64 	%rd45, %rd43, %rd41, %rd44;
	shl.b64 	%rd46, %rd45, 1;
	add.s64 	%rd47, %rd4, %rd46;
	st.global.u16 	[%rd47], %rs1;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd25, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd25, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd25, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd25, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd25, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd25, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd25, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd25, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd25, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd25, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd25, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd25, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd25, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd25, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd25, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd25, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f194;
	add.s64 	%rd48, %rd5, %rd46;
	st.global.u16 	[%rd48], %rs2;
$L__BB237_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar16 // -- Begin function Subsample_Bicubic_semiplanar8_planar16
.visible .entry Subsample_Bicubic_semiplanar8_planar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB238_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB238_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB238_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_planar16_uv // -- Begin function Subsample_Bicubic_semiplanar8_planar16_uv
.visible .entry Subsample_Bicubic_semiplanar8_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_planar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB239_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB239_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar8_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs4, %rs1, 0, %p4;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs5;
	shl.b16 	%rs6, %rs2, 8;
	selp.b16 	%rs7, %rs2, 0, %p4;
	or.b16  	%rs8, %rs6, %rs7;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs8;
$L__BB239_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar16 // -- Begin function Subsample_Bicubic_semiplanar10_planar16
.visible .entry Subsample_Bicubic_semiplanar10_planar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB240_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB240_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs2, 0, %p4;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB240_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_planar16_uv // -- Begin function Subsample_Bicubic_semiplanar10_planar16_uv
.visible .entry Subsample_Bicubic_semiplanar10_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_planar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB241_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB241_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar10_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs1;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs5;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p4;
	or.b16  	%rs8, %rs7, %rs2;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs8;
$L__BB241_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar16 // -- Begin function Subsample_Bicubic_semiplanar16_planar16
.visible .entry Subsample_Bicubic_semiplanar16_planar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB242_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB242_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB242_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_planar16_uv // -- Begin function Subsample_Bicubic_semiplanar16_planar16_uv
.visible .entry Subsample_Bicubic_semiplanar16_planar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_planar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_planar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Bicubic_semiplanar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB243_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_semiplanar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB243_3;
// %bb.2:
	ld.param.u64 	%rd8, [Subsample_Bicubic_semiplanar16_planar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd8, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd8, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd8, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd8, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd8, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd8, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd8, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd8, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd8, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd8, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd8, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd8, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd8, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd8, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd8, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd8, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r78;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs1;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs2;
$L__BB243_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar8 // -- Begin function Subsample_Bicubic_planar8_semiplanar8
.visible .entry Subsample_Bicubic_planar8_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB244_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB244_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB244_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar8_uv // -- Begin function Subsample_Bicubic_planar8_semiplanar8_uv
.visible .entry Subsample_Bicubic_planar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB245_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB245_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar8_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs2, %f194;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs1, %rs2};
$L__BB245_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar8 // -- Begin function Subsample_Bicubic_planar10_semiplanar8
.visible .entry Subsample_Bicubic_planar10_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB246_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB246_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB246_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar8_uv // -- Begin function Subsample_Bicubic_planar10_semiplanar8_uv
.visible .entry Subsample_Bicubic_planar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB247_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB247_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar10_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shr.u16 	%rs2, %rs1, 2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shr.u16 	%rs4, %rs3, 2;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs2, %rs4};
$L__BB247_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar8 // -- Begin function Subsample_Bicubic_planar16_semiplanar8
.visible .entry Subsample_Bicubic_planar16_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB248_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB248_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB248_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar8_uv // -- Begin function Subsample_Bicubic_planar16_semiplanar8_uv
.visible .entry Subsample_Bicubic_planar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB249_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB249_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_semiplanar8_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar16_semiplanar8_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shr.u16 	%rs2, %rs1, 8;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shr.u16 	%rs4, %rs3, 8;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs2, %rs4};
$L__BB249_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar8 // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar8
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB250_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB250_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB250_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar8_uv // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar8_uv
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB251_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB251_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs1, %rs2};
$L__BB251_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar8 // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar8
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB252_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB252_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB252_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar8_uv // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar8_uv
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB253_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB253_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 8;
	shr.u16 	%rs4, %rs2, 8;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs3, %rs4};
$L__BB253_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar8 // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar8
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar8(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar8_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar8
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB254_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB254_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar8_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r78, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB254_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar8_uv // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar8_uv
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar8_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB255_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB255_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar8_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 8;
	shr.u16 	%rs4, %rs2, 8;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs3, %rs4};
$L__BB255_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar10 // -- Begin function Subsample_Bicubic_planar8_semiplanar10
.visible .entry Subsample_Bicubic_planar8_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar10
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB256_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB256_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB256_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar10_uv // -- Begin function Subsample_Bicubic_planar8_semiplanar10_uv
.visible .entry Subsample_Bicubic_planar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar10_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<150>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB257_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB257_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar8_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r148, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs6, %f194;
	shl.b16 	%rs7, %rs6, 8;
	and.b16  	%rs8, %rs6, 192;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r149, {%rs5, %rs10};
	st.global.u32 	[%rd46], %r149;
$L__BB257_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar10 // -- Begin function Subsample_Bicubic_planar10_semiplanar10
.visible .entry Subsample_Bicubic_planar10_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB258_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB258_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB258_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar10_uv // -- Begin function Subsample_Bicubic_planar10_semiplanar10_uv
.visible .entry Subsample_Bicubic_planar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB259_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB259_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar10_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 6;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	shl.b16 	%rs4, %rs3, 6;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs2, %rs4};
	st.global.u32 	[%rd46], %r148;
$L__BB259_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar10 // -- Begin function Subsample_Bicubic_planar16_semiplanar10
.visible .entry Subsample_Bicubic_planar16_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB260_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB260_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB260_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar10_uv // -- Begin function Subsample_Bicubic_planar16_semiplanar10_uv
.visible .entry Subsample_Bicubic_planar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB261_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB261_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_semiplanar10_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar16_semiplanar10_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	and.b16  	%rs2, %rs1, -64;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f194;
	and.b16  	%rs4, %rs3, -64;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs2, %rs4};
	st.global.u32 	[%rd46], %r148;
$L__BB261_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar10 // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar10
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar10
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB262_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB262_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB262_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar10_uv // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar10_uv
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar10_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<86>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB263_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB263_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	and.b16  	%rs4, %rs1, 192;
	selp.b16 	%rs5, %rs4, 0, %p4;
	or.b16  	%rs6, %rs5, %rs3;
	shl.b16 	%rs7, %rs2, 8;
	and.b16  	%rs8, %rs2, 192;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r85, {%rs6, %rs10};
	st.global.u32 	[%rd29], %r85;
$L__BB263_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar10 // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar10
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB264_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB264_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB264_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar10_uv // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar10_uv
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB265_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB265_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs1, %rs2};
	st.global.u32 	[%rd29], %r84;
$L__BB265_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar10 // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar10
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar10(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar10_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar10
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB266_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB266_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar10_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB266_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar10_uv // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar10_uv
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar10_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB267_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB267_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar10_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	and.b16  	%rs3, %rs1, -64;
	and.b16  	%rs4, %rs2, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs3, %rs4};
	st.global.u32 	[%rd29], %r84;
$L__BB267_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar16 // -- Begin function Subsample_Bicubic_planar8_semiplanar16
.visible .entry Subsample_Bicubic_planar8_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB268_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB268_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB268_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar8_semiplanar16_uv // -- Begin function Subsample_Bicubic_planar8_semiplanar16_uv
.visible .entry Subsample_Bicubic_planar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar8_semiplanar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<150>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB269_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB269_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar8_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar8_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r148, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f437F0000;
	cvt.rzi.s16.f32 	%rs5, %f194;
	shl.b16 	%rs6, %rs5, 8;
	selp.b16 	%rs7, %rs5, 0, %p4;
	or.b16  	%rs8, %rs6, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r149, {%rs4, %rs8};
	st.global.u32 	[%rd46], %r149;
$L__BB269_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar16 // -- Begin function Subsample_Bicubic_planar10_semiplanar16
.visible .entry Subsample_Bicubic_planar10_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB270_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB270_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p4, %r84, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB270_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar10_semiplanar16_uv // -- Begin function Subsample_Bicubic_planar10_semiplanar16_uv
.visible .entry Subsample_Bicubic_planar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar10_semiplanar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<150>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB271_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB271_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar10_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar10_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	ld.param.u32 	%r148, [%rd1+96];
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f98, %f138;
	fma.rn.f32 	%f142, %f137, %f92, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p4, %r148, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs2;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs6, %f194;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p4;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r149, {%rs5, %rs10};
	st.global.u32 	[%rd46], %r149;
$L__BB271_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar16 // -- Begin function Subsample_Bicubic_planar16_semiplanar16
.visible .entry Subsample_Bicubic_planar16_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_planar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB272_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_planar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB272_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB272_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_planar16_semiplanar16_uv // -- Begin function Subsample_Bicubic_planar16_semiplanar16_uv
.visible .entry Subsample_Bicubic_planar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_planar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_planar16_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<195>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Bicubic_planar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_planar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB273_3;
// %bb.1:
	mov.b64 	%rd5, Subsample_Bicubic_planar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB273_3;
// %bb.2:
	ld.param.u64 	%rd7, [Subsample_Bicubic_planar16_semiplanar16_uv_param_0+8];
	ld.param.u64 	%rd23, [Subsample_Bicubic_planar16_semiplanar16_uv_param_0+16];
	ld.param.v2.u32 	{%r142, %r143}, [%rd1+72];
	ld.param.v2.u32 	{%r144, %r145}, [%rd1+80];
	ld.param.v2.u32 	{%r146, %r147}, [%rd1+88];
	mov.b32 	%f65, %r147;
	cvt.rn.f32.s32 	%f66, %r145;
	cvt.rn.f32.s32 	%f67, %r4;
	div.rn.f32 	%f68, %f66, %f67;
	cvt.rn.f32.s32 	%f69, %r146;
	cvt.rn.f32.s32 	%f70, %r3;
	div.rn.f32 	%f71, %f69, %f70;
	cvt.rn.f32.s32 	%f72, %r1;
	add.f32 	%f73, %f72, 0f3F000000;
	fma.rn.f32 	%f74, %f73, %f68, 0fBF000000;
	cvt.rn.f32.s32 	%f75, %r143;
	add.f32 	%f76, %f74, %f75;
	cvt.rn.f32.s32 	%f77, %r2;
	add.f32 	%f78, %f77, 0f3F000000;
	fma.rn.f32 	%f79, %f78, %f71, 0fBF000000;
	cvt.rn.f32.s32 	%f80, %r144;
	add.f32 	%f81, %f79, %f80;
	cvt.rmi.f32.f32 	%f3, %f76;
	cvt.rmi.f32.f32 	%f10, %f81;
	sub.f32 	%f82, %f76, %f3;
	sub.f32 	%f83, %f81, %f10;
	setp.eq.f32 	%p3, %f65, 0f497423F0;
	neg.f32 	%f84, %f65;
	selp.f32 	%f85, 0f00000000, %f84, %p3;
	add.f32 	%f86, %f82, 0f3F800000;
	mul.f32 	%f87, %f85, 0fC0A00000;
	fma.rn.f32 	%f88, %f85, %f86, %f87;
	mul.f32 	%f89, %f85, 0f41000000;
	fma.rn.f32 	%f90, %f86, %f88, %f89;
	mul.f32 	%f91, %f85, 0fC0800000;
	fma.rn.f32 	%f92, %f86, %f90, %f91;
	add.f32 	%f93, %f85, 0f40000000;
	add.f32 	%f94, %f85, 0f40400000;
	neg.f32 	%f95, %f94;
	fma.rn.f32 	%f96, %f93, %f82, %f95;
	mul.f32 	%f97, %f82, %f96;
	fma.rn.f32 	%f98, %f82, %f97, 0f3F800000;
	mov.f32 	%f99, 0f3F800000;
	sub.f32 	%f100, %f99, %f82;
	fma.rn.f32 	%f101, %f93, %f100, %f95;
	mul.f32 	%f102, %f100, %f101;
	fma.rn.f32 	%f103, %f100, %f102, 0f3F800000;
	sub.f32 	%f104, %f99, %f92;
	sub.f32 	%f105, %f104, %f98;
	sub.f32 	%f106, %f105, %f103;
	add.f32 	%f107, %f83, 0f3F800000;
	fma.rn.f32 	%f108, %f85, %f107, %f87;
	fma.rn.f32 	%f109, %f107, %f108, %f89;
	fma.rn.f32 	%f110, %f107, %f109, %f91;
	fma.rn.f32 	%f111, %f93, %f83, %f95;
	mul.f32 	%f112, %f83, %f111;
	fma.rn.f32 	%f113, %f83, %f112, 0f3F800000;
	sub.f32 	%f114, %f99, %f83;
	fma.rn.f32 	%f115, %f93, %f114, %f95;
	mul.f32 	%f116, %f114, %f115;
	fma.rn.f32 	%f117, %f114, %f116, 0f3F800000;
	sub.f32 	%f118, %f99, %f110;
	sub.f32 	%f119, %f118, %f113;
	sub.f32 	%f120, %f119, %f117;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd7, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f121, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd7, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f122, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd7, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f123, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd7, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f124, %r26;
	mul.f32 	%f125, %f121, %f92;
	fma.rn.f32 	%f126, %f122, %f98, %f125;
	fma.rn.f32 	%f127, %f123, %f103, %f126;
	fma.rn.f32 	%f128, %f124, %f106, %f127;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd7, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f129, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd7, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f130, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd7, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f131, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd7, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f132, %r42;
	mul.f32 	%f133, %f129, %f92;
	fma.rn.f32 	%f134, %f130, %f98, %f133;
	fma.rn.f32 	%f135, %f131, %f103, %f134;
	fma.rn.f32 	%f136, %f132, %f106, %f135;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd7, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd7, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f138, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd7, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f139, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd7, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f140, %r58;
	mul.f32 	%f141, %f137, %f92;
	fma.rn.f32 	%f142, %f98, %f138, %f141;
	fma.rn.f32 	%f143, %f103, %f139, %f142;
	fma.rn.f32 	%f144, %f140, %f106, %f143;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd7, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f145, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd7, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f146, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd7, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f147, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd7, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f148, %r74;
	mul.f32 	%f149, %f98, %f146;
	fma.rn.f32 	%f150, %f92, %f145, %f149;
	fma.rn.f32 	%f151, %f103, %f147, %f150;
	fma.rn.f32 	%f152, %f106, %f148, %f151;
	mul.f32 	%f153, %f113, %f136;
	fma.rn.f32 	%f154, %f110, %f128, %f153;
	fma.rn.f32 	%f155, %f117, %f144, %f154;
	fma.rn.f32 	%f156, %f120, %f152, %f155;
	mul.f32 	%f157, %f156, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f157;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r78, %r79, %r80, %r81}, [%rd23, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f158, %r78;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r82, %r83, %r84, %r85}, [%rd23, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f159, %r82;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r86, %r87, %r88, %r89}, [%rd23, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f160, %r86;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r90, %r91, %r92, %r93}, [%rd23, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f161, %r90;
	mul.f32 	%f162, %f98, %f159;
	fma.rn.f32 	%f163, %f92, %f158, %f162;
	fma.rn.f32 	%f164, %f103, %f160, %f163;
	fma.rn.f32 	%f165, %f106, %f161, %f164;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r94, %r95, %r96, %r97}, [%rd23, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f166, %r94;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r98, %r99, %r100, %r101}, [%rd23, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f167, %r98;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r102, %r103, %r104, %r105}, [%rd23, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f168, %r102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r106, %r107, %r108, %r109}, [%rd23, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f169, %r106;
	mul.f32 	%f170, %f98, %f167;
	fma.rn.f32 	%f171, %f92, %f166, %f170;
	fma.rn.f32 	%f172, %f103, %f168, %f171;
	fma.rn.f32 	%f173, %f106, %f169, %f172;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r110, %r111, %r112, %r113}, [%rd23, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f174, %r110;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r114, %r115, %r116, %r117}, [%rd23, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f175, %r114;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r118, %r119, %r120, %r121}, [%rd23, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f176, %r118;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r122, %r123, %r124, %r125}, [%rd23, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f177, %r122;
	mul.f32 	%f178, %f98, %f175;
	fma.rn.f32 	%f179, %f92, %f174, %f178;
	fma.rn.f32 	%f180, %f103, %f176, %f179;
	fma.rn.f32 	%f181, %f106, %f177, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r126, %r127, %r128, %r129}, [%rd23, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f182, %r126;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r130, %r131, %r132, %r133}, [%rd23, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f183, %r130;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r134, %r135, %r136, %r137}, [%rd23, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f184, %r134;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r138, %r139, %r140, %r141}, [%rd23, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f185, %r138;
	mul.f32 	%f186, %f98, %f183;
	fma.rn.f32 	%f187, %f92, %f182, %f186;
	fma.rn.f32 	%f188, %f103, %f184, %f187;
	fma.rn.f32 	%f189, %f106, %f185, %f188;
	mul.f32 	%f190, %f113, %f173;
	fma.rn.f32 	%f191, %f110, %f165, %f190;
	fma.rn.f32 	%f192, %f117, %f181, %f191;
	fma.rn.f32 	%f193, %f120, %f189, %f192;
	mul.f32 	%f194, %f193, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f194;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r142;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs1, %rs2};
	st.global.u32 	[%rd46], %r148;
$L__BB273_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar16 // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar16
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB274_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB274_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f125;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs1, 0, %p4;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB274_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar8_semiplanar16_uv // -- Begin function Subsample_Bicubic_semiplanar8_semiplanar16_uv
.visible .entry Subsample_Bicubic_semiplanar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar8_semiplanar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<86>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB275_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB275_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar8_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f437F0000;
	mul.f32 	%f162, %f160, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f161;
	cvt.rzi.s16.f32 	%rs2, %f162;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs4, %rs1, 0, %p4;
	or.b16  	%rs5, %rs3, %rs4;
	shl.b16 	%rs6, %rs2, 8;
	selp.b16 	%rs7, %rs2, 0, %p4;
	or.b16  	%rs8, %rs6, %rs7;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r85, {%rs5, %rs8};
	st.global.u32 	[%rd29], %r85;
$L__BB275_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar16 // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar16
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar16
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB276_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB276_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f66, %f106;
	fma.rn.f32 	%f110, %f105, %f60, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs3, %rs2, 0, %p4;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB276_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar10_semiplanar16_uv // -- Begin function Subsample_Bicubic_semiplanar10_semiplanar16_uv
.visible .entry Subsample_Bicubic_semiplanar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar10_semiplanar16_uv
{
	.reg .pred 	%p<5>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<86>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB277_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB277_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar10_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	ld.param.u32 	%r84, [%rd1+96];
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f66, %f124;
	mul.f32 	%f130, %f66, %f123;
	fma.rn.f32 	%f131, %f122, %f60, %f129;
	fma.rn.f32 	%f132, %f121, %f60, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p4, %r84, 0;
	selp.b16 	%rs4, %rs3, 0, %p4;
	or.b16  	%rs5, %rs4, %rs1;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p4;
	or.b16  	%rs8, %rs7, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r85, {%rs5, %rs8};
	st.global.u32 	[%rd29], %r85;
$L__BB277_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar16 // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar16
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar16(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar16_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar16
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<126>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB278_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB278_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar16_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f90, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f91, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f92, %r26;
	mul.f32 	%f93, %f89, %f60;
	fma.rn.f32 	%f94, %f90, %f66, %f93;
	fma.rn.f32 	%f95, %f91, %f71, %f94;
	fma.rn.f32 	%f96, %f92, %f74, %f95;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f97, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f98, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f99, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f100, %r42;
	mul.f32 	%f101, %f97, %f60;
	fma.rn.f32 	%f102, %f98, %f66, %f101;
	fma.rn.f32 	%f103, %f99, %f71, %f102;
	fma.rn.f32 	%f104, %f100, %f74, %f103;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f105, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f106, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f107, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f108, %r58;
	mul.f32 	%f109, %f105, %f60;
	fma.rn.f32 	%f110, %f66, %f106, %f109;
	fma.rn.f32 	%f111, %f71, %f107, %f110;
	fma.rn.f32 	%f112, %f108, %f74, %f111;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f113, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f114, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f115, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f116, %r74;
	mul.f32 	%f117, %f66, %f114;
	fma.rn.f32 	%f118, %f60, %f113, %f117;
	fma.rn.f32 	%f119, %f71, %f115, %f118;
	fma.rn.f32 	%f120, %f74, %f116, %f119;
	mul.f32 	%f121, %f81, %f104;
	fma.rn.f32 	%f122, %f78, %f96, %f121;
	fma.rn.f32 	%f123, %f85, %f112, %f122;
	fma.rn.f32 	%f124, %f88, %f120, %f123;
	mul.f32 	%f125, %f124, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f125;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB278_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_semiplanar16_semiplanar16_uv // -- Begin function Subsample_Bicubic_semiplanar16_semiplanar16_uv
.visible .entry Subsample_Bicubic_semiplanar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Bicubic_semiplanar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Bicubic_semiplanar16_semiplanar16_uv
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<163>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_semiplanar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_semiplanar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB279_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_semiplanar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB279_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_semiplanar16_semiplanar16_uv_param_0+8];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r15;
	mov.b32 	%f90, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f91, %r19;
	mov.b32 	%f92, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f93, %r23;
	mov.b32 	%f94, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f95, %r27;
	mov.b32 	%f96, %r26;
	mul.f32 	%f97, %f90, %f60;
	mul.f32 	%f98, %f89, %f60;
	fma.rn.f32 	%f99, %f92, %f66, %f97;
	fma.rn.f32 	%f100, %f91, %f66, %f98;
	fma.rn.f32 	%f101, %f94, %f71, %f99;
	fma.rn.f32 	%f102, %f93, %f71, %f100;
	fma.rn.f32 	%f103, %f96, %f74, %f101;
	fma.rn.f32 	%f104, %f95, %f74, %f102;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f105, %r31;
	mov.b32 	%f106, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f107, %r35;
	mov.b32 	%f108, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f109, %r39;
	mov.b32 	%f110, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f111, %r43;
	mov.b32 	%f112, %r42;
	mul.f32 	%f113, %f106, %f60;
	mul.f32 	%f114, %f105, %f60;
	fma.rn.f32 	%f115, %f108, %f66, %f113;
	fma.rn.f32 	%f116, %f107, %f66, %f114;
	fma.rn.f32 	%f117, %f110, %f71, %f115;
	fma.rn.f32 	%f118, %f109, %f71, %f116;
	fma.rn.f32 	%f119, %f112, %f74, %f117;
	fma.rn.f32 	%f120, %f111, %f74, %f118;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f121, %r47;
	mov.b32 	%f122, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f123, %r51;
	mov.b32 	%f124, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f125, %r55;
	mov.b32 	%f126, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f127, %r59;
	mov.b32 	%f128, %r58;
	mul.f32 	%f129, %f122, %f60;
	mul.f32 	%f130, %f121, %f60;
	fma.rn.f32 	%f131, %f66, %f124, %f129;
	fma.rn.f32 	%f132, %f66, %f123, %f130;
	fma.rn.f32 	%f133, %f71, %f126, %f131;
	fma.rn.f32 	%f134, %f71, %f125, %f132;
	fma.rn.f32 	%f135, %f128, %f74, %f133;
	fma.rn.f32 	%f136, %f127, %f74, %f134;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f137, %r63;
	mov.b32 	%f138, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f139, %r67;
	mov.b32 	%f140, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f141, %r71;
	mov.b32 	%f142, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f143, %r75;
	mov.b32 	%f144, %r74;
	mul.f32 	%f145, %f66, %f140;
	mul.f32 	%f146, %f66, %f139;
	fma.rn.f32 	%f147, %f60, %f138, %f145;
	fma.rn.f32 	%f148, %f60, %f137, %f146;
	fma.rn.f32 	%f149, %f71, %f142, %f147;
	fma.rn.f32 	%f150, %f71, %f141, %f148;
	fma.rn.f32 	%f151, %f74, %f144, %f149;
	fma.rn.f32 	%f152, %f74, %f143, %f150;
	mul.f32 	%f153, %f81, %f119;
	mul.f32 	%f154, %f81, %f120;
	fma.rn.f32 	%f155, %f78, %f103, %f153;
	fma.rn.f32 	%f156, %f78, %f104, %f154;
	fma.rn.f32 	%f157, %f85, %f135, %f155;
	fma.rn.f32 	%f158, %f85, %f136, %f156;
	fma.rn.f32 	%f159, %f88, %f151, %f157;
	fma.rn.f32 	%f160, %f88, %f152, %f158;
	mul.f32 	%f161, %f159, 0f477FFF00;
	mul.f32 	%f162, %f160, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f161;
	cvt.rzi.u16.f32 	%rs2, %f162;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs1, %rs2};
	st.global.u32 	[%rd29], %r84;
$L__BB279_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_rgb0 // -- Begin function Subsample_Bicubic_rgb0_rgb0
.visible .entry Subsample_Bicubic_rgb0_rgb0(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_rgb0_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_rgb0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgb0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgb0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB280_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgb0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB280_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgb0_rgb0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB280_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_rgb0_uv // -- Begin function Subsample_Bicubic_rgb0_rgb0_uv
.visible .entry Subsample_Bicubic_rgb0_rgb0_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_rgb0_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_rgb0 // -- Begin function Subsample_Bicubic_bgr0_rgb0
.visible .entry Subsample_Bicubic_bgr0_rgb0(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_rgb0_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_rgb0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgr0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgr0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB282_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgr0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB282_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgr0_rgb0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB282_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_rgb0_uv // -- Begin function Subsample_Bicubic_bgr0_rgb0_uv
.visible .entry Subsample_Bicubic_bgr0_rgb0_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_rgb0_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_rgb0 // -- Begin function Subsample_Bicubic_rgba_rgb0
.visible .entry Subsample_Bicubic_rgba_rgb0(
	.param .align 8 .b8 Subsample_Bicubic_rgba_rgb0_param_0[104]
)                                       // @Subsample_Bicubic_rgba_rgb0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgba_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgba_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB284_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgba_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB284_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgba_rgb0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB284_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_rgb0_uv // -- Begin function Subsample_Bicubic_rgba_rgb0_uv
.visible .entry Subsample_Bicubic_rgba_rgb0_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgba_rgb0_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgba_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_rgb0 // -- Begin function Subsample_Bicubic_bgra_rgb0
.visible .entry Subsample_Bicubic_bgra_rgb0(
	.param .align 8 .b8 Subsample_Bicubic_bgra_rgb0_param_0[104]
)                                       // @Subsample_Bicubic_bgra_rgb0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgra_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgra_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB286_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgra_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB286_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgra_rgb0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB286_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_rgb0_uv // -- Begin function Subsample_Bicubic_bgra_rgb0_uv
.visible .entry Subsample_Bicubic_bgra_rgb0_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgra_rgb0_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgra_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_bgr0 // -- Begin function Subsample_Bicubic_rgb0_bgr0
.visible .entry Subsample_Bicubic_rgb0_bgr0(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_bgr0_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_bgr0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgb0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgb0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB288_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgb0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB288_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgb0_bgr0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB288_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_bgr0_uv // -- Begin function Subsample_Bicubic_rgb0_bgr0_uv
.visible .entry Subsample_Bicubic_rgb0_bgr0_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_bgr0_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_bgr0 // -- Begin function Subsample_Bicubic_bgr0_bgr0
.visible .entry Subsample_Bicubic_bgr0_bgr0(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_bgr0_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_bgr0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgr0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgr0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB290_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgr0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB290_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgr0_bgr0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB290_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_bgr0_uv // -- Begin function Subsample_Bicubic_bgr0_bgr0_uv
.visible .entry Subsample_Bicubic_bgr0_bgr0_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_bgr0_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_bgr0 // -- Begin function Subsample_Bicubic_rgba_bgr0
.visible .entry Subsample_Bicubic_rgba_bgr0(
	.param .align 8 .b8 Subsample_Bicubic_rgba_bgr0_param_0[104]
)                                       // @Subsample_Bicubic_rgba_bgr0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgba_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgba_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB292_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgba_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB292_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgba_bgr0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB292_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_bgr0_uv // -- Begin function Subsample_Bicubic_rgba_bgr0_uv
.visible .entry Subsample_Bicubic_rgba_bgr0_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgba_bgr0_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgba_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_bgr0 // -- Begin function Subsample_Bicubic_bgra_bgr0
.visible .entry Subsample_Bicubic_bgra_bgr0(
	.param .align 8 .b8 Subsample_Bicubic_bgra_bgr0_param_0[104]
)                                       // @Subsample_Bicubic_bgra_bgr0
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgra_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgra_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB294_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgra_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB294_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgra_bgr0_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB294_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_bgr0_uv // -- Begin function Subsample_Bicubic_bgra_bgr0_uv
.visible .entry Subsample_Bicubic_bgra_bgr0_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgra_bgr0_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgra_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_rgba // -- Begin function Subsample_Bicubic_rgb0_rgba
.visible .entry Subsample_Bicubic_rgb0_rgba(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_rgba_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_rgba
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<200>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgb0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgb0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB296_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgb0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB296_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgb0_rgba_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r16;
	mov.b32 	%f90, %r15;
	mov.b32 	%f91, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f92, %r20;
	mov.b32 	%f93, %r19;
	mov.b32 	%f94, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f95, %r24;
	mov.b32 	%f96, %r23;
	mov.b32 	%f97, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f98, %r28;
	mov.b32 	%f99, %r27;
	mov.b32 	%f100, %r26;
	mul.f32 	%f101, %f91, %f60;
	mul.f32 	%f102, %f90, %f60;
	mul.f32 	%f103, %f89, %f60;
	fma.rn.f32 	%f104, %f94, %f66, %f101;
	fma.rn.f32 	%f105, %f93, %f66, %f102;
	fma.rn.f32 	%f106, %f92, %f66, %f103;
	fma.rn.f32 	%f107, %f97, %f71, %f104;
	fma.rn.f32 	%f108, %f96, %f71, %f105;
	fma.rn.f32 	%f109, %f95, %f71, %f106;
	fma.rn.f32 	%f110, %f100, %f74, %f107;
	fma.rn.f32 	%f111, %f99, %f74, %f108;
	fma.rn.f32 	%f112, %f98, %f74, %f109;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f113, %r32;
	mov.b32 	%f114, %r31;
	mov.b32 	%f115, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f116, %r36;
	mov.b32 	%f117, %r35;
	mov.b32 	%f118, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f119, %r40;
	mov.b32 	%f120, %r39;
	mov.b32 	%f121, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f122, %r44;
	mov.b32 	%f123, %r43;
	mov.b32 	%f124, %r42;
	mul.f32 	%f125, %f115, %f60;
	mul.f32 	%f126, %f114, %f60;
	mul.f32 	%f127, %f113, %f60;
	fma.rn.f32 	%f128, %f118, %f66, %f125;
	fma.rn.f32 	%f129, %f117, %f66, %f126;
	fma.rn.f32 	%f130, %f116, %f66, %f127;
	fma.rn.f32 	%f131, %f121, %f71, %f128;
	fma.rn.f32 	%f132, %f120, %f71, %f129;
	fma.rn.f32 	%f133, %f119, %f71, %f130;
	fma.rn.f32 	%f134, %f124, %f74, %f131;
	fma.rn.f32 	%f135, %f123, %f74, %f132;
	fma.rn.f32 	%f136, %f122, %f74, %f133;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r48;
	mov.b32 	%f138, %r47;
	mov.b32 	%f139, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f140, %r52;
	mov.b32 	%f141, %r51;
	mov.b32 	%f142, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f143, %r56;
	mov.b32 	%f144, %r55;
	mov.b32 	%f145, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f146, %r60;
	mov.b32 	%f147, %r59;
	mov.b32 	%f148, %r58;
	mul.f32 	%f149, %f139, %f60;
	mul.f32 	%f150, %f138, %f60;
	mul.f32 	%f151, %f137, %f60;
	fma.rn.f32 	%f152, %f66, %f142, %f149;
	fma.rn.f32 	%f153, %f66, %f141, %f150;
	fma.rn.f32 	%f154, %f66, %f140, %f151;
	fma.rn.f32 	%f155, %f71, %f145, %f152;
	fma.rn.f32 	%f156, %f71, %f144, %f153;
	fma.rn.f32 	%f157, %f71, %f143, %f154;
	fma.rn.f32 	%f158, %f148, %f74, %f155;
	fma.rn.f32 	%f159, %f147, %f74, %f156;
	fma.rn.f32 	%f160, %f146, %f74, %f157;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f161, %r64;
	mov.b32 	%f162, %r63;
	mov.b32 	%f163, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f164, %r68;
	mov.b32 	%f165, %r67;
	mov.b32 	%f166, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f167, %r72;
	mov.b32 	%f168, %r71;
	mov.b32 	%f169, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f170, %r76;
	mov.b32 	%f171, %r75;
	mov.b32 	%f172, %r74;
	mul.f32 	%f173, %f66, %f166;
	mul.f32 	%f174, %f66, %f165;
	mul.f32 	%f175, %f66, %f164;
	fma.rn.f32 	%f176, %f60, %f163, %f173;
	fma.rn.f32 	%f177, %f60, %f162, %f174;
	fma.rn.f32 	%f178, %f60, %f161, %f175;
	fma.rn.f32 	%f179, %f71, %f169, %f176;
	fma.rn.f32 	%f180, %f71, %f168, %f177;
	fma.rn.f32 	%f181, %f71, %f167, %f178;
	fma.rn.f32 	%f182, %f74, %f172, %f179;
	fma.rn.f32 	%f183, %f74, %f171, %f180;
	fma.rn.f32 	%f184, %f74, %f170, %f181;
	mul.f32 	%f185, %f81, %f134;
	mul.f32 	%f186, %f81, %f135;
	mul.f32 	%f187, %f81, %f136;
	fma.rn.f32 	%f188, %f78, %f110, %f185;
	fma.rn.f32 	%f189, %f78, %f111, %f186;
	fma.rn.f32 	%f190, %f78, %f112, %f187;
	fma.rn.f32 	%f191, %f85, %f158, %f188;
	fma.rn.f32 	%f192, %f85, %f159, %f189;
	fma.rn.f32 	%f193, %f85, %f160, %f190;
	fma.rn.f32 	%f194, %f88, %f182, %f191;
	fma.rn.f32 	%f195, %f88, %f183, %f192;
	fma.rn.f32 	%f196, %f88, %f184, %f193;
	mul.f32 	%f197, %f194, 0f437F0000;
	mul.f32 	%f198, %f195, 0f437F0000;
	mul.f32 	%f199, %f196, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f197;
	cvt.rzi.s16.f32 	%rs2, %f198;
	cvt.rzi.s16.f32 	%rs3, %f199;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs2;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, 65535, 0x3340U;
	prmt.b32 	%r89, %r86, %r88, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB296_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_rgba_uv // -- Begin function Subsample_Bicubic_rgb0_rgba_uv
.visible .entry Subsample_Bicubic_rgb0_rgba_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_rgba_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_rgba // -- Begin function Subsample_Bicubic_bgr0_rgba
.visible .entry Subsample_Bicubic_bgr0_rgba(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_rgba_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_rgba
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<200>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgr0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgr0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB298_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgr0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB298_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgr0_rgba_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r16;
	mov.b32 	%f90, %r15;
	mov.b32 	%f91, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f92, %r20;
	mov.b32 	%f93, %r19;
	mov.b32 	%f94, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f95, %r24;
	mov.b32 	%f96, %r23;
	mov.b32 	%f97, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f98, %r28;
	mov.b32 	%f99, %r27;
	mov.b32 	%f100, %r26;
	mul.f32 	%f101, %f91, %f60;
	mul.f32 	%f102, %f90, %f60;
	mul.f32 	%f103, %f89, %f60;
	fma.rn.f32 	%f104, %f94, %f66, %f101;
	fma.rn.f32 	%f105, %f93, %f66, %f102;
	fma.rn.f32 	%f106, %f92, %f66, %f103;
	fma.rn.f32 	%f107, %f97, %f71, %f104;
	fma.rn.f32 	%f108, %f96, %f71, %f105;
	fma.rn.f32 	%f109, %f95, %f71, %f106;
	fma.rn.f32 	%f110, %f100, %f74, %f107;
	fma.rn.f32 	%f111, %f99, %f74, %f108;
	fma.rn.f32 	%f112, %f98, %f74, %f109;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f113, %r32;
	mov.b32 	%f114, %r31;
	mov.b32 	%f115, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f116, %r36;
	mov.b32 	%f117, %r35;
	mov.b32 	%f118, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f119, %r40;
	mov.b32 	%f120, %r39;
	mov.b32 	%f121, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f122, %r44;
	mov.b32 	%f123, %r43;
	mov.b32 	%f124, %r42;
	mul.f32 	%f125, %f115, %f60;
	mul.f32 	%f126, %f114, %f60;
	mul.f32 	%f127, %f113, %f60;
	fma.rn.f32 	%f128, %f118, %f66, %f125;
	fma.rn.f32 	%f129, %f117, %f66, %f126;
	fma.rn.f32 	%f130, %f116, %f66, %f127;
	fma.rn.f32 	%f131, %f121, %f71, %f128;
	fma.rn.f32 	%f132, %f120, %f71, %f129;
	fma.rn.f32 	%f133, %f119, %f71, %f130;
	fma.rn.f32 	%f134, %f124, %f74, %f131;
	fma.rn.f32 	%f135, %f123, %f74, %f132;
	fma.rn.f32 	%f136, %f122, %f74, %f133;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r48;
	mov.b32 	%f138, %r47;
	mov.b32 	%f139, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f140, %r52;
	mov.b32 	%f141, %r51;
	mov.b32 	%f142, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f143, %r56;
	mov.b32 	%f144, %r55;
	mov.b32 	%f145, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f146, %r60;
	mov.b32 	%f147, %r59;
	mov.b32 	%f148, %r58;
	mul.f32 	%f149, %f139, %f60;
	mul.f32 	%f150, %f138, %f60;
	mul.f32 	%f151, %f137, %f60;
	fma.rn.f32 	%f152, %f66, %f142, %f149;
	fma.rn.f32 	%f153, %f66, %f141, %f150;
	fma.rn.f32 	%f154, %f66, %f140, %f151;
	fma.rn.f32 	%f155, %f71, %f145, %f152;
	fma.rn.f32 	%f156, %f71, %f144, %f153;
	fma.rn.f32 	%f157, %f71, %f143, %f154;
	fma.rn.f32 	%f158, %f148, %f74, %f155;
	fma.rn.f32 	%f159, %f147, %f74, %f156;
	fma.rn.f32 	%f160, %f146, %f74, %f157;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f161, %r64;
	mov.b32 	%f162, %r63;
	mov.b32 	%f163, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f164, %r68;
	mov.b32 	%f165, %r67;
	mov.b32 	%f166, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f167, %r72;
	mov.b32 	%f168, %r71;
	mov.b32 	%f169, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f170, %r76;
	mov.b32 	%f171, %r75;
	mov.b32 	%f172, %r74;
	mul.f32 	%f173, %f66, %f166;
	mul.f32 	%f174, %f66, %f165;
	mul.f32 	%f175, %f66, %f164;
	fma.rn.f32 	%f176, %f60, %f163, %f173;
	fma.rn.f32 	%f177, %f60, %f162, %f174;
	fma.rn.f32 	%f178, %f60, %f161, %f175;
	fma.rn.f32 	%f179, %f71, %f169, %f176;
	fma.rn.f32 	%f180, %f71, %f168, %f177;
	fma.rn.f32 	%f181, %f71, %f167, %f178;
	fma.rn.f32 	%f182, %f74, %f172, %f179;
	fma.rn.f32 	%f183, %f74, %f171, %f180;
	fma.rn.f32 	%f184, %f74, %f170, %f181;
	mul.f32 	%f185, %f81, %f134;
	mul.f32 	%f186, %f81, %f135;
	mul.f32 	%f187, %f81, %f136;
	fma.rn.f32 	%f188, %f78, %f110, %f185;
	fma.rn.f32 	%f189, %f78, %f111, %f186;
	fma.rn.f32 	%f190, %f78, %f112, %f187;
	fma.rn.f32 	%f191, %f85, %f158, %f188;
	fma.rn.f32 	%f192, %f85, %f159, %f189;
	fma.rn.f32 	%f193, %f85, %f160, %f190;
	fma.rn.f32 	%f194, %f88, %f182, %f191;
	fma.rn.f32 	%f195, %f88, %f183, %f192;
	fma.rn.f32 	%f196, %f88, %f184, %f193;
	mul.f32 	%f197, %f194, 0f437F0000;
	mul.f32 	%f198, %f195, 0f437F0000;
	mul.f32 	%f199, %f196, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f197;
	cvt.rzi.s16.f32 	%rs2, %f198;
	cvt.rzi.s16.f32 	%rs3, %f199;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs2;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, 65535, 0x3340U;
	prmt.b32 	%r89, %r86, %r88, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB298_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_rgba_uv // -- Begin function Subsample_Bicubic_bgr0_rgba_uv
.visible .entry Subsample_Bicubic_bgr0_rgba_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_rgba_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_rgba // -- Begin function Subsample_Bicubic_rgba_rgba
.visible .entry Subsample_Bicubic_rgba_rgba(
	.param .align 8 .b8 Subsample_Bicubic_rgba_rgba_param_0[104]
)                                       // @Subsample_Bicubic_rgba_rgba
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgba_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgba_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB300_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgba_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB300_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgba_rgba_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB300_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_rgba_uv // -- Begin function Subsample_Bicubic_rgba_rgba_uv
.visible .entry Subsample_Bicubic_rgba_rgba_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgba_rgba_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgba_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_rgba // -- Begin function Subsample_Bicubic_bgra_rgba
.visible .entry Subsample_Bicubic_bgra_rgba(
	.param .align 8 .b8 Subsample_Bicubic_bgra_rgba_param_0[104]
)                                       // @Subsample_Bicubic_bgra_rgba
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgra_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgra_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB302_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgra_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB302_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgra_rgba_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB302_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_rgba_uv // -- Begin function Subsample_Bicubic_bgra_rgba_uv
.visible .entry Subsample_Bicubic_bgra_rgba_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgra_rgba_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgra_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_bgra // -- Begin function Subsample_Bicubic_rgb0_bgra
.visible .entry Subsample_Bicubic_rgb0_bgra(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_bgra_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_bgra
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<200>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgb0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgb0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB304_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgb0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB304_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgb0_bgra_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r16;
	mov.b32 	%f90, %r15;
	mov.b32 	%f91, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f92, %r20;
	mov.b32 	%f93, %r19;
	mov.b32 	%f94, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f95, %r24;
	mov.b32 	%f96, %r23;
	mov.b32 	%f97, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f98, %r28;
	mov.b32 	%f99, %r27;
	mov.b32 	%f100, %r26;
	mul.f32 	%f101, %f91, %f60;
	mul.f32 	%f102, %f90, %f60;
	mul.f32 	%f103, %f89, %f60;
	fma.rn.f32 	%f104, %f94, %f66, %f101;
	fma.rn.f32 	%f105, %f93, %f66, %f102;
	fma.rn.f32 	%f106, %f92, %f66, %f103;
	fma.rn.f32 	%f107, %f97, %f71, %f104;
	fma.rn.f32 	%f108, %f96, %f71, %f105;
	fma.rn.f32 	%f109, %f95, %f71, %f106;
	fma.rn.f32 	%f110, %f100, %f74, %f107;
	fma.rn.f32 	%f111, %f99, %f74, %f108;
	fma.rn.f32 	%f112, %f98, %f74, %f109;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f113, %r32;
	mov.b32 	%f114, %r31;
	mov.b32 	%f115, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f116, %r36;
	mov.b32 	%f117, %r35;
	mov.b32 	%f118, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f119, %r40;
	mov.b32 	%f120, %r39;
	mov.b32 	%f121, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f122, %r44;
	mov.b32 	%f123, %r43;
	mov.b32 	%f124, %r42;
	mul.f32 	%f125, %f115, %f60;
	mul.f32 	%f126, %f114, %f60;
	mul.f32 	%f127, %f113, %f60;
	fma.rn.f32 	%f128, %f118, %f66, %f125;
	fma.rn.f32 	%f129, %f117, %f66, %f126;
	fma.rn.f32 	%f130, %f116, %f66, %f127;
	fma.rn.f32 	%f131, %f121, %f71, %f128;
	fma.rn.f32 	%f132, %f120, %f71, %f129;
	fma.rn.f32 	%f133, %f119, %f71, %f130;
	fma.rn.f32 	%f134, %f124, %f74, %f131;
	fma.rn.f32 	%f135, %f123, %f74, %f132;
	fma.rn.f32 	%f136, %f122, %f74, %f133;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r48;
	mov.b32 	%f138, %r47;
	mov.b32 	%f139, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f140, %r52;
	mov.b32 	%f141, %r51;
	mov.b32 	%f142, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f143, %r56;
	mov.b32 	%f144, %r55;
	mov.b32 	%f145, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f146, %r60;
	mov.b32 	%f147, %r59;
	mov.b32 	%f148, %r58;
	mul.f32 	%f149, %f139, %f60;
	mul.f32 	%f150, %f138, %f60;
	mul.f32 	%f151, %f137, %f60;
	fma.rn.f32 	%f152, %f66, %f142, %f149;
	fma.rn.f32 	%f153, %f66, %f141, %f150;
	fma.rn.f32 	%f154, %f66, %f140, %f151;
	fma.rn.f32 	%f155, %f71, %f145, %f152;
	fma.rn.f32 	%f156, %f71, %f144, %f153;
	fma.rn.f32 	%f157, %f71, %f143, %f154;
	fma.rn.f32 	%f158, %f148, %f74, %f155;
	fma.rn.f32 	%f159, %f147, %f74, %f156;
	fma.rn.f32 	%f160, %f146, %f74, %f157;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f161, %r64;
	mov.b32 	%f162, %r63;
	mov.b32 	%f163, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f164, %r68;
	mov.b32 	%f165, %r67;
	mov.b32 	%f166, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f167, %r72;
	mov.b32 	%f168, %r71;
	mov.b32 	%f169, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f170, %r76;
	mov.b32 	%f171, %r75;
	mov.b32 	%f172, %r74;
	mul.f32 	%f173, %f66, %f166;
	mul.f32 	%f174, %f66, %f165;
	mul.f32 	%f175, %f66, %f164;
	fma.rn.f32 	%f176, %f60, %f163, %f173;
	fma.rn.f32 	%f177, %f60, %f162, %f174;
	fma.rn.f32 	%f178, %f60, %f161, %f175;
	fma.rn.f32 	%f179, %f71, %f169, %f176;
	fma.rn.f32 	%f180, %f71, %f168, %f177;
	fma.rn.f32 	%f181, %f71, %f167, %f178;
	fma.rn.f32 	%f182, %f74, %f172, %f179;
	fma.rn.f32 	%f183, %f74, %f171, %f180;
	fma.rn.f32 	%f184, %f74, %f170, %f181;
	mul.f32 	%f185, %f81, %f134;
	mul.f32 	%f186, %f81, %f135;
	mul.f32 	%f187, %f81, %f136;
	fma.rn.f32 	%f188, %f78, %f110, %f185;
	fma.rn.f32 	%f189, %f78, %f111, %f186;
	fma.rn.f32 	%f190, %f78, %f112, %f187;
	fma.rn.f32 	%f191, %f85, %f158, %f188;
	fma.rn.f32 	%f192, %f85, %f159, %f189;
	fma.rn.f32 	%f193, %f85, %f160, %f190;
	fma.rn.f32 	%f194, %f88, %f182, %f191;
	fma.rn.f32 	%f195, %f88, %f183, %f192;
	fma.rn.f32 	%f196, %f88, %f184, %f193;
	mul.f32 	%f197, %f194, 0f437F0000;
	mul.f32 	%f198, %f195, 0f437F0000;
	mul.f32 	%f199, %f196, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f197;
	cvt.rzi.s16.f32 	%rs2, %f198;
	cvt.rzi.s16.f32 	%rs3, %f199;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs2;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, 65535, 0x3340U;
	prmt.b32 	%r89, %r86, %r88, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB304_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgb0_bgra_uv // -- Begin function Subsample_Bicubic_rgb0_bgra_uv
.visible .entry Subsample_Bicubic_rgb0_bgra_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgb0_bgra_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgb0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_bgra // -- Begin function Subsample_Bicubic_bgr0_bgra
.visible .entry Subsample_Bicubic_bgr0_bgra(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_bgra_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_bgra
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<200>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgr0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgr0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB306_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgr0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB306_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgr0_bgra_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r16;
	mov.b32 	%f90, %r15;
	mov.b32 	%f91, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f92, %r20;
	mov.b32 	%f93, %r19;
	mov.b32 	%f94, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f95, %r24;
	mov.b32 	%f96, %r23;
	mov.b32 	%f97, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f98, %r28;
	mov.b32 	%f99, %r27;
	mov.b32 	%f100, %r26;
	mul.f32 	%f101, %f91, %f60;
	mul.f32 	%f102, %f90, %f60;
	mul.f32 	%f103, %f89, %f60;
	fma.rn.f32 	%f104, %f94, %f66, %f101;
	fma.rn.f32 	%f105, %f93, %f66, %f102;
	fma.rn.f32 	%f106, %f92, %f66, %f103;
	fma.rn.f32 	%f107, %f97, %f71, %f104;
	fma.rn.f32 	%f108, %f96, %f71, %f105;
	fma.rn.f32 	%f109, %f95, %f71, %f106;
	fma.rn.f32 	%f110, %f100, %f74, %f107;
	fma.rn.f32 	%f111, %f99, %f74, %f108;
	fma.rn.f32 	%f112, %f98, %f74, %f109;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f113, %r32;
	mov.b32 	%f114, %r31;
	mov.b32 	%f115, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f116, %r36;
	mov.b32 	%f117, %r35;
	mov.b32 	%f118, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f119, %r40;
	mov.b32 	%f120, %r39;
	mov.b32 	%f121, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f122, %r44;
	mov.b32 	%f123, %r43;
	mov.b32 	%f124, %r42;
	mul.f32 	%f125, %f115, %f60;
	mul.f32 	%f126, %f114, %f60;
	mul.f32 	%f127, %f113, %f60;
	fma.rn.f32 	%f128, %f118, %f66, %f125;
	fma.rn.f32 	%f129, %f117, %f66, %f126;
	fma.rn.f32 	%f130, %f116, %f66, %f127;
	fma.rn.f32 	%f131, %f121, %f71, %f128;
	fma.rn.f32 	%f132, %f120, %f71, %f129;
	fma.rn.f32 	%f133, %f119, %f71, %f130;
	fma.rn.f32 	%f134, %f124, %f74, %f131;
	fma.rn.f32 	%f135, %f123, %f74, %f132;
	fma.rn.f32 	%f136, %f122, %f74, %f133;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f137, %r48;
	mov.b32 	%f138, %r47;
	mov.b32 	%f139, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f140, %r52;
	mov.b32 	%f141, %r51;
	mov.b32 	%f142, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f143, %r56;
	mov.b32 	%f144, %r55;
	mov.b32 	%f145, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f146, %r60;
	mov.b32 	%f147, %r59;
	mov.b32 	%f148, %r58;
	mul.f32 	%f149, %f139, %f60;
	mul.f32 	%f150, %f138, %f60;
	mul.f32 	%f151, %f137, %f60;
	fma.rn.f32 	%f152, %f66, %f142, %f149;
	fma.rn.f32 	%f153, %f66, %f141, %f150;
	fma.rn.f32 	%f154, %f66, %f140, %f151;
	fma.rn.f32 	%f155, %f71, %f145, %f152;
	fma.rn.f32 	%f156, %f71, %f144, %f153;
	fma.rn.f32 	%f157, %f71, %f143, %f154;
	fma.rn.f32 	%f158, %f148, %f74, %f155;
	fma.rn.f32 	%f159, %f147, %f74, %f156;
	fma.rn.f32 	%f160, %f146, %f74, %f157;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f161, %r64;
	mov.b32 	%f162, %r63;
	mov.b32 	%f163, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f164, %r68;
	mov.b32 	%f165, %r67;
	mov.b32 	%f166, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f167, %r72;
	mov.b32 	%f168, %r71;
	mov.b32 	%f169, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f170, %r76;
	mov.b32 	%f171, %r75;
	mov.b32 	%f172, %r74;
	mul.f32 	%f173, %f66, %f166;
	mul.f32 	%f174, %f66, %f165;
	mul.f32 	%f175, %f66, %f164;
	fma.rn.f32 	%f176, %f60, %f163, %f173;
	fma.rn.f32 	%f177, %f60, %f162, %f174;
	fma.rn.f32 	%f178, %f60, %f161, %f175;
	fma.rn.f32 	%f179, %f71, %f169, %f176;
	fma.rn.f32 	%f180, %f71, %f168, %f177;
	fma.rn.f32 	%f181, %f71, %f167, %f178;
	fma.rn.f32 	%f182, %f74, %f172, %f179;
	fma.rn.f32 	%f183, %f74, %f171, %f180;
	fma.rn.f32 	%f184, %f74, %f170, %f181;
	mul.f32 	%f185, %f81, %f134;
	mul.f32 	%f186, %f81, %f135;
	mul.f32 	%f187, %f81, %f136;
	fma.rn.f32 	%f188, %f78, %f110, %f185;
	fma.rn.f32 	%f189, %f78, %f111, %f186;
	fma.rn.f32 	%f190, %f78, %f112, %f187;
	fma.rn.f32 	%f191, %f85, %f158, %f188;
	fma.rn.f32 	%f192, %f85, %f159, %f189;
	fma.rn.f32 	%f193, %f85, %f160, %f190;
	fma.rn.f32 	%f194, %f88, %f182, %f191;
	fma.rn.f32 	%f195, %f88, %f183, %f192;
	fma.rn.f32 	%f196, %f88, %f184, %f193;
	mul.f32 	%f197, %f194, 0f437F0000;
	mul.f32 	%f198, %f195, 0f437F0000;
	mul.f32 	%f199, %f196, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f197;
	cvt.rzi.s16.f32 	%rs2, %f198;
	cvt.rzi.s16.f32 	%rs3, %f199;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs2;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, 65535, 0x3340U;
	prmt.b32 	%r89, %r86, %r88, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB306_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgr0_bgra_uv // -- Begin function Subsample_Bicubic_bgr0_bgra_uv
.visible .entry Subsample_Bicubic_bgr0_bgra_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgr0_bgra_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgr0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_bgra // -- Begin function Subsample_Bicubic_rgba_bgra
.visible .entry Subsample_Bicubic_rgba_bgra(
	.param .align 8 .b8 Subsample_Bicubic_rgba_bgra_param_0[104]
)                                       // @Subsample_Bicubic_rgba_bgra
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_rgba_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_rgba_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB308_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_rgba_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB308_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_rgba_bgra_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs1;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs3;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB308_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_rgba_bgra_uv // -- Begin function Subsample_Bicubic_rgba_bgra_uv
.visible .entry Subsample_Bicubic_rgba_bgra_uv(
	.param .align 8 .b8 Subsample_Bicubic_rgba_bgra_uv_param_0[104]
)                                       // @Subsample_Bicubic_rgba_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_bgra // -- Begin function Subsample_Bicubic_bgra_bgra
.visible .entry Subsample_Bicubic_bgra_bgra(
	.param .align 8 .b8 Subsample_Bicubic_bgra_bgra_param_0[104]
)                                       // @Subsample_Bicubic_bgra_bgra
{
	.reg .pred 	%p<4>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<91>;
	.reg .f32 	%f<237>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Bicubic_bgra_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r5, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r6, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r9, %r6, %r12;
	ld.param.u32 	%r3, [Subsample_Bicubic_bgra_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB310_3;
// %bb.1:
	mov.b64 	%rd4, Subsample_Bicubic_bgra_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r8, %r5, %r11;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB310_3;
// %bb.2:
	ld.param.u64 	%rd6, [Subsample_Bicubic_bgra_bgra_param_0];
	ld.param.v2.u32 	{%r78, %r79}, [%rd1+72];
	ld.param.v2.u32 	{%r80, %r81}, [%rd1+80];
	ld.param.v2.u32 	{%r82, %r83}, [%rd1+88];
	mov.b32 	%f33, %r83;
	cvt.rn.f32.s32 	%f34, %r81;
	cvt.rn.f32.s32 	%f35, %r4;
	div.rn.f32 	%f36, %f34, %f35;
	cvt.rn.f32.s32 	%f37, %r82;
	cvt.rn.f32.s32 	%f38, %r3;
	div.rn.f32 	%f39, %f37, %f38;
	cvt.rn.f32.s32 	%f40, %r1;
	add.f32 	%f41, %f40, 0f3F000000;
	fma.rn.f32 	%f42, %f41, %f36, 0fBF000000;
	cvt.rn.f32.s32 	%f43, %r79;
	add.f32 	%f44, %f42, %f43;
	cvt.rn.f32.s32 	%f45, %r2;
	add.f32 	%f46, %f45, 0f3F000000;
	fma.rn.f32 	%f47, %f46, %f39, 0fBF000000;
	cvt.rn.f32.s32 	%f48, %r80;
	add.f32 	%f49, %f47, %f48;
	cvt.rmi.f32.f32 	%f3, %f44;
	cvt.rmi.f32.f32 	%f10, %f49;
	sub.f32 	%f50, %f44, %f3;
	sub.f32 	%f51, %f49, %f10;
	setp.eq.f32 	%p3, %f33, 0f497423F0;
	neg.f32 	%f52, %f33;
	selp.f32 	%f53, 0f00000000, %f52, %p3;
	add.f32 	%f54, %f50, 0f3F800000;
	mul.f32 	%f55, %f53, 0fC0A00000;
	fma.rn.f32 	%f56, %f53, %f54, %f55;
	mul.f32 	%f57, %f53, 0f41000000;
	fma.rn.f32 	%f58, %f54, %f56, %f57;
	mul.f32 	%f59, %f53, 0fC0800000;
	fma.rn.f32 	%f60, %f54, %f58, %f59;
	add.f32 	%f61, %f53, 0f40000000;
	add.f32 	%f62, %f53, 0f40400000;
	neg.f32 	%f63, %f62;
	fma.rn.f32 	%f64, %f61, %f50, %f63;
	mul.f32 	%f65, %f50, %f64;
	fma.rn.f32 	%f66, %f50, %f65, 0f3F800000;
	mov.f32 	%f67, 0f3F800000;
	sub.f32 	%f68, %f67, %f50;
	fma.rn.f32 	%f69, %f61, %f68, %f63;
	mul.f32 	%f70, %f68, %f69;
	fma.rn.f32 	%f71, %f68, %f70, 0f3F800000;
	sub.f32 	%f72, %f67, %f60;
	sub.f32 	%f73, %f72, %f66;
	sub.f32 	%f74, %f73, %f71;
	add.f32 	%f75, %f51, 0f3F800000;
	fma.rn.f32 	%f76, %f53, %f75, %f55;
	fma.rn.f32 	%f77, %f75, %f76, %f57;
	fma.rn.f32 	%f78, %f75, %f77, %f59;
	fma.rn.f32 	%f79, %f61, %f51, %f63;
	mul.f32 	%f80, %f51, %f79;
	fma.rn.f32 	%f81, %f51, %f80, 0f3F800000;
	sub.f32 	%f82, %f67, %f51;
	fma.rn.f32 	%f83, %f61, %f82, %f63;
	mul.f32 	%f84, %f82, %f83;
	fma.rn.f32 	%f85, %f82, %f84, 0f3F800000;
	sub.f32 	%f86, %f67, %f78;
	sub.f32 	%f87, %f86, %f81;
	sub.f32 	%f88, %f87, %f85;
	add.f32 	%f1, %f3, 0fBF800000;
	add.f32 	%f2, %f10, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r14, %r15, %r16, %r17}, [%rd6, {%f1, %f2}];
	// end inline asm
	mov.b32 	%f89, %r17;
	mov.b32 	%f90, %r16;
	mov.b32 	%f91, %r15;
	mov.b32 	%f92, %r14;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r18, %r19, %r20, %r21}, [%rd6, {%f3, %f2}];
	// end inline asm
	mov.b32 	%f93, %r21;
	mov.b32 	%f94, %r20;
	mov.b32 	%f95, %r19;
	mov.b32 	%f96, %r18;
	add.f32 	%f5, %f3, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r22, %r23, %r24, %r25}, [%rd6, {%f5, %f2}];
	// end inline asm
	mov.b32 	%f97, %r25;
	mov.b32 	%f98, %r24;
	mov.b32 	%f99, %r23;
	mov.b32 	%f100, %r22;
	add.f32 	%f7, %f3, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r26, %r27, %r28, %r29}, [%rd6, {%f7, %f2}];
	// end inline asm
	mov.b32 	%f101, %r29;
	mov.b32 	%f102, %r28;
	mov.b32 	%f103, %r27;
	mov.b32 	%f104, %r26;
	mul.f32 	%f105, %f92, %f60;
	mul.f32 	%f106, %f91, %f60;
	mul.f32 	%f107, %f90, %f60;
	mul.f32 	%f108, %f89, %f60;
	fma.rn.f32 	%f109, %f96, %f66, %f105;
	fma.rn.f32 	%f110, %f95, %f66, %f106;
	fma.rn.f32 	%f111, %f94, %f66, %f107;
	fma.rn.f32 	%f112, %f93, %f66, %f108;
	fma.rn.f32 	%f113, %f100, %f71, %f109;
	fma.rn.f32 	%f114, %f99, %f71, %f110;
	fma.rn.f32 	%f115, %f98, %f71, %f111;
	fma.rn.f32 	%f116, %f97, %f71, %f112;
	fma.rn.f32 	%f117, %f104, %f74, %f113;
	fma.rn.f32 	%f118, %f103, %f74, %f114;
	fma.rn.f32 	%f119, %f102, %f74, %f115;
	fma.rn.f32 	%f120, %f101, %f74, %f116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r30, %r31, %r32, %r33}, [%rd6, {%f1, %f10}];
	// end inline asm
	mov.b32 	%f121, %r33;
	mov.b32 	%f122, %r32;
	mov.b32 	%f123, %r31;
	mov.b32 	%f124, %r30;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r34, %r35, %r36, %r37}, [%rd6, {%f3, %f10}];
	// end inline asm
	mov.b32 	%f125, %r37;
	mov.b32 	%f126, %r36;
	mov.b32 	%f127, %r35;
	mov.b32 	%f128, %r34;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r38, %r39, %r40, %r41}, [%rd6, {%f5, %f10}];
	// end inline asm
	mov.b32 	%f129, %r41;
	mov.b32 	%f130, %r40;
	mov.b32 	%f131, %r39;
	mov.b32 	%f132, %r38;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r42, %r43, %r44, %r45}, [%rd6, {%f7, %f10}];
	// end inline asm
	mov.b32 	%f133, %r45;
	mov.b32 	%f134, %r44;
	mov.b32 	%f135, %r43;
	mov.b32 	%f136, %r42;
	mul.f32 	%f137, %f124, %f60;
	mul.f32 	%f138, %f123, %f60;
	mul.f32 	%f139, %f122, %f60;
	mul.f32 	%f140, %f121, %f60;
	fma.rn.f32 	%f141, %f128, %f66, %f137;
	fma.rn.f32 	%f142, %f127, %f66, %f138;
	fma.rn.f32 	%f143, %f126, %f66, %f139;
	fma.rn.f32 	%f144, %f125, %f66, %f140;
	fma.rn.f32 	%f145, %f132, %f71, %f141;
	fma.rn.f32 	%f146, %f131, %f71, %f142;
	fma.rn.f32 	%f147, %f130, %f71, %f143;
	fma.rn.f32 	%f148, %f129, %f71, %f144;
	fma.rn.f32 	%f149, %f136, %f74, %f145;
	fma.rn.f32 	%f150, %f135, %f74, %f146;
	fma.rn.f32 	%f151, %f134, %f74, %f147;
	fma.rn.f32 	%f152, %f133, %f74, %f148;
	add.f32 	%f18, %f10, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r46, %r47, %r48, %r49}, [%rd6, {%f1, %f18}];
	// end inline asm
	mov.b32 	%f153, %r49;
	mov.b32 	%f154, %r48;
	mov.b32 	%f155, %r47;
	mov.b32 	%f156, %r46;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r50, %r51, %r52, %r53}, [%rd6, {%f3, %f18}];
	// end inline asm
	mov.b32 	%f157, %r53;
	mov.b32 	%f158, %r52;
	mov.b32 	%f159, %r51;
	mov.b32 	%f160, %r50;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r54, %r55, %r56, %r57}, [%rd6, {%f5, %f18}];
	// end inline asm
	mov.b32 	%f161, %r57;
	mov.b32 	%f162, %r56;
	mov.b32 	%f163, %r55;
	mov.b32 	%f164, %r54;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r58, %r59, %r60, %r61}, [%rd6, {%f7, %f18}];
	// end inline asm
	mov.b32 	%f165, %r61;
	mov.b32 	%f166, %r60;
	mov.b32 	%f167, %r59;
	mov.b32 	%f168, %r58;
	mul.f32 	%f169, %f156, %f60;
	mul.f32 	%f170, %f155, %f60;
	mul.f32 	%f171, %f154, %f60;
	mul.f32 	%f172, %f153, %f60;
	fma.rn.f32 	%f173, %f66, %f160, %f169;
	fma.rn.f32 	%f174, %f66, %f159, %f170;
	fma.rn.f32 	%f175, %f66, %f158, %f171;
	fma.rn.f32 	%f176, %f66, %f157, %f172;
	fma.rn.f32 	%f177, %f71, %f164, %f173;
	fma.rn.f32 	%f178, %f71, %f163, %f174;
	fma.rn.f32 	%f179, %f71, %f162, %f175;
	fma.rn.f32 	%f180, %f71, %f161, %f176;
	fma.rn.f32 	%f181, %f168, %f74, %f177;
	fma.rn.f32 	%f182, %f167, %f74, %f178;
	fma.rn.f32 	%f183, %f166, %f74, %f179;
	fma.rn.f32 	%f184, %f165, %f74, %f180;
	add.f32 	%f26, %f10, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r62, %r63, %r64, %r65}, [%rd6, {%f1, %f26}];
	// end inline asm
	mov.b32 	%f185, %r65;
	mov.b32 	%f186, %r64;
	mov.b32 	%f187, %r63;
	mov.b32 	%f188, %r62;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r66, %r67, %r68, %r69}, [%rd6, {%f3, %f26}];
	// end inline asm
	mov.b32 	%f189, %r69;
	mov.b32 	%f190, %r68;
	mov.b32 	%f191, %r67;
	mov.b32 	%f192, %r66;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r70, %r71, %r72, %r73}, [%rd6, {%f5, %f26}];
	// end inline asm
	mov.b32 	%f193, %r73;
	mov.b32 	%f194, %r72;
	mov.b32 	%f195, %r71;
	mov.b32 	%f196, %r70;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r74, %r75, %r76, %r77}, [%rd6, {%f7, %f26}];
	// end inline asm
	mov.b32 	%f197, %r77;
	mov.b32 	%f198, %r76;
	mov.b32 	%f199, %r75;
	mov.b32 	%f200, %r74;
	mul.f32 	%f201, %f66, %f192;
	mul.f32 	%f202, %f66, %f191;
	mul.f32 	%f203, %f66, %f190;
	mul.f32 	%f204, %f66, %f189;
	fma.rn.f32 	%f205, %f60, %f188, %f201;
	fma.rn.f32 	%f206, %f60, %f187, %f202;
	fma.rn.f32 	%f207, %f60, %f186, %f203;
	fma.rn.f32 	%f208, %f60, %f185, %f204;
	fma.rn.f32 	%f209, %f71, %f196, %f205;
	fma.rn.f32 	%f210, %f71, %f195, %f206;
	fma.rn.f32 	%f211, %f71, %f194, %f207;
	fma.rn.f32 	%f212, %f71, %f193, %f208;
	fma.rn.f32 	%f213, %f74, %f200, %f209;
	fma.rn.f32 	%f214, %f74, %f199, %f210;
	fma.rn.f32 	%f215, %f74, %f198, %f211;
	fma.rn.f32 	%f216, %f74, %f197, %f212;
	mul.f32 	%f217, %f81, %f149;
	mul.f32 	%f218, %f81, %f150;
	mul.f32 	%f219, %f81, %f151;
	mul.f32 	%f220, %f81, %f152;
	fma.rn.f32 	%f221, %f78, %f117, %f217;
	fma.rn.f32 	%f222, %f78, %f118, %f218;
	fma.rn.f32 	%f223, %f78, %f119, %f219;
	fma.rn.f32 	%f224, %f78, %f120, %f220;
	fma.rn.f32 	%f225, %f85, %f181, %f221;
	fma.rn.f32 	%f226, %f85, %f182, %f222;
	fma.rn.f32 	%f227, %f85, %f183, %f223;
	fma.rn.f32 	%f228, %f85, %f184, %f224;
	fma.rn.f32 	%f229, %f88, %f213, %f225;
	fma.rn.f32 	%f230, %f88, %f214, %f226;
	fma.rn.f32 	%f231, %f88, %f215, %f227;
	fma.rn.f32 	%f232, %f88, %f216, %f228;
	mul.f32 	%f233, %f229, 0f437F0000;
	mul.f32 	%f234, %f230, 0f437F0000;
	mul.f32 	%f235, %f231, 0f437F0000;
	mul.f32 	%f236, %f232, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f233;
	cvt.rzi.s16.f32 	%rs2, %f234;
	cvt.rzi.s16.f32 	%rs3, %f235;
	cvt.rzi.s16.f32 	%rs4, %f236;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r78;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r84, %rs4;
	cvt.u32.u16 	%r85, %rs3;
	prmt.b32 	%r86, %r85, %r84, 0x3340U;
	cvt.u32.u16 	%r87, %rs2;
	cvt.u32.u16 	%r88, %rs1;
	prmt.b32 	%r89, %r88, %r87, 0x3340U;
	prmt.b32 	%r90, %r89, %r86, 0x5410U;
	st.global.u32 	[%rd29], %r90;
$L__BB310_3:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Bicubic_bgra_bgra_uv // -- Begin function Subsample_Bicubic_bgra_bgra_uv
.visible .entry Subsample_Bicubic_bgra_bgra_uv(
	.param .align 8 .b8 Subsample_Bicubic_bgra_bgra_uv_param_0[104]
)                                       // @Subsample_Bicubic_bgra_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar8 // -- Begin function Subsample_Lanczos_planar8_planar8
.visible .entry Subsample_Lanczos_planar8_planar8(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar8_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB312_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB312_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB312_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB312_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB312_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB312_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB312_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB312_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB312_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB312_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB312_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB312_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB312_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB312_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB312_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB312_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB312_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB312_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB312_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar8_uv // -- Begin function Subsample_Lanczos_planar8_planar8_uv
.visible .entry Subsample_Lanczos_planar8_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB313_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB313_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB313_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB313_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB313_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB313_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB313_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB313_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB313_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB313_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB313_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB313_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB313_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB313_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB313_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB313_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar8_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB313_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB313_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f212;
	mul.wide.s32 	%rd26, %r5, %r2;
	cvt.s64.s32 	%rd27, %r1;
	add.s64 	%rd6, %rd26, %rd27;
	add.s64 	%rd28, %rd4, %rd6;
	st.global.u8 	[%rd28], %rs1;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB313_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB313_20:
	@%p4 bra 	$L__BB313_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB313_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB313_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB313_24:
	@%p6 bra 	$L__BB313_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB313_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB313_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB313_28:
	@%p8 bra 	$L__BB313_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB313_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB313_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB313_32:
	ld.param.u64 	%rd29, [Subsample_Lanczos_planar8_planar8_uv_param_0+16];
	@%p10 bra 	$L__BB313_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB313_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd29, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd29, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd29, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd29, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd29, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd29, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd29, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd29, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd29, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd29, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd29, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd29, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd29, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd29, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd29, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd29, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f437F0000;
	cvt.rzi.s16.f32 	%rs2, %f326;
	add.s64 	%rd45, %rd5, %rd6;
	st.global.u8 	[%rd45], %rs2;
$L__BB313_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar8 // -- Begin function Subsample_Lanczos_planar10_planar8
.visible .entry Subsample_Lanczos_planar10_planar8(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar8_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB314_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB314_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB314_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB314_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB314_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB314_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB314_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB314_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB314_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB314_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB314_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB314_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB314_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB314_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB314_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB314_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB314_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB314_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB314_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar8_uv // -- Begin function Subsample_Lanczos_planar10_planar8_uv
.visible .entry Subsample_Lanczos_planar10_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB315_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB315_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB315_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB315_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB315_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB315_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB315_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB315_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB315_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB315_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB315_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB315_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB315_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB315_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB315_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB315_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar10_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB315_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB315_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd26, %r5, %r2;
	cvt.s64.s32 	%rd27, %r1;
	add.s64 	%rd6, %rd26, %rd27;
	add.s64 	%rd28, %rd4, %rd6;
	st.global.u8 	[%rd28], %rs2;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB315_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB315_20:
	@%p4 bra 	$L__BB315_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB315_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB315_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB315_24:
	@%p6 bra 	$L__BB315_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB315_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB315_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB315_28:
	@%p8 bra 	$L__BB315_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB315_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB315_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB315_32:
	ld.param.u64 	%rd29, [Subsample_Lanczos_planar10_planar8_uv_param_0+16];
	@%p10 bra 	$L__BB315_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB315_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd29, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd29, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd29, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd29, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd29, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd29, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd29, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd29, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd29, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd29, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd29, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd29, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd29, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd29, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd29, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd29, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f326;
	shr.u16 	%rs4, %rs3, 2;
	add.s64 	%rd45, %rd5, %rd6;
	st.global.u8 	[%rd45], %rs4;
$L__BB315_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar8 // -- Begin function Subsample_Lanczos_planar16_planar8
.visible .entry Subsample_Lanczos_planar16_planar8(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar8_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB316_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB316_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB316_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB316_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB316_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB316_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB316_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB316_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB316_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB316_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB316_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB316_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB316_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB316_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB316_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB316_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB316_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB316_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB316_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar8_uv // -- Begin function Subsample_Lanczos_planar16_planar8_uv
.visible .entry Subsample_Lanczos_planar16_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<46>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB317_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB317_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB317_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB317_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB317_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB317_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB317_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB317_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB317_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB317_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB317_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB317_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB317_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB317_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB317_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB317_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar16_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB317_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB317_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd26, %r5, %r2;
	cvt.s64.s32 	%rd27, %r1;
	add.s64 	%rd6, %rd26, %rd27;
	add.s64 	%rd28, %rd4, %rd6;
	st.global.u8 	[%rd28], %rs2;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB317_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB317_20:
	@%p4 bra 	$L__BB317_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB317_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB317_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB317_24:
	@%p6 bra 	$L__BB317_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB317_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB317_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB317_28:
	@%p8 bra 	$L__BB317_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB317_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB317_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB317_32:
	ld.param.u64 	%rd29, [Subsample_Lanczos_planar16_planar8_uv_param_0+16];
	@%p10 bra 	$L__BB317_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB317_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd29, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd29, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd29, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd29, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd29, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd29, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd29, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd29, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd29, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd29, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd29, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd29, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd29, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd29, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd29, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd29, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f326;
	shr.u16 	%rs4, %rs3, 8;
	add.s64 	%rd45, %rd5, %rd6;
	st.global.u8 	[%rd45], %rs4;
$L__BB317_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar8 // -- Begin function Subsample_Lanczos_semiplanar8_planar8
.visible .entry Subsample_Lanczos_semiplanar8_planar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB318_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB318_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB318_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB318_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB318_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB318_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB318_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB318_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB318_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB318_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB318_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB318_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB318_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB318_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB318_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB318_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB318_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB318_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB318_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar8_uv // -- Begin function Subsample_Lanczos_semiplanar8_planar8_uv
.visible .entry Subsample_Lanczos_semiplanar8_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar8_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB319_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar8_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB319_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB319_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB319_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB319_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB319_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB319_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB319_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB319_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB319_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB319_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB319_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB319_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB319_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB319_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB319_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar8_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB319_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB319_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	mul.wide.s32 	%rd24, %r5, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs1;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs2;
$L__BB319_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar8 // -- Begin function Subsample_Lanczos_semiplanar10_planar8
.visible .entry Subsample_Lanczos_semiplanar10_planar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB320_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB320_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB320_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB320_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB320_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB320_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB320_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB320_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB320_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB320_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB320_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB320_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB320_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB320_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB320_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB320_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB320_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB320_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB320_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar8_uv // -- Begin function Subsample_Lanczos_semiplanar10_planar8_uv
.visible .entry Subsample_Lanczos_semiplanar10_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar10_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB321_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar10_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB321_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB321_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB321_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB321_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB321_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB321_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB321_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB321_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB321_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB321_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB321_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB321_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB321_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB321_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB321_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar10_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB321_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB321_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 8;
	mul.wide.s32 	%rd24, %r5, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs3;
	shr.u16 	%rs4, %rs2, 8;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs4;
$L__BB321_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar8 // -- Begin function Subsample_Lanczos_semiplanar16_planar8
.visible .entry Subsample_Lanczos_semiplanar16_planar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_planar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB322_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_planar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB322_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB322_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB322_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB322_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB322_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB322_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB322_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB322_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB322_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB322_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB322_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB322_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB322_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB322_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB322_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB322_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB322_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB322_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar8_uv // -- Begin function Subsample_Lanczos_semiplanar16_planar8_uv
.visible .entry Subsample_Lanczos_semiplanar16_planar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<29>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar16_planar8_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB323_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar16_planar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB323_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB323_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB323_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB323_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB323_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB323_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB323_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB323_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB323_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB323_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB323_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB323_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB323_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB323_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB323_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar16_planar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB323_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB323_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 8;
	mul.wide.s32 	%rd24, %r5, %r2;
	cvt.s64.s32 	%rd25, %r1;
	add.s64 	%rd26, %rd24, %rd25;
	add.s64 	%rd27, %rd3, %rd26;
	st.global.u8 	[%rd27], %rs3;
	shr.u16 	%rs4, %rs2, 8;
	add.s64 	%rd28, %rd4, %rd26;
	st.global.u8 	[%rd28], %rs4;
$L__BB323_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar10 // -- Begin function Subsample_Lanczos_planar8_planar10
.visible .entry Subsample_Lanczos_planar8_planar10(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar10_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar10
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB324_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB324_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB324_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB324_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB324_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB324_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB324_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB324_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB324_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB324_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB324_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB324_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB324_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB324_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB324_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB324_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_planar10_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB324_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB324_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p11, %r6, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB324_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar10_uv // -- Begin function Subsample_Lanczos_planar8_planar10_uv
.visible .entry Subsample_Lanczos_planar8_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar10_uv
{
	.reg .pred 	%p<21>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB325_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB325_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r18;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r19;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r16;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r17;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB325_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB325_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB325_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB325_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB325_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB325_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB325_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB325_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB325_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB325_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB325_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB325_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB325_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB325_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar8_planar10_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB325_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB325_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r24;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r28;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r32;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r48;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r64;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r80;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f212;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p12, %r6, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p12;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs5;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB325_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB325_20:
	@%p4 bra 	$L__BB325_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB325_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB325_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB325_24:
	@%p6 bra 	$L__BB325_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB325_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB325_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB325_28:
	@%p8 bra 	$L__BB325_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB325_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB325_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB325_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar8_planar10_uv_param_0+16];
	@%p10 bra 	$L__BB325_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB325_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r96;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r112;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r128;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r144;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f437F0000;
	cvt.rzi.s16.f32 	%rs6, %f326;
	shl.b16 	%rs7, %rs6, 2;
	shr.u16 	%rs8, %rs6, 6;
	selp.b16 	%rs9, %rs8, 0, %p12;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs10;
$L__BB325_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar10 // -- Begin function Subsample_Lanczos_planar10_planar10
.visible .entry Subsample_Lanczos_planar10_planar10(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar10_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB326_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB326_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB326_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB326_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB326_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB326_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB326_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB326_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB326_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB326_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB326_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB326_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB326_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB326_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB326_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB326_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_planar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB326_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB326_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB326_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar10_uv // -- Begin function Subsample_Lanczos_planar10_planar10_uv
.visible .entry Subsample_Lanczos_planar10_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar10_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB327_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB327_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB327_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB327_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB327_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB327_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB327_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB327_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB327_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB327_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB327_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB327_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB327_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB327_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB327_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB327_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar10_planar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB327_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB327_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs1;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB327_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB327_20:
	@%p4 bra 	$L__BB327_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB327_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB327_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB327_24:
	@%p6 bra 	$L__BB327_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB327_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB327_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB327_28:
	@%p8 bra 	$L__BB327_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB327_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB327_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB327_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar10_planar10_uv_param_0+16];
	@%p10 bra 	$L__BB327_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB327_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f326;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs2;
$L__BB327_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar10 // -- Begin function Subsample_Lanczos_planar16_planar10
.visible .entry Subsample_Lanczos_planar16_planar10(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar10_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB328_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB328_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB328_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB328_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB328_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB328_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB328_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB328_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB328_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB328_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB328_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB328_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB328_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB328_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB328_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB328_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_planar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB328_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB328_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB328_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar10_uv // -- Begin function Subsample_Lanczos_planar16_planar10_uv
.visible .entry Subsample_Lanczos_planar16_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar10_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB329_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB329_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB329_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB329_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB329_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB329_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB329_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB329_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB329_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB329_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB329_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB329_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB329_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB329_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB329_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB329_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar16_planar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB329_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB329_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs2;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB329_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB329_20:
	@%p4 bra 	$L__BB329_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB329_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB329_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB329_24:
	@%p6 bra 	$L__BB329_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB329_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB329_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB329_28:
	@%p8 bra 	$L__BB329_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB329_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB329_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB329_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar16_planar10_uv_param_0+16];
	@%p10 bra 	$L__BB329_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB329_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f326;
	shr.u16 	%rs4, %rs3, 6;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs4;
$L__BB329_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar10 // -- Begin function Subsample_Lanczos_semiplanar8_planar10
.visible .entry Subsample_Lanczos_semiplanar8_planar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar10
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB330_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB330_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB330_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB330_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB330_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB330_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB330_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB330_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB330_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB330_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB330_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB330_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB330_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB330_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB330_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB330_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar10_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB330_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB330_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 2;
	setp.eq.s32 	%p11, %r6, 0;
	shr.u16 	%rs3, %rs1, 6;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB330_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar10_uv // -- Begin function Subsample_Lanczos_semiplanar8_planar10_uv
.visible .entry Subsample_Lanczos_semiplanar8_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar10_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar8_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB331_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar8_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB331_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB331_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB331_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB331_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB331_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB331_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB331_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB331_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB331_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB331_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB331_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB331_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB331_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB331_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB331_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar8_planar10_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB331_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB331_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	shl.b16 	%rs3, %rs1, 2;
	setp.eq.s32 	%p11, %r6, 0;
	shr.u16 	%rs4, %rs1, 6;
	selp.b16 	%rs5, %rs4, 0, %p11;
	or.b16  	%rs6, %rs5, %rs3;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs6;
	shl.b16 	%rs7, %rs2, 2;
	shr.u16 	%rs8, %rs2, 6;
	selp.b16 	%rs9, %rs8, 0, %p11;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs10;
$L__BB331_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar10 // -- Begin function Subsample_Lanczos_semiplanar10_planar10
.visible .entry Subsample_Lanczos_semiplanar10_planar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB332_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB332_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB332_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB332_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB332_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB332_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB332_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB332_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB332_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB332_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB332_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB332_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB332_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB332_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB332_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB332_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB332_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB332_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB332_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar10_uv // -- Begin function Subsample_Lanczos_semiplanar10_planar10_uv
.visible .entry Subsample_Lanczos_semiplanar10_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar10_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar10_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB333_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar10_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB333_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB333_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB333_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB333_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB333_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB333_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB333_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB333_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB333_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB333_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB333_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB333_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB333_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB333_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB333_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar10_planar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB333_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB333_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs4;
$L__BB333_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar10 // -- Begin function Subsample_Lanczos_semiplanar16_planar10
.visible .entry Subsample_Lanczos_semiplanar16_planar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_planar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB334_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_planar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB334_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB334_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB334_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB334_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB334_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB334_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB334_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB334_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB334_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB334_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB334_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB334_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB334_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB334_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB334_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB334_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB334_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB334_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar10_uv // -- Begin function Subsample_Lanczos_semiplanar16_planar10_uv
.visible .entry Subsample_Lanczos_semiplanar16_planar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar10_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar16_planar10_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB335_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar16_planar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB335_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB335_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB335_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB335_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB335_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB335_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB335_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB335_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB335_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB335_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB335_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB335_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB335_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB335_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB335_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar16_planar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB335_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB335_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 6;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs3;
	shr.u16 	%rs4, %rs2, 6;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs4;
$L__BB335_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar16 // -- Begin function Subsample_Lanczos_planar8_planar16
.visible .entry Subsample_Lanczos_planar8_planar16(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar16_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB336_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB336_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB336_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB336_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB336_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB336_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB336_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB336_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB336_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB336_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB336_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB336_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB336_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB336_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB336_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB336_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_planar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB336_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB336_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs1, 0, %p11;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB336_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_planar16_uv // -- Begin function Subsample_Lanczos_planar8_planar16_uv
.visible .entry Subsample_Lanczos_planar8_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_planar16_uv
{
	.reg .pred 	%p<21>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB337_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB337_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r18;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r19;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r16;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r17;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB337_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB337_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB337_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB337_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB337_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB337_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB337_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB337_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB337_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB337_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB337_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB337_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB337_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB337_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar8_planar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB337_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB337_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r24;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r28;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r32;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r48;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r64;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r80;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f212;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p12, %r6, 0;
	selp.b16 	%rs3, %rs1, 0, %p12;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs4;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB337_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB337_20:
	@%p4 bra 	$L__BB337_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB337_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB337_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB337_24:
	@%p6 bra 	$L__BB337_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB337_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB337_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB337_28:
	@%p8 bra 	$L__BB337_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB337_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB337_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB337_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar8_planar16_uv_param_0+16];
	@%p10 bra 	$L__BB337_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB337_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r96;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r112;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r128;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r144;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f437F0000;
	cvt.rzi.s16.f32 	%rs5, %f326;
	shl.b16 	%rs6, %rs5, 8;
	selp.b16 	%rs7, %rs5, 0, %p12;
	or.b16  	%rs8, %rs6, %rs7;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs8;
$L__BB337_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar16 // -- Begin function Subsample_Lanczos_planar10_planar16
.visible .entry Subsample_Lanczos_planar10_planar16(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar16_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB338_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB338_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB338_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB338_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB338_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB338_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB338_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB338_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB338_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB338_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB338_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB338_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB338_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB338_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB338_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB338_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_planar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB338_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB338_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p11, %r6, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB338_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_planar16_uv // -- Begin function Subsample_Lanczos_planar10_planar16_uv
.visible .entry Subsample_Lanczos_planar10_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_planar16_uv
{
	.reg .pred 	%p<21>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB339_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB339_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r18;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r19;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r16;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r17;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB339_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB339_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB339_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB339_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB339_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB339_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB339_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB339_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB339_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB339_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB339_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB339_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB339_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB339_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar10_planar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB339_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB339_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r24;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r28;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r32;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r48;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r64;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r80;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p12, %r6, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p12;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs5;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB339_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB339_20:
	@%p4 bra 	$L__BB339_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB339_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB339_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB339_24:
	@%p6 bra 	$L__BB339_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB339_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB339_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB339_28:
	@%p8 bra 	$L__BB339_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB339_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB339_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB339_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar10_planar16_uv_param_0+16];
	@%p10 bra 	$L__BB339_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB339_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r96;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r112;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r128;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r144;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs6, %f326;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p12;
	or.b16  	%rs10, %rs9, %rs7;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs10;
$L__BB339_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar16 // -- Begin function Subsample_Lanczos_planar16_planar16
.visible .entry Subsample_Lanczos_planar16_planar16(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar16_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar16
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB340_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB340_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB340_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB340_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB340_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB340_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB340_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB340_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB340_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB340_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB340_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB340_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB340_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB340_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB340_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB340_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_planar16_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB340_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB340_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB340_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_planar16_uv // -- Begin function Subsample_Lanczos_planar16_planar16_uv
.visible .entry Subsample_Lanczos_planar16_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_planar16_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<343>;
	.reg .b64 	%rd<50>;

// %bb.0:
	ld.param.u64 	%rd8, [Subsample_Lanczos_planar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd8;
	ld.param.u64 	%rd9, [Subsample_Lanczos_planar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd5, %rd9;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB341_35;
// %bb.1:
	mov.b64 	%rd7, Subsample_Lanczos_planar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd7;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB341_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f67, %r17;
	cvt.rn.f32.s32 	%f68, %r4;
	div.rn.f32 	%f69, %f67, %f68;
	cvt.rn.f32.s32 	%f70, %r18;
	cvt.rn.f32.s32 	%f71, %r3;
	div.rn.f32 	%f72, %f70, %f71;
	cvt.rn.f32.s32 	%f73, %r1;
	add.f32 	%f74, %f73, 0f3F000000;
	fma.rn.f32 	%f75, %f74, %f69, 0fBF000000;
	cvt.rn.f32.s32 	%f76, %r15;
	add.f32 	%f77, %f75, %f76;
	cvt.rn.f32.s32 	%f78, %r2;
	add.f32 	%f79, %f78, 0f3F000000;
	fma.rn.f32 	%f80, %f79, %f72, 0fBF000000;
	cvt.rn.f32.s32 	%f81, %r16;
	cvt.rmi.f32.f32 	%f246, %f77;
	sub.f32 	%f83, %f77, %f246;
	add.f32 	%f84, %f83, 0f3F800000;
	mul.f32 	%f4, %f84, 0f40490FDB;
	mul.f32 	%f5, %f83, 0f40490FDB;
	add.f32 	%f85, %f83, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f87, %f4, %f4;
	mul.f32 	%f9, %f87, 0f3F000000;
	mov.f32 	%f328, 0f3F800000;
	mov.f32 	%f327, %f328;
	@%p3 bra 	$L__BB341_4;
// %bb.3:
	sin.approx.f32 	%f88, %f4;
	sin.approx.f32 	%f89, %f8;
	mul.f32 	%f90, %f88, %f89;
	div.rn.f32 	%f327, %f90, %f9;
$L__BB341_4:
	add.f32 	%f82, %f80, %f81;
	add.f32 	%f86, %f83, 0fC0000000;
	mul.f32 	%f6, %f85, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f92, %f5, %f5;
	mul.f32 	%f13, %f92, 0f3F000000;
	@%p4 bra 	$L__BB341_6;
// %bb.5:
	sin.approx.f32 	%f93, %f5;
	sin.approx.f32 	%f94, %f12;
	mul.f32 	%f95, %f93, %f94;
	div.rn.f32 	%f328, %f95, %f13;
$L__BB341_6:
	cvt.rmi.f32.f32 	%f253, %f82;
	mul.f32 	%f7, %f86, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f97, %f6, %f6;
	mul.f32 	%f17, %f97, 0f3F000000;
	mov.f32 	%f330, 0f3F800000;
	mov.f32 	%f329, %f330;
	@%p5 bra 	$L__BB341_8;
// %bb.7:
	sin.approx.f32 	%f98, %f6;
	sin.approx.f32 	%f99, %f16;
	mul.f32 	%f100, %f98, %f99;
	div.rn.f32 	%f329, %f100, %f17;
$L__BB341_8:
	sub.f32 	%f3, %f82, %f253;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f102, %f7, %f7;
	mul.f32 	%f21, %f102, 0f3F000000;
	@%p6 bra 	$L__BB341_10;
// %bb.9:
	sin.approx.f32 	%f103, %f7;
	sin.approx.f32 	%f104, %f20;
	mul.f32 	%f105, %f103, %f104;
	div.rn.f32 	%f330, %f105, %f21;
$L__BB341_10:
	add.f32 	%f107, %f3, 0f3F800000;
	mul.f32 	%f24, %f107, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f108, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f110, %f24, %f24;
	mul.f32 	%f29, %f110, 0f3F000000;
	mov.f32 	%f332, 0f3F800000;
	mov.f32 	%f331, %f332;
	@%p7 bra 	$L__BB341_12;
// %bb.11:
	sin.approx.f32 	%f111, %f24;
	sin.approx.f32 	%f112, %f28;
	mul.f32 	%f113, %f111, %f112;
	div.rn.f32 	%f331, %f113, %f29;
$L__BB341_12:
	add.f32 	%f109, %f3, 0fC0000000;
	mul.f32 	%f26, %f108, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f115, %f25, %f25;
	mul.f32 	%f33, %f115, 0f3F000000;
	@%p8 bra 	$L__BB341_14;
// %bb.13:
	sin.approx.f32 	%f116, %f25;
	sin.approx.f32 	%f117, %f32;
	mul.f32 	%f118, %f116, %f117;
	div.rn.f32 	%f332, %f118, %f33;
$L__BB341_14:
	mul.f32 	%f27, %f109, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f120, %f26, %f26;
	mul.f32 	%f37, %f120, 0f3F000000;
	mov.f32 	%f334, 0f3F800000;
	mov.f32 	%f333, %f334;
	@%p9 bra 	$L__BB341_16;
// %bb.15:
	sin.approx.f32 	%f121, %f26;
	sin.approx.f32 	%f122, %f36;
	mul.f32 	%f123, %f121, %f122;
	div.rn.f32 	%f333, %f123, %f37;
$L__BB341_16:
	ld.param.u64 	%rd10, [Subsample_Lanczos_planar16_planar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f125, %f27, %f27;
	mul.f32 	%f41, %f125, 0f3F000000;
	@%p10 bra 	$L__BB341_18;
// %bb.17:
	sin.approx.f32 	%f126, %f27;
	sin.approx.f32 	%f127, %f40;
	mul.f32 	%f128, %f126, %f127;
	div.rn.f32 	%f334, %f128, %f41;
$L__BB341_18:
	add.f32 	%f162, %f327, %f328;
	add.f32 	%f163, %f162, %f329;
	add.f32 	%f164, %f163, %f330;
	div.rn.f32 	%f165, %f330, %f164;
	div.rn.f32 	%f166, %f329, %f164;
	div.rn.f32 	%f167, %f328, %f164;
	div.rn.f32 	%f168, %f327, %f164;
	add.f32 	%f169, %f331, %f332;
	add.f32 	%f170, %f169, %f333;
	add.f32 	%f171, %f170, %f334;
	div.rn.f32 	%f172, %f331, %f171;
	div.rn.f32 	%f173, %f332, %f171;
	div.rn.f32 	%f174, %f333, %f171;
	div.rn.f32 	%f175, %f334, %f171;
	add.f32 	%f244, %f246, 0fBF800000;
	add.f32 	%f245, %f253, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd10, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f176, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd10, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f177, %r23;
	add.f32 	%f248, %f246, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd10, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f178, %r27;
	add.f32 	%f250, %f246, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd10, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f179, %r31;
	mul.f32 	%f180, %f167, %f177;
	fma.rn.f32 	%f181, %f168, %f176, %f180;
	fma.rn.f32 	%f182, %f166, %f178, %f181;
	fma.rn.f32 	%f183, %f165, %f179, %f182;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd10, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f184, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd10, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f185, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd10, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f186, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd10, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f187, %r47;
	mul.f32 	%f188, %f167, %f185;
	fma.rn.f32 	%f189, %f168, %f184, %f188;
	fma.rn.f32 	%f190, %f166, %f186, %f189;
	fma.rn.f32 	%f191, %f165, %f187, %f190;
	add.f32 	%f261, %f253, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd10, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f192, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd10, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f193, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd10, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f194, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd10, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f195, %r63;
	mul.f32 	%f196, %f167, %f193;
	fma.rn.f32 	%f197, %f168, %f192, %f196;
	fma.rn.f32 	%f198, %f166, %f194, %f197;
	fma.rn.f32 	%f199, %f165, %f195, %f198;
	add.f32 	%f269, %f253, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd10, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f200, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd10, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f201, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd10, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f202, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd10, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f203, %r79;
	mul.f32 	%f204, %f167, %f201;
	fma.rn.f32 	%f205, %f168, %f200, %f204;
	fma.rn.f32 	%f206, %f166, %f202, %f205;
	fma.rn.f32 	%f207, %f165, %f203, %f206;
	mul.f32 	%f208, %f173, %f191;
	fma.rn.f32 	%f209, %f172, %f183, %f208;
	fma.rn.f32 	%f210, %f174, %f199, %f209;
	fma.rn.f32 	%f211, %f175, %f207, %f210;
	mul.f32 	%f212, %f211, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f212;
	cvt.s64.s32 	%rd26, %r2;
	cvt.s64.s32 	%rd27, %r5;
	shr.u64 	%rd28, %rd27, 1;
	cvt.s64.s32 	%rd29, %r1;
	mad.lo.s64 	%rd6, %rd28, %rd26, %rd29;
	shl.b64 	%rd30, %rd6, 1;
	add.s64 	%rd31, %rd4, %rd30;
	st.global.u16 	[%rd31], %rs1;
	mov.f32 	%f336, 0f3F800000;
	mov.f32 	%f335, %f336;
	@%p3 bra 	$L__BB341_20;
// %bb.19:
	sin.approx.f32 	%f213, %f4;
	sin.approx.f32 	%f214, %f8;
	mul.f32 	%f215, %f213, %f214;
	div.rn.f32 	%f335, %f215, %f9;
$L__BB341_20:
	@%p4 bra 	$L__BB341_22;
// %bb.21:
	sin.approx.f32 	%f217, %f5;
	sin.approx.f32 	%f218, %f12;
	mul.f32 	%f219, %f217, %f218;
	div.rn.f32 	%f336, %f219, %f13;
$L__BB341_22:
	mov.f32 	%f338, 0f3F800000;
	mov.f32 	%f337, %f338;
	@%p5 bra 	$L__BB341_24;
// %bb.23:
	sin.approx.f32 	%f221, %f6;
	sin.approx.f32 	%f222, %f16;
	mul.f32 	%f223, %f221, %f222;
	div.rn.f32 	%f337, %f223, %f17;
$L__BB341_24:
	@%p6 bra 	$L__BB341_26;
// %bb.25:
	sin.approx.f32 	%f225, %f7;
	sin.approx.f32 	%f226, %f20;
	mul.f32 	%f227, %f225, %f226;
	div.rn.f32 	%f338, %f227, %f21;
$L__BB341_26:
	mov.f32 	%f340, 0f3F800000;
	mov.f32 	%f339, %f340;
	@%p7 bra 	$L__BB341_28;
// %bb.27:
	sin.approx.f32 	%f229, %f24;
	sin.approx.f32 	%f230, %f28;
	mul.f32 	%f231, %f229, %f230;
	div.rn.f32 	%f339, %f231, %f29;
$L__BB341_28:
	@%p8 bra 	$L__BB341_30;
// %bb.29:
	sin.approx.f32 	%f233, %f25;
	sin.approx.f32 	%f234, %f32;
	mul.f32 	%f235, %f233, %f234;
	div.rn.f32 	%f340, %f235, %f33;
$L__BB341_30:
	mov.f32 	%f342, 0f3F800000;
	mov.f32 	%f341, %f342;
	@%p9 bra 	$L__BB341_32;
// %bb.31:
	sin.approx.f32 	%f237, %f26;
	sin.approx.f32 	%f238, %f36;
	mul.f32 	%f239, %f237, %f238;
	div.rn.f32 	%f341, %f239, %f37;
$L__BB341_32:
	ld.param.u64 	%rd32, [Subsample_Lanczos_planar16_planar16_uv_param_0+16];
	@%p10 bra 	$L__BB341_34;
// %bb.33:
	sin.approx.f32 	%f241, %f27;
	sin.approx.f32 	%f242, %f40;
	mul.f32 	%f243, %f241, %f242;
	div.rn.f32 	%f342, %f243, %f41;
$L__BB341_34:
	add.f32 	%f276, %f335, %f336;
	add.f32 	%f277, %f276, %f337;
	add.f32 	%f278, %f277, %f338;
	div.rn.f32 	%f279, %f338, %f278;
	div.rn.f32 	%f280, %f337, %f278;
	div.rn.f32 	%f281, %f336, %f278;
	div.rn.f32 	%f282, %f335, %f278;
	add.f32 	%f283, %f339, %f340;
	add.f32 	%f284, %f283, %f341;
	add.f32 	%f285, %f284, %f342;
	div.rn.f32 	%f286, %f339, %f285;
	div.rn.f32 	%f287, %f340, %f285;
	div.rn.f32 	%f288, %f341, %f285;
	div.rn.f32 	%f289, %f342, %f285;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd32, {%f244, %f245}];
	// end inline asm
	mov.b32 	%f290, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd32, {%f246, %f245}];
	// end inline asm
	mov.b32 	%f291, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd32, {%f248, %f245}];
	// end inline asm
	mov.b32 	%f292, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd32, {%f250, %f245}];
	// end inline asm
	mov.b32 	%f293, %r95;
	mul.f32 	%f294, %f281, %f291;
	fma.rn.f32 	%f295, %f282, %f290, %f294;
	fma.rn.f32 	%f296, %f280, %f292, %f295;
	fma.rn.f32 	%f297, %f279, %f293, %f296;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd32, {%f244, %f253}];
	// end inline asm
	mov.b32 	%f298, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd32, {%f246, %f253}];
	// end inline asm
	mov.b32 	%f299, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd32, {%f248, %f253}];
	// end inline asm
	mov.b32 	%f300, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd32, {%f250, %f253}];
	// end inline asm
	mov.b32 	%f301, %r111;
	mul.f32 	%f302, %f281, %f299;
	fma.rn.f32 	%f303, %f282, %f298, %f302;
	fma.rn.f32 	%f304, %f280, %f300, %f303;
	fma.rn.f32 	%f305, %f279, %f301, %f304;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd32, {%f244, %f261}];
	// end inline asm
	mov.b32 	%f306, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd32, {%f246, %f261}];
	// end inline asm
	mov.b32 	%f307, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd32, {%f248, %f261}];
	// end inline asm
	mov.b32 	%f308, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd32, {%f250, %f261}];
	// end inline asm
	mov.b32 	%f309, %r127;
	mul.f32 	%f310, %f281, %f307;
	fma.rn.f32 	%f311, %f282, %f306, %f310;
	fma.rn.f32 	%f312, %f280, %f308, %f311;
	fma.rn.f32 	%f313, %f279, %f309, %f312;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd32, {%f244, %f269}];
	// end inline asm
	mov.b32 	%f314, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd32, {%f246, %f269}];
	// end inline asm
	mov.b32 	%f315, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd32, {%f248, %f269}];
	// end inline asm
	mov.b32 	%f316, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd32, {%f250, %f269}];
	// end inline asm
	mov.b32 	%f317, %r143;
	mul.f32 	%f318, %f281, %f315;
	fma.rn.f32 	%f319, %f282, %f314, %f318;
	fma.rn.f32 	%f320, %f280, %f316, %f319;
	fma.rn.f32 	%f321, %f279, %f317, %f320;
	mul.f32 	%f322, %f287, %f305;
	fma.rn.f32 	%f323, %f286, %f297, %f322;
	fma.rn.f32 	%f324, %f288, %f313, %f323;
	fma.rn.f32 	%f325, %f289, %f321, %f324;
	mul.f32 	%f326, %f325, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f326;
	add.s64 	%rd49, %rd5, %rd30;
	st.global.u16 	[%rd49], %rs2;
$L__BB341_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar16 // -- Begin function Subsample_Lanczos_semiplanar8_planar16
.visible .entry Subsample_Lanczos_semiplanar8_planar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB342_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB342_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB342_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB342_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB342_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB342_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB342_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB342_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB342_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB342_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB342_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB342_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB342_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB342_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB342_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB342_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB342_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB342_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs1, 0, %p11;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB342_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_planar16_uv // -- Begin function Subsample_Lanczos_semiplanar8_planar16_uv
.visible .entry Subsample_Lanczos_semiplanar8_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_planar16_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar8_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB343_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar8_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB343_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB343_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB343_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB343_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB343_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB343_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB343_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB343_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB343_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB343_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB343_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB343_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB343_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB343_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB343_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar8_planar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB343_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB343_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs4, %rs1, 0, %p11;
	or.b16  	%rs5, %rs3, %rs4;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs5;
	shl.b16 	%rs6, %rs2, 8;
	selp.b16 	%rs7, %rs2, 0, %p11;
	or.b16  	%rs8, %rs6, %rs7;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs8;
$L__BB343_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar16 // -- Begin function Subsample_Lanczos_semiplanar10_planar16
.visible .entry Subsample_Lanczos_semiplanar10_planar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB344_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB344_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB344_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB344_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB344_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB344_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB344_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB344_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB344_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB344_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB344_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB344_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB344_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB344_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB344_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB344_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB344_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB344_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs2, 0, %p11;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB344_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_planar16_uv // -- Begin function Subsample_Lanczos_semiplanar10_planar16_uv
.visible .entry Subsample_Lanczos_semiplanar10_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_planar16_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar10_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB345_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar10_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB345_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB345_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB345_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB345_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB345_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB345_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB345_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB345_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB345_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB345_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB345_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB345_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB345_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB345_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB345_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar10_planar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB345_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB345_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs1;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs5;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p11;
	or.b16  	%rs8, %rs7, %rs2;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs8;
$L__BB345_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar16 // -- Begin function Subsample_Lanczos_semiplanar16_planar16
.visible .entry Subsample_Lanczos_semiplanar16_planar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar16
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_planar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB346_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_planar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB346_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB346_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB346_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB346_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB346_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB346_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB346_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB346_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB346_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB346_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB346_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB346_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB346_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB346_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB346_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar16_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB346_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB346_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB346_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_planar16_uv // -- Begin function Subsample_Lanczos_semiplanar16_planar16_uv
.visible .entry Subsample_Lanczos_semiplanar16_planar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_planar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_planar16_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<32>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_planar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd6;
	ld.param.u64 	%rd7, [Subsample_Lanczos_semiplanar16_planar16_uv_param_0+48];
	cvta.to.global.u64 	%rd4, %rd7;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_planar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB347_19;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_semiplanar16_planar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB347_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB347_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB347_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB347_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB347_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB347_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB347_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB347_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB347_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB347_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB347_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB347_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB347_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB347_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB347_16:
	ld.param.u64 	%rd8, [Subsample_Lanczos_semiplanar16_planar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB347_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB347_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd8, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd8, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd8, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd8, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd8, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd8, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd8, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd8, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd8, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd8, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd8, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd8, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd8, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd8, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd8, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd8, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	cvt.s64.s32 	%rd24, %r2;
	cvt.s64.s32 	%rd25, %r5;
	shr.u64 	%rd26, %rd25, 1;
	cvt.s64.s32 	%rd27, %r1;
	mad.lo.s64 	%rd28, %rd26, %rd24, %rd27;
	shl.b64 	%rd29, %rd28, 1;
	add.s64 	%rd30, %rd3, %rd29;
	st.global.u16 	[%rd30], %rs1;
	add.s64 	%rd31, %rd4, %rd29;
	st.global.u16 	[%rd31], %rs2;
$L__BB347_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar8 // -- Begin function Subsample_Lanczos_planar8_semiplanar8
.visible .entry Subsample_Lanczos_planar8_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB348_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB348_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB348_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB348_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB348_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB348_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB348_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB348_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB348_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB348_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB348_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB348_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB348_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB348_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB348_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB348_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB348_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB348_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB348_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar8_uv // -- Begin function Subsample_Lanczos_planar8_semiplanar8_uv
.visible .entry Subsample_Lanczos_planar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB349_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB349_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB349_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB349_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB349_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB349_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB349_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB349_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB349_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB349_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB349_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB349_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB349_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB349_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB349_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB349_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar8_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB349_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB349_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB349_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB349_20:
	@%p4 bra 	$L__BB349_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB349_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB349_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB349_24:
	@%p6 bra 	$L__BB349_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB349_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB349_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB349_28:
	@%p8 bra 	$L__BB349_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB349_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB349_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB349_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar8_semiplanar8_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB349_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB349_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f323;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f437F0000;
	cvt.rzi.s16.f32 	%rs2, %f374;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs1, %rs2};
$L__BB349_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar8 // -- Begin function Subsample_Lanczos_planar10_semiplanar8
.visible .entry Subsample_Lanczos_planar10_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB350_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB350_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB350_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB350_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB350_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB350_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB350_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB350_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB350_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB350_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB350_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB350_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB350_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB350_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB350_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB350_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB350_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB350_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 2;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB350_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar8_uv // -- Begin function Subsample_Lanczos_planar10_semiplanar8_uv
.visible .entry Subsample_Lanczos_planar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB351_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB351_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB351_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB351_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB351_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB351_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB351_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB351_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB351_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB351_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB351_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB351_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB351_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB351_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB351_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB351_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar10_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB351_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB351_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB351_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB351_20:
	@%p4 bra 	$L__BB351_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB351_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB351_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB351_24:
	@%p6 bra 	$L__BB351_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB351_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB351_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB351_28:
	@%p8 bra 	$L__BB351_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB351_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB351_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB351_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar10_semiplanar8_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB351_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB351_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	shr.u16 	%rs2, %rs1, 2;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f374;
	shr.u16 	%rs4, %rs3, 2;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs2, %rs4};
$L__BB351_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar8 // -- Begin function Subsample_Lanczos_planar16_semiplanar8
.visible .entry Subsample_Lanczos_planar16_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB352_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB352_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB352_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB352_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB352_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB352_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB352_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB352_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB352_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB352_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB352_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB352_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB352_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB352_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB352_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB352_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB352_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB352_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB352_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar8_uv // -- Begin function Subsample_Lanczos_planar16_semiplanar8_uv
.visible .entry Subsample_Lanczos_planar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar8_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<147>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB353_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB353_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB353_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB353_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB353_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB353_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB353_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB353_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB353_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB353_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB353_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB353_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB353_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB353_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB353_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB353_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar16_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB353_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB353_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB353_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB353_20:
	@%p4 bra 	$L__BB353_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB353_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB353_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB353_24:
	@%p6 bra 	$L__BB353_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB353_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB353_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB353_28:
	@%p8 bra 	$L__BB353_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB353_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB353_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB353_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar16_semiplanar8_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB353_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB353_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	shr.u16 	%rs2, %rs1, 8;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f374;
	shr.u16 	%rs4, %rs3, 8;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 1;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 1;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 2;
	add.s64 	%rd46, %rd44, %rd45;
	st.global.v2.u8 	[%rd46], {%rs2, %rs4};
$L__BB353_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar8 // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar8
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB354_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB354_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB354_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB354_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB354_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB354_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB354_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB354_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB354_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB354_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB354_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB354_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB354_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB354_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB354_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB354_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB354_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB354_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs1;
$L__BB354_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar8_uv // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar8_uv
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB355_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB355_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB355_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB355_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB355_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB355_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB355_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB355_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB355_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB355_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB355_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB355_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB355_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB355_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB355_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB355_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB355_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB355_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs1, %rs2};
$L__BB355_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar8 // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar8
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB356_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB356_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB356_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB356_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB356_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB356_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB356_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB356_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB356_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB356_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB356_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB356_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB356_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB356_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB356_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB356_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB356_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB356_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB356_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar8_uv // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar8_uv
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB357_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB357_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB357_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB357_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB357_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB357_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB357_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB357_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB357_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB357_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB357_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB357_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB357_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB357_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB357_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB357_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB357_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB357_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 8;
	shr.u16 	%rs4, %rs2, 8;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs3, %rs4};
$L__BB357_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar8 // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar8
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar8(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar8_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar8
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<26>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar8_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar8_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB358_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar8_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB358_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB358_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB358_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB358_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB358_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB358_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB358_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB358_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB358_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB358_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB358_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB358_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB358_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB358_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB358_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar8_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB358_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB358_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 8;
	mul.wide.s32 	%rd22, %r5, %r2;
	cvt.s64.s32 	%rd23, %r1;
	add.s64 	%rd24, %rd3, %rd22;
	add.s64 	%rd25, %rd24, %rd23;
	st.global.u8 	[%rd25], %rs2;
$L__BB358_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar8_uv // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar8_uv
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar8_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar8_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar8_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar8_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar8_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB359_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar8_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB359_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB359_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB359_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB359_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB359_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB359_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB359_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB359_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB359_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB359_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB359_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB359_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB359_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB359_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB359_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar8_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB359_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB359_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 8;
	shr.u16 	%rs4, %rs2, 8;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.v2.u8 	[%rd29], {%rs3, %rs4};
$L__BB359_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar10 // -- Begin function Subsample_Lanczos_planar8_semiplanar10
.visible .entry Subsample_Lanczos_planar8_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar10
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB360_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB360_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB360_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB360_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB360_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB360_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB360_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB360_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB360_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB360_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB360_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB360_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB360_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB360_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB360_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB360_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar10_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB360_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB360_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB360_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar10_uv // -- Begin function Subsample_Lanczos_planar8_semiplanar10_uv
.visible .entry Subsample_Lanczos_planar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar10_uv
{
	.reg .pred 	%p<20>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB361_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB361_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r18;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r19;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r16;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r17;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB361_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB361_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB361_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB361_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB361_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB361_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB361_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB361_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB361_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB361_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB361_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB361_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB361_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB361_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar8_semiplanar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB361_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB361_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB361_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB361_20:
	@%p4 bra 	$L__BB361_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB361_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB361_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB361_24:
	@%p6 bra 	$L__BB361_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB361_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB361_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB361_28:
	@%p8 bra 	$L__BB361_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB361_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB361_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB361_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar8_semiplanar10_uv_param_0+16];
	ld.param.u32 	%r6, [%rd1+96];
	mov.b32 	%f46, %r20;
	mov.b32 	%f50, %r24;
	mov.b32 	%f55, %r28;
	mov.b32 	%f60, %r32;
	mov.b32 	%f64, %r36;
	mov.b32 	%f68, %r40;
	mov.b32 	%f72, %r44;
	mov.b32 	%f76, %r48;
	mov.b32 	%f81, %r52;
	mov.b32 	%f85, %r56;
	mov.b32 	%f89, %r60;
	mov.b32 	%f93, %r64;
	mov.b32 	%f98, %r68;
	mov.b32 	%f102, %r72;
	mov.b32 	%f106, %r76;
	mov.b32 	%f110, %r80;
	@%p10 bra 	$L__BB361_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB361_34:
	setp.eq.s32 	%p19, %r6, 0;
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f323;
	shl.b16 	%rs2, %rs1, 8;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p19;
	or.b16  	%rs5, %rs4, %rs2;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r96;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r112;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r128;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r144;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f437F0000;
	cvt.rzi.s16.f32 	%rs6, %f374;
	shl.b16 	%rs7, %rs6, 8;
	and.b16  	%rs8, %rs6, 192;
	selp.b16 	%rs9, %rs8, 0, %p19;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs5, %rs10};
	st.global.u32 	[%rd46], %r148;
$L__BB361_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar10 // -- Begin function Subsample_Lanczos_planar10_semiplanar10
.visible .entry Subsample_Lanczos_planar10_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB362_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB362_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB362_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB362_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB362_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB362_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB362_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB362_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB362_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB362_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB362_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB362_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB362_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB362_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB362_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB362_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB362_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB362_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 6;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB362_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar10_uv // -- Begin function Subsample_Lanczos_planar10_semiplanar10_uv
.visible .entry Subsample_Lanczos_planar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar10_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB363_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB363_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB363_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB363_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB363_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB363_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB363_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB363_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB363_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB363_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB363_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB363_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB363_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB363_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB363_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB363_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar10_semiplanar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB363_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB363_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB363_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB363_20:
	@%p4 bra 	$L__BB363_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB363_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB363_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB363_24:
	@%p6 bra 	$L__BB363_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB363_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB363_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB363_28:
	@%p8 bra 	$L__BB363_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB363_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB363_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB363_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar10_semiplanar10_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB363_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB363_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	shl.b16 	%rs2, %rs1, 6;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f374;
	shl.b16 	%rs4, %rs3, 6;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r147, {%rs2, %rs4};
	st.global.u32 	[%rd46], %r147;
$L__BB363_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar10 // -- Begin function Subsample_Lanczos_planar16_semiplanar10
.visible .entry Subsample_Lanczos_planar16_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB364_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB364_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB364_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB364_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB364_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB364_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB364_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB364_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB364_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB364_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB364_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB364_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB364_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB364_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB364_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB364_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB364_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB364_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB364_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar10_uv // -- Begin function Subsample_Lanczos_planar16_semiplanar10_uv
.visible .entry Subsample_Lanczos_planar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar10_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB365_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB365_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB365_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB365_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB365_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB365_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB365_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB365_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB365_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB365_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB365_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB365_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB365_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB365_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB365_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB365_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar16_semiplanar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB365_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB365_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB365_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB365_20:
	@%p4 bra 	$L__BB365_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB365_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB365_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB365_24:
	@%p6 bra 	$L__BB365_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB365_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB365_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB365_28:
	@%p8 bra 	$L__BB365_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB365_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB365_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB365_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar16_semiplanar10_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB365_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB365_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	and.b16  	%rs2, %rs1, -64;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs3, %f374;
	and.b16  	%rs4, %rs3, -64;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r147, {%rs2, %rs4};
	st.global.u32 	[%rd46], %r147;
$L__BB365_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar10 // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar10
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar10
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB366_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB366_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB366_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB366_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB366_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB366_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB366_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB366_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB366_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB366_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB366_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB366_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB366_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB366_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB366_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB366_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar10_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB366_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB366_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	and.b16  	%rs3, %rs1, 192;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB366_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar10_uv // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar10_uv
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar10_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB367_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB367_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB367_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB367_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB367_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB367_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB367_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB367_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB367_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB367_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB367_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB367_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB367_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB367_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB367_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB367_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar10_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB367_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB367_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	and.b16  	%rs4, %rs1, 192;
	selp.b16 	%rs5, %rs4, 0, %p11;
	or.b16  	%rs6, %rs5, %rs3;
	shl.b16 	%rs7, %rs2, 8;
	and.b16  	%rs8, %rs2, 192;
	selp.b16 	%rs9, %rs8, 0, %p11;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs6, %rs10};
	st.global.u32 	[%rd29], %r84;
$L__BB367_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar10 // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar10
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB368_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB368_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB368_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB368_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB368_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB368_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB368_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB368_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB368_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB368_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB368_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB368_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB368_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB368_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB368_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB368_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB368_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB368_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB368_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar10_uv // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar10_uv
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar10_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB369_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB369_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB369_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB369_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB369_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB369_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB369_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB369_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB369_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB369_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB369_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB369_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB369_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB369_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB369_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB369_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB369_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB369_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r83, {%rs1, %rs2};
	st.global.u32 	[%rd29], %r83;
$L__BB369_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar10 // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar10
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar10(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar10_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar10
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar10_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar10_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB370_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar10_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB370_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB370_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB370_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB370_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB370_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB370_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB370_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB370_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB370_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB370_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB370_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB370_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB370_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB370_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB370_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar10_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB370_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB370_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	and.b16  	%rs2, %rs1, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs2;
$L__BB370_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar10_uv // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar10_uv
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar10_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar10_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar10_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar10_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar10_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB371_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar10_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB371_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB371_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB371_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB371_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB371_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB371_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB371_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB371_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB371_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB371_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB371_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB371_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB371_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB371_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB371_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar10_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB371_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB371_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	and.b16  	%rs3, %rs1, -64;
	and.b16  	%rs4, %rs2, -64;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r83, {%rs3, %rs4};
	st.global.u32 	[%rd29], %r83;
$L__BB371_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar16 // -- Begin function Subsample_Lanczos_planar8_semiplanar16
.visible .entry Subsample_Lanczos_planar8_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB372_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB372_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB372_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB372_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB372_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB372_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB372_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB372_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB372_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB372_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB372_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB372_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB372_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB372_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB372_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB372_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB372_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB372_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs1, 0, %p11;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB372_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar8_semiplanar16_uv // -- Begin function Subsample_Lanczos_planar8_semiplanar16_uv
.visible .entry Subsample_Lanczos_planar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar8_semiplanar16_uv
{
	.reg .pred 	%p<20>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB373_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB373_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r18;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r19;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r16;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r17;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB373_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB373_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB373_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB373_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB373_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB373_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB373_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB373_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB373_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB373_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB373_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB373_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB373_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB373_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar8_semiplanar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB373_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB373_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB373_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB373_20:
	@%p4 bra 	$L__BB373_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB373_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB373_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB373_24:
	@%p6 bra 	$L__BB373_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB373_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB373_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB373_28:
	@%p8 bra 	$L__BB373_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB373_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB373_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB373_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar8_semiplanar16_uv_param_0+16];
	ld.param.u32 	%r6, [%rd1+96];
	mov.b32 	%f46, %r20;
	mov.b32 	%f50, %r24;
	mov.b32 	%f55, %r28;
	mov.b32 	%f60, %r32;
	mov.b32 	%f64, %r36;
	mov.b32 	%f68, %r40;
	mov.b32 	%f72, %r44;
	mov.b32 	%f76, %r48;
	mov.b32 	%f81, %r52;
	mov.b32 	%f85, %r56;
	mov.b32 	%f89, %r60;
	mov.b32 	%f93, %r64;
	mov.b32 	%f98, %r68;
	mov.b32 	%f102, %r72;
	mov.b32 	%f106, %r76;
	mov.b32 	%f110, %r80;
	@%p10 bra 	$L__BB373_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB373_34:
	setp.eq.s32 	%p19, %r6, 0;
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f323;
	shl.b16 	%rs2, %rs1, 8;
	selp.b16 	%rs3, %rs1, 0, %p19;
	or.b16  	%rs4, %rs2, %rs3;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r96;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r112;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r128;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r144;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f437F0000;
	cvt.rzi.s16.f32 	%rs5, %f374;
	shl.b16 	%rs6, %rs5, 8;
	selp.b16 	%rs7, %rs5, 0, %p19;
	or.b16  	%rs8, %rs6, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs4, %rs8};
	st.global.u32 	[%rd46], %r148;
$L__BB373_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar16 // -- Begin function Subsample_Lanczos_planar10_semiplanar16
.visible .entry Subsample_Lanczos_planar10_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<6>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB374_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB374_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB374_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB374_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB374_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB374_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB374_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB374_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB374_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB374_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB374_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB374_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB374_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB374_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB374_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB374_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB374_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB374_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 6;
	setp.eq.s32 	%p11, %r6, 0;
	shr.u16 	%rs3, %rs1, 4;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs5;
$L__BB374_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar10_semiplanar16_uv // -- Begin function Subsample_Lanczos_planar10_semiplanar16_uv
.visible .entry Subsample_Lanczos_planar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar10_semiplanar16_uv
{
	.reg .pred 	%p<20>;
	.reg .b16 	%rs<11>;
	.reg .b32 	%r<149>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB375_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB375_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r18;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r19;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r16;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r17;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB375_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB375_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB375_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB375_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB375_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB375_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB375_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB375_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB375_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB375_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB375_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB375_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB375_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB375_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar10_semiplanar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB375_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB375_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB375_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB375_20:
	@%p4 bra 	$L__BB375_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB375_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB375_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB375_24:
	@%p6 bra 	$L__BB375_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB375_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB375_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB375_28:
	@%p8 bra 	$L__BB375_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB375_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB375_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB375_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar10_semiplanar16_uv_param_0+16];
	ld.param.u32 	%r6, [%rd1+96];
	mov.b32 	%f46, %r20;
	mov.b32 	%f50, %r24;
	mov.b32 	%f55, %r28;
	mov.b32 	%f60, %r32;
	mov.b32 	%f64, %r36;
	mov.b32 	%f68, %r40;
	mov.b32 	%f72, %r44;
	mov.b32 	%f76, %r48;
	mov.b32 	%f81, %r52;
	mov.b32 	%f85, %r56;
	mov.b32 	%f89, %r60;
	mov.b32 	%f93, %r64;
	mov.b32 	%f98, %r68;
	mov.b32 	%f102, %r72;
	mov.b32 	%f106, %r76;
	mov.b32 	%f110, %r80;
	@%p10 bra 	$L__BB375_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB375_34:
	setp.eq.s32 	%p19, %r6, 0;
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	shr.u16 	%rs2, %rs1, 4;
	selp.b16 	%rs3, %rs2, 0, %p19;
	shl.b16 	%rs4, %rs1, 6;
	or.b16  	%rs5, %rs3, %rs4;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r84, %r85, %r86, %r87}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r84;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r88, %r89, %r90, %r91}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r88;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r92, %r93, %r94, %r95}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r92;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r96, %r97, %r98, %r99}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r96;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r100, %r101, %r102, %r103}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r100;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r104, %r105, %r106, %r107}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r104;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r108, %r109, %r110, %r111}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r108;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r112, %r113, %r114, %r115}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r112;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r116, %r117, %r118, %r119}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r116;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r120, %r121, %r122, %r123}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r120;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r124, %r125, %r126, %r127}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r124;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r128, %r129, %r130, %r131}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r128;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r132, %r133, %r134, %r135}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r132;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r136, %r137, %r138, %r139}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r136;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r140, %r141, %r142, %r143}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r140;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r144, %r145, %r146, %r147}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r144;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs6, %f374;
	shl.b16 	%rs7, %rs6, 6;
	shr.u16 	%rs8, %rs6, 4;
	selp.b16 	%rs9, %rs8, 0, %p19;
	or.b16  	%rs10, %rs9, %rs7;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r148, {%rs5, %rs10};
	st.global.u32 	[%rd46], %r148;
$L__BB375_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar16 // -- Begin function Subsample_Lanczos_planar16_semiplanar16
.visible .entry Subsample_Lanczos_planar16_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar16
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_planar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB376_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_planar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB376_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB376_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB376_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB376_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB376_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB376_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB376_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB376_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB376_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB376_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB376_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB376_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB376_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB376_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB376_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar16_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB376_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB376_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB376_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_planar16_semiplanar16_uv // -- Begin function Subsample_Lanczos_planar16_semiplanar16_uv
.visible .entry Subsample_Lanczos_planar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_planar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_planar16_semiplanar16_uv
{
	.reg .pred 	%p<19>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<148>;
	.reg .f32 	%f<391>;
	.reg .b64 	%rd<47>;

// %bb.0:
	ld.param.u64 	%rd6, [Subsample_Lanczos_planar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd4, %rd6;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_planar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB377_35;
// %bb.1:
	mov.b64 	%rd5, Subsample_Lanczos_planar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd5;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB377_35;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f131, %r17;
	cvt.rn.f32.s32 	%f132, %r4;
	div.rn.f32 	%f133, %f131, %f132;
	cvt.rn.f32.s32 	%f134, %r18;
	cvt.rn.f32.s32 	%f135, %r3;
	div.rn.f32 	%f136, %f134, %f135;
	cvt.rn.f32.s32 	%f137, %r1;
	add.f32 	%f138, %f137, 0f3F000000;
	fma.rn.f32 	%f139, %f138, %f133, 0fBF000000;
	cvt.rn.f32.s32 	%f140, %r15;
	add.f32 	%f141, %f139, %f140;
	cvt.rn.f32.s32 	%f142, %r2;
	add.f32 	%f143, %f142, 0f3F000000;
	fma.rn.f32 	%f144, %f143, %f136, 0fBF000000;
	cvt.rn.f32.s32 	%f145, %r16;
	cvt.rmi.f32.f32 	%f259, %f141;
	sub.f32 	%f147, %f141, %f259;
	add.f32 	%f148, %f147, 0f3F800000;
	mul.f32 	%f4, %f148, 0f40490FDB;
	mul.f32 	%f5, %f147, 0f40490FDB;
	add.f32 	%f149, %f147, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f151, %f4, %f4;
	mul.f32 	%f9, %f151, 0f3F000000;
	mov.f32 	%f376, 0f3F800000;
	mov.f32 	%f375, %f376;
	@%p3 bra 	$L__BB377_4;
// %bb.3:
	sin.approx.f32 	%f152, %f4;
	sin.approx.f32 	%f153, %f8;
	mul.f32 	%f154, %f152, %f153;
	div.rn.f32 	%f375, %f154, %f9;
$L__BB377_4:
	add.f32 	%f146, %f144, %f145;
	add.f32 	%f150, %f147, 0fC0000000;
	mul.f32 	%f6, %f149, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f156, %f5, %f5;
	mul.f32 	%f13, %f156, 0f3F000000;
	@%p4 bra 	$L__BB377_6;
// %bb.5:
	sin.approx.f32 	%f157, %f5;
	sin.approx.f32 	%f158, %f12;
	mul.f32 	%f159, %f157, %f158;
	div.rn.f32 	%f376, %f159, %f13;
$L__BB377_6:
	cvt.rmi.f32.f32 	%f266, %f146;
	mul.f32 	%f7, %f150, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f161, %f6, %f6;
	mul.f32 	%f17, %f161, 0f3F000000;
	mov.f32 	%f378, 0f3F800000;
	mov.f32 	%f377, %f378;
	@%p5 bra 	$L__BB377_8;
// %bb.7:
	sin.approx.f32 	%f162, %f6;
	sin.approx.f32 	%f163, %f16;
	mul.f32 	%f164, %f162, %f163;
	div.rn.f32 	%f377, %f164, %f17;
$L__BB377_8:
	sub.f32 	%f3, %f146, %f266;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f166, %f7, %f7;
	mul.f32 	%f21, %f166, 0f3F000000;
	@%p6 bra 	$L__BB377_10;
// %bb.9:
	sin.approx.f32 	%f167, %f7;
	sin.approx.f32 	%f168, %f20;
	mul.f32 	%f169, %f167, %f168;
	div.rn.f32 	%f378, %f169, %f21;
$L__BB377_10:
	add.f32 	%f171, %f3, 0f3F800000;
	mul.f32 	%f24, %f171, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f172, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f174, %f24, %f24;
	mul.f32 	%f29, %f174, 0f3F000000;
	mov.f32 	%f380, 0f3F800000;
	mov.f32 	%f379, %f380;
	@%p7 bra 	$L__BB377_12;
// %bb.11:
	sin.approx.f32 	%f175, %f24;
	sin.approx.f32 	%f176, %f28;
	mul.f32 	%f177, %f175, %f176;
	div.rn.f32 	%f379, %f177, %f29;
$L__BB377_12:
	add.f32 	%f173, %f3, 0fC0000000;
	mul.f32 	%f26, %f172, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f179, %f25, %f25;
	mul.f32 	%f33, %f179, 0f3F000000;
	@%p8 bra 	$L__BB377_14;
// %bb.13:
	sin.approx.f32 	%f180, %f25;
	sin.approx.f32 	%f181, %f32;
	mul.f32 	%f182, %f180, %f181;
	div.rn.f32 	%f380, %f182, %f33;
$L__BB377_14:
	mul.f32 	%f27, %f173, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f184, %f26, %f26;
	mul.f32 	%f37, %f184, 0f3F000000;
	mov.f32 	%f382, 0f3F800000;
	mov.f32 	%f381, %f382;
	@%p9 bra 	$L__BB377_16;
// %bb.15:
	sin.approx.f32 	%f185, %f26;
	sin.approx.f32 	%f186, %f36;
	mul.f32 	%f187, %f185, %f186;
	div.rn.f32 	%f381, %f187, %f37;
$L__BB377_16:
	ld.param.u64 	%rd7, [Subsample_Lanczos_planar16_semiplanar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f189, %f27, %f27;
	mul.f32 	%f41, %f189, 0f3F000000;
	@%p10 bra 	$L__BB377_18;
// %bb.17:
	sin.approx.f32 	%f190, %f27;
	sin.approx.f32 	%f191, %f40;
	mul.f32 	%f192, %f190, %f191;
	div.rn.f32 	%f382, %f192, %f41;
$L__BB377_18:
	add.f32 	%f257, %f259, 0fBF800000;
	add.f32 	%f258, %f266, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd7, {%f257, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd7, {%f259, %f258}];
	// end inline asm
	add.f32 	%f261, %f259, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd7, {%f261, %f258}];
	// end inline asm
	add.f32 	%f263, %f259, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd7, {%f263, %f258}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd7, {%f257, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd7, {%f259, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd7, {%f261, %f266}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd7, {%f263, %f266}];
	// end inline asm
	add.f32 	%f274, %f266, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd7, {%f257, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd7, {%f259, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd7, {%f261, %f274}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd7, {%f263, %f274}];
	// end inline asm
	add.f32 	%f282, %f266, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd7, {%f257, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd7, {%f259, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd7, {%f261, %f282}];
	// end inline asm
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd7, {%f263, %f282}];
	// end inline asm
	mov.f32 	%f384, 0f3F800000;
	mov.f32 	%f383, %f384;
	@%p3 bra 	$L__BB377_20;
// %bb.19:
	sin.approx.f32 	%f226, %f4;
	sin.approx.f32 	%f227, %f8;
	mul.f32 	%f228, %f226, %f227;
	div.rn.f32 	%f383, %f228, %f9;
$L__BB377_20:
	@%p4 bra 	$L__BB377_22;
// %bb.21:
	sin.approx.f32 	%f230, %f5;
	sin.approx.f32 	%f231, %f12;
	mul.f32 	%f232, %f230, %f231;
	div.rn.f32 	%f384, %f232, %f13;
$L__BB377_22:
	mov.f32 	%f386, 0f3F800000;
	mov.f32 	%f385, %f386;
	@%p5 bra 	$L__BB377_24;
// %bb.23:
	sin.approx.f32 	%f234, %f6;
	sin.approx.f32 	%f235, %f16;
	mul.f32 	%f236, %f234, %f235;
	div.rn.f32 	%f385, %f236, %f17;
$L__BB377_24:
	@%p6 bra 	$L__BB377_26;
// %bb.25:
	sin.approx.f32 	%f238, %f7;
	sin.approx.f32 	%f239, %f20;
	mul.f32 	%f240, %f238, %f239;
	div.rn.f32 	%f386, %f240, %f21;
$L__BB377_26:
	mov.f32 	%f388, 0f3F800000;
	mov.f32 	%f387, %f388;
	@%p7 bra 	$L__BB377_28;
// %bb.27:
	sin.approx.f32 	%f242, %f24;
	sin.approx.f32 	%f243, %f28;
	mul.f32 	%f244, %f242, %f243;
	div.rn.f32 	%f387, %f244, %f29;
$L__BB377_28:
	@%p8 bra 	$L__BB377_30;
// %bb.29:
	sin.approx.f32 	%f246, %f25;
	sin.approx.f32 	%f247, %f32;
	mul.f32 	%f248, %f246, %f247;
	div.rn.f32 	%f388, %f248, %f33;
$L__BB377_30:
	mov.f32 	%f390, 0f3F800000;
	mov.f32 	%f389, %f390;
	@%p9 bra 	$L__BB377_32;
// %bb.31:
	sin.approx.f32 	%f250, %f26;
	sin.approx.f32 	%f251, %f36;
	mul.f32 	%f252, %f250, %f251;
	div.rn.f32 	%f389, %f252, %f37;
$L__BB377_32:
	ld.param.u64 	%rd23, [Subsample_Lanczos_planar16_semiplanar16_uv_param_0+16];
	mov.b32 	%f46, %r19;
	mov.b32 	%f50, %r23;
	mov.b32 	%f55, %r27;
	mov.b32 	%f60, %r31;
	mov.b32 	%f64, %r35;
	mov.b32 	%f68, %r39;
	mov.b32 	%f72, %r43;
	mov.b32 	%f76, %r47;
	mov.b32 	%f81, %r51;
	mov.b32 	%f85, %r55;
	mov.b32 	%f89, %r59;
	mov.b32 	%f93, %r63;
	mov.b32 	%f98, %r67;
	mov.b32 	%f102, %r71;
	mov.b32 	%f106, %r75;
	mov.b32 	%f110, %r79;
	@%p10 bra 	$L__BB377_34;
// %bb.33:
	sin.approx.f32 	%f254, %f27;
	sin.approx.f32 	%f255, %f40;
	mul.f32 	%f256, %f254, %f255;
	div.rn.f32 	%f390, %f256, %f41;
$L__BB377_34:
	add.f32 	%f289, %f379, %f380;
	add.f32 	%f290, %f289, %f381;
	add.f32 	%f291, %f290, %f382;
	div.rn.f32 	%f292, %f379, %f291;
	add.f32 	%f293, %f375, %f376;
	add.f32 	%f294, %f293, %f377;
	add.f32 	%f295, %f294, %f378;
	div.rn.f32 	%f296, %f375, %f295;
	div.rn.f32 	%f297, %f376, %f295;
	mul.f32 	%f298, %f297, %f50;
	fma.rn.f32 	%f299, %f296, %f46, %f298;
	div.rn.f32 	%f300, %f377, %f295;
	fma.rn.f32 	%f301, %f300, %f55, %f299;
	div.rn.f32 	%f302, %f378, %f295;
	fma.rn.f32 	%f303, %f302, %f60, %f301;
	div.rn.f32 	%f304, %f380, %f291;
	mul.f32 	%f305, %f297, %f68;
	fma.rn.f32 	%f306, %f296, %f64, %f305;
	fma.rn.f32 	%f307, %f300, %f72, %f306;
	fma.rn.f32 	%f308, %f302, %f76, %f307;
	mul.f32 	%f309, %f304, %f308;
	fma.rn.f32 	%f310, %f292, %f303, %f309;
	div.rn.f32 	%f311, %f381, %f291;
	mul.f32 	%f312, %f297, %f85;
	fma.rn.f32 	%f313, %f296, %f81, %f312;
	fma.rn.f32 	%f314, %f300, %f89, %f313;
	fma.rn.f32 	%f315, %f302, %f93, %f314;
	fma.rn.f32 	%f316, %f311, %f315, %f310;
	div.rn.f32 	%f317, %f382, %f291;
	mul.f32 	%f318, %f297, %f102;
	fma.rn.f32 	%f319, %f296, %f98, %f318;
	fma.rn.f32 	%f320, %f300, %f106, %f319;
	fma.rn.f32 	%f321, %f302, %f110, %f320;
	fma.rn.f32 	%f322, %f317, %f321, %f316;
	mul.f32 	%f323, %f322, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f323;
	add.f32 	%f324, %f383, %f384;
	add.f32 	%f325, %f324, %f385;
	add.f32 	%f326, %f325, %f386;
	div.rn.f32 	%f327, %f386, %f326;
	div.rn.f32 	%f328, %f385, %f326;
	div.rn.f32 	%f329, %f384, %f326;
	div.rn.f32 	%f330, %f383, %f326;
	add.f32 	%f331, %f387, %f388;
	add.f32 	%f332, %f331, %f389;
	add.f32 	%f333, %f332, %f390;
	div.rn.f32 	%f334, %f387, %f333;
	div.rn.f32 	%f335, %f388, %f333;
	div.rn.f32 	%f336, %f389, %f333;
	div.rn.f32 	%f337, %f390, %f333;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r83, %r84, %r85, %r86}, [%rd23, {%f257, %f258}];
	// end inline asm
	mov.b32 	%f338, %r83;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r87, %r88, %r89, %r90}, [%rd23, {%f259, %f258}];
	// end inline asm
	mov.b32 	%f339, %r87;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r91, %r92, %r93, %r94}, [%rd23, {%f261, %f258}];
	// end inline asm
	mov.b32 	%f340, %r91;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r95, %r96, %r97, %r98}, [%rd23, {%f263, %f258}];
	// end inline asm
	mov.b32 	%f341, %r95;
	mul.f32 	%f342, %f329, %f339;
	fma.rn.f32 	%f343, %f330, %f338, %f342;
	fma.rn.f32 	%f344, %f328, %f340, %f343;
	fma.rn.f32 	%f345, %f327, %f341, %f344;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r99, %r100, %r101, %r102}, [%rd23, {%f257, %f266}];
	// end inline asm
	mov.b32 	%f346, %r99;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r103, %r104, %r105, %r106}, [%rd23, {%f259, %f266}];
	// end inline asm
	mov.b32 	%f347, %r103;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r107, %r108, %r109, %r110}, [%rd23, {%f261, %f266}];
	// end inline asm
	mov.b32 	%f348, %r107;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r111, %r112, %r113, %r114}, [%rd23, {%f263, %f266}];
	// end inline asm
	mov.b32 	%f349, %r111;
	mul.f32 	%f350, %f329, %f347;
	fma.rn.f32 	%f351, %f330, %f346, %f350;
	fma.rn.f32 	%f352, %f328, %f348, %f351;
	fma.rn.f32 	%f353, %f327, %f349, %f352;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r115, %r116, %r117, %r118}, [%rd23, {%f257, %f274}];
	// end inline asm
	mov.b32 	%f354, %r115;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r119, %r120, %r121, %r122}, [%rd23, {%f259, %f274}];
	// end inline asm
	mov.b32 	%f355, %r119;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r123, %r124, %r125, %r126}, [%rd23, {%f261, %f274}];
	// end inline asm
	mov.b32 	%f356, %r123;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r127, %r128, %r129, %r130}, [%rd23, {%f263, %f274}];
	// end inline asm
	mov.b32 	%f357, %r127;
	mul.f32 	%f358, %f329, %f355;
	fma.rn.f32 	%f359, %f330, %f354, %f358;
	fma.rn.f32 	%f360, %f328, %f356, %f359;
	fma.rn.f32 	%f361, %f327, %f357, %f360;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r131, %r132, %r133, %r134}, [%rd23, {%f257, %f282}];
	// end inline asm
	mov.b32 	%f362, %r131;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r135, %r136, %r137, %r138}, [%rd23, {%f259, %f282}];
	// end inline asm
	mov.b32 	%f363, %r135;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r139, %r140, %r141, %r142}, [%rd23, {%f261, %f282}];
	// end inline asm
	mov.b32 	%f364, %r139;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r143, %r144, %r145, %r146}, [%rd23, {%f263, %f282}];
	// end inline asm
	mov.b32 	%f365, %r143;
	mul.f32 	%f366, %f329, %f363;
	fma.rn.f32 	%f367, %f330, %f362, %f366;
	fma.rn.f32 	%f368, %f328, %f364, %f367;
	fma.rn.f32 	%f369, %f327, %f365, %f368;
	mul.f32 	%f370, %f335, %f353;
	fma.rn.f32 	%f371, %f334, %f345, %f370;
	fma.rn.f32 	%f372, %f336, %f361, %f371;
	fma.rn.f32 	%f373, %f337, %f369, %f372;
	mul.f32 	%f374, %f373, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs2, %f374;
	cvt.s64.s32 	%rd39, %r2;
	cvt.s64.s32 	%rd40, %r5;
	shr.u64 	%rd41, %rd40, 2;
	mul.lo.s64 	%rd42, %rd41, %rd39;
	shl.b64 	%rd43, %rd42, 2;
	add.s64 	%rd44, %rd4, %rd43;
	mul.wide.s32 	%rd45, %r1, 4;
	add.s64 	%rd46, %rd44, %rd45;
	mov.b32 	%r147, {%rs1, %rs2};
	st.global.u32 	[%rd46], %r147;
$L__BB377_35:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar16 // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar16
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB378_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB378_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB378_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB378_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB378_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB378_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB378_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB378_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB378_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB378_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB378_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB378_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB378_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB378_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB378_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB378_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB378_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB378_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f189;
	shl.b16 	%rs2, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs1, 0, %p11;
	or.b16  	%rs4, %rs2, %rs3;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB378_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar8_semiplanar16_uv // -- Begin function Subsample_Lanczos_semiplanar8_semiplanar16_uv
.visible .entry Subsample_Lanczos_semiplanar8_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar8_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar8_semiplanar16_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar8_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar8_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB379_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar8_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB379_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB379_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB379_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB379_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB379_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB379_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB379_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB379_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB379_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB379_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB379_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB379_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB379_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB379_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB379_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar8_semiplanar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB379_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB379_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f437F0000;
	mul.f32 	%f226, %f224, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f225;
	cvt.rzi.s16.f32 	%rs2, %f226;
	shl.b16 	%rs3, %rs1, 8;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs4, %rs1, 0, %p11;
	or.b16  	%rs5, %rs3, %rs4;
	shl.b16 	%rs6, %rs2, 8;
	selp.b16 	%rs7, %rs2, 0, %p11;
	or.b16  	%rs8, %rs6, %rs7;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs5, %rs8};
	st.global.u32 	[%rd29], %r84;
$L__BB379_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar16 // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar16
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar16
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB380_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB380_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB380_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB380_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB380_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB380_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB380_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB380_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB380_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB380_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB380_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB380_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB380_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB380_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB380_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB380_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar16_param_0];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB380_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB380_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r32;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r48;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r64;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r80;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	shr.u16 	%rs2, %rs1, 10;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs3, %rs2, 0, %p11;
	or.b16  	%rs4, %rs3, %rs1;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs4;
$L__BB380_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar10_semiplanar16_uv // -- Begin function Subsample_Lanczos_semiplanar10_semiplanar16_uv
.visible .entry Subsample_Lanczos_semiplanar10_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar10_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar10_semiplanar16_uv
{
	.reg .pred 	%p<12>;
	.reg .b16 	%rs<9>;
	.reg .b32 	%r<85>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar10_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r7, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r8, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r11, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r14, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r11, %r8, %r14;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar10_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB381_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar10_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r10, %r7, %r13;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB381_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r16}, [%rd1+72];
	ld.param.v2.u32 	{%r17, %r18}, [%rd1+80];
	ld.param.u32 	%r19, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r18;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r19;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r16;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r17;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB381_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB381_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB381_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB381_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB381_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB381_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB381_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB381_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB381_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB381_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB381_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB381_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB381_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB381_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar10_semiplanar16_uv_param_0+8];
	ld.param.u32 	%r6, [%rd1+96];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB381_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB381_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r20, %r21, %r22, %r23}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r24, %r25, %r26, %r27}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r25;
	mov.b32 	%f156, %r24;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r28, %r29, %r30, %r31}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r29;
	mov.b32 	%f158, %r28;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r32, %r33, %r34, %r35}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r33;
	mov.b32 	%f160, %r32;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r36, %r37, %r38, %r39}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r37;
	mov.b32 	%f170, %r36;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r40, %r41, %r42, %r43}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r41;
	mov.b32 	%f172, %r40;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r44, %r45, %r46, %r47}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r45;
	mov.b32 	%f174, %r44;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r48, %r49, %r50, %r51}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r49;
	mov.b32 	%f176, %r48;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r52, %r53, %r54, %r55}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r53;
	mov.b32 	%f186, %r52;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r56, %r57, %r58, %r59}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r57;
	mov.b32 	%f188, %r56;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r60, %r61, %r62, %r63}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r61;
	mov.b32 	%f190, %r60;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r64, %r65, %r66, %r67}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r65;
	mov.b32 	%f192, %r64;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r68, %r69, %r70, %r71}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r69;
	mov.b32 	%f202, %r68;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r72, %r73, %r74, %r75}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r73;
	mov.b32 	%f204, %r72;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r76, %r77, %r78, %r79}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r77;
	mov.b32 	%f206, %r76;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r80, %r81, %r82, %r83}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r81;
	mov.b32 	%f208, %r80;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	shr.u16 	%rs3, %rs1, 10;
	setp.eq.s32 	%p11, %r6, 0;
	selp.b16 	%rs4, %rs3, 0, %p11;
	or.b16  	%rs5, %rs4, %rs1;
	shr.u16 	%rs6, %rs2, 10;
	selp.b16 	%rs7, %rs6, 0, %p11;
	or.b16  	%rs8, %rs7, %rs2;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r84, {%rs5, %rs8};
	st.global.u32 	[%rd29], %r84;
$L__BB381_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar16 // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar16
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar16(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar16_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar16
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<2>;
	.reg .b32 	%r<83>;
	.reg .f32 	%f<198>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar16_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar16_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB382_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar16_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB382_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f191, 0f3F800000;
	mov.f32 	%f190, %f191;
	@%p3 bra 	$L__BB382_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f190, %f68, %f9;
$L__BB382_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB382_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f191, %f73, %f13;
$L__BB382_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f193, 0f3F800000;
	mov.f32 	%f192, %f193;
	@%p5 bra 	$L__BB382_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f192, %f78, %f17;
$L__BB382_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB382_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f193, %f83, %f21;
$L__BB382_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f195, 0f3F800000;
	mov.f32 	%f194, %f195;
	@%p7 bra 	$L__BB382_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f194, %f91, %f29;
$L__BB382_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB382_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f195, %f96, %f33;
$L__BB382_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f197, 0f3F800000;
	mov.f32 	%f196, %f197;
	@%p9 bra 	$L__BB382_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f196, %f101, %f37;
$L__BB382_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar16_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB382_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f197, %f106, %f41;
$L__BB382_18:
	add.f32 	%f139, %f190, %f191;
	add.f32 	%f140, %f139, %f192;
	add.f32 	%f141, %f140, %f193;
	div.rn.f32 	%f142, %f193, %f141;
	div.rn.f32 	%f143, %f192, %f141;
	div.rn.f32 	%f144, %f191, %f141;
	div.rn.f32 	%f145, %f190, %f141;
	add.f32 	%f146, %f194, %f195;
	add.f32 	%f147, %f146, %f196;
	add.f32 	%f148, %f147, %f197;
	div.rn.f32 	%f149, %f194, %f148;
	div.rn.f32 	%f150, %f195, %f148;
	div.rn.f32 	%f151, %f196, %f148;
	div.rn.f32 	%f152, %f197, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f154, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f155, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f156, %r31;
	mul.f32 	%f157, %f144, %f154;
	fma.rn.f32 	%f158, %f145, %f153, %f157;
	fma.rn.f32 	%f159, %f143, %f155, %f158;
	fma.rn.f32 	%f160, %f142, %f156, %f159;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f161, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f162, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f163, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f164, %r47;
	mul.f32 	%f165, %f144, %f162;
	fma.rn.f32 	%f166, %f145, %f161, %f165;
	fma.rn.f32 	%f167, %f143, %f163, %f166;
	fma.rn.f32 	%f168, %f142, %f164, %f167;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f169, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f170, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f171, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f172, %r63;
	mul.f32 	%f173, %f144, %f170;
	fma.rn.f32 	%f174, %f145, %f169, %f173;
	fma.rn.f32 	%f175, %f143, %f171, %f174;
	fma.rn.f32 	%f176, %f142, %f172, %f175;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f177, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f178, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f179, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f180, %r79;
	mul.f32 	%f181, %f144, %f178;
	fma.rn.f32 	%f182, %f145, %f177, %f181;
	fma.rn.f32 	%f183, %f143, %f179, %f182;
	fma.rn.f32 	%f184, %f142, %f180, %f183;
	mul.f32 	%f185, %f150, %f168;
	fma.rn.f32 	%f186, %f149, %f160, %f185;
	fma.rn.f32 	%f187, %f151, %f176, %f186;
	fma.rn.f32 	%f188, %f152, %f184, %f187;
	mul.f32 	%f189, %f188, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f189;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 1;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 1;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 2;
	add.s64 	%rd29, %rd27, %rd28;
	st.global.u16 	[%rd29], %rs1;
$L__BB382_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_semiplanar16_semiplanar16_uv // -- Begin function Subsample_Lanczos_semiplanar16_semiplanar16_uv
.visible .entry Subsample_Lanczos_semiplanar16_semiplanar16_uv(
	.param .align 8 .b8 Subsample_Lanczos_semiplanar16_semiplanar16_uv_param_0[104]
)                                       // @Subsample_Lanczos_semiplanar16_semiplanar16_uv
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<3>;
	.reg .b32 	%r<84>;
	.reg .f32 	%f<235>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_semiplanar16_semiplanar16_uv_param_0+40];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_semiplanar16_semiplanar16_uv_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB383_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_semiplanar16_semiplanar16_uv_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB383_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f228, 0f3F800000;
	mov.f32 	%f227, %f228;
	@%p3 bra 	$L__BB383_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f227, %f68, %f9;
$L__BB383_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB383_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f228, %f73, %f13;
$L__BB383_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f230, 0f3F800000;
	mov.f32 	%f229, %f230;
	@%p5 bra 	$L__BB383_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f229, %f78, %f17;
$L__BB383_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB383_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f230, %f83, %f21;
$L__BB383_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f232, 0f3F800000;
	mov.f32 	%f231, %f232;
	@%p7 bra 	$L__BB383_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f231, %f91, %f29;
$L__BB383_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB383_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f232, %f96, %f33;
$L__BB383_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f234, 0f3F800000;
	mov.f32 	%f233, %f234;
	@%p9 bra 	$L__BB383_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f233, %f101, %f37;
$L__BB383_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_semiplanar16_semiplanar16_uv_param_0+8];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB383_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f234, %f106, %f41;
$L__BB383_18:
	add.f32 	%f139, %f227, %f228;
	add.f32 	%f140, %f139, %f229;
	add.f32 	%f141, %f140, %f230;
	div.rn.f32 	%f142, %f230, %f141;
	div.rn.f32 	%f143, %f229, %f141;
	div.rn.f32 	%f144, %f228, %f141;
	div.rn.f32 	%f145, %f227, %f141;
	add.f32 	%f146, %f231, %f232;
	add.f32 	%f147, %f146, %f233;
	add.f32 	%f148, %f147, %f234;
	div.rn.f32 	%f149, %f231, %f148;
	div.rn.f32 	%f150, %f232, %f148;
	div.rn.f32 	%f151, %f233, %f148;
	div.rn.f32 	%f152, %f234, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r20;
	mov.b32 	%f154, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f155, %r24;
	mov.b32 	%f156, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f157, %r28;
	mov.b32 	%f158, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f159, %r32;
	mov.b32 	%f160, %r31;
	mul.f32 	%f161, %f144, %f156;
	mul.f32 	%f162, %f144, %f155;
	fma.rn.f32 	%f163, %f145, %f154, %f161;
	fma.rn.f32 	%f164, %f145, %f153, %f162;
	fma.rn.f32 	%f165, %f143, %f158, %f163;
	fma.rn.f32 	%f166, %f143, %f157, %f164;
	fma.rn.f32 	%f167, %f142, %f160, %f165;
	fma.rn.f32 	%f168, %f142, %f159, %f166;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f169, %r36;
	mov.b32 	%f170, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f171, %r40;
	mov.b32 	%f172, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f173, %r44;
	mov.b32 	%f174, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f175, %r48;
	mov.b32 	%f176, %r47;
	mul.f32 	%f177, %f144, %f172;
	mul.f32 	%f178, %f144, %f171;
	fma.rn.f32 	%f179, %f145, %f170, %f177;
	fma.rn.f32 	%f180, %f145, %f169, %f178;
	fma.rn.f32 	%f181, %f143, %f174, %f179;
	fma.rn.f32 	%f182, %f143, %f173, %f180;
	fma.rn.f32 	%f183, %f142, %f176, %f181;
	fma.rn.f32 	%f184, %f142, %f175, %f182;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f185, %r52;
	mov.b32 	%f186, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f187, %r56;
	mov.b32 	%f188, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f189, %r60;
	mov.b32 	%f190, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f191, %r64;
	mov.b32 	%f192, %r63;
	mul.f32 	%f193, %f144, %f188;
	mul.f32 	%f194, %f144, %f187;
	fma.rn.f32 	%f195, %f145, %f186, %f193;
	fma.rn.f32 	%f196, %f145, %f185, %f194;
	fma.rn.f32 	%f197, %f143, %f190, %f195;
	fma.rn.f32 	%f198, %f143, %f189, %f196;
	fma.rn.f32 	%f199, %f142, %f192, %f197;
	fma.rn.f32 	%f200, %f142, %f191, %f198;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f201, %r68;
	mov.b32 	%f202, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f203, %r72;
	mov.b32 	%f204, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f205, %r76;
	mov.b32 	%f206, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f207, %r80;
	mov.b32 	%f208, %r79;
	mul.f32 	%f209, %f144, %f204;
	mul.f32 	%f210, %f144, %f203;
	fma.rn.f32 	%f211, %f145, %f202, %f209;
	fma.rn.f32 	%f212, %f145, %f201, %f210;
	fma.rn.f32 	%f213, %f143, %f206, %f211;
	fma.rn.f32 	%f214, %f143, %f205, %f212;
	fma.rn.f32 	%f215, %f142, %f208, %f213;
	fma.rn.f32 	%f216, %f142, %f207, %f214;
	mul.f32 	%f217, %f150, %f183;
	mul.f32 	%f218, %f150, %f184;
	fma.rn.f32 	%f219, %f149, %f167, %f217;
	fma.rn.f32 	%f220, %f149, %f168, %f218;
	fma.rn.f32 	%f221, %f151, %f199, %f219;
	fma.rn.f32 	%f222, %f151, %f200, %f220;
	fma.rn.f32 	%f223, %f152, %f215, %f221;
	fma.rn.f32 	%f224, %f152, %f216, %f222;
	mul.f32 	%f225, %f223, 0f477FFF00;
	mul.f32 	%f226, %f224, 0f477FFF00;
	cvt.rzi.u16.f32 	%rs1, %f225;
	cvt.rzi.u16.f32 	%rs2, %f226;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	mov.b32 	%r83, {%rs1, %rs2};
	st.global.u32 	[%rd29], %r83;
$L__BB383_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_rgb0 // -- Begin function Subsample_Lanczos_rgb0_rgb0
.visible .entry Subsample_Lanczos_rgb0_rgb0(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_rgb0_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_rgb0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgb0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgb0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB384_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgb0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB384_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB384_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB384_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB384_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB384_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB384_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB384_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB384_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB384_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB384_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB384_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB384_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB384_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB384_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB384_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgb0_rgb0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB384_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB384_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB384_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_rgb0_uv // -- Begin function Subsample_Lanczos_rgb0_rgb0_uv
.visible .entry Subsample_Lanczos_rgb0_rgb0_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_rgb0_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_rgb0 // -- Begin function Subsample_Lanczos_bgr0_rgb0
.visible .entry Subsample_Lanczos_bgr0_rgb0(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_rgb0_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_rgb0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgr0_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgr0_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB386_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgr0_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB386_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB386_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB386_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB386_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB386_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB386_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB386_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB386_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB386_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB386_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB386_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB386_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB386_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB386_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB386_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgr0_rgb0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB386_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB386_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB386_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_rgb0_uv // -- Begin function Subsample_Lanczos_bgr0_rgb0_uv
.visible .entry Subsample_Lanczos_bgr0_rgb0_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_rgb0_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_rgb0 // -- Begin function Subsample_Lanczos_rgba_rgb0
.visible .entry Subsample_Lanczos_rgba_rgb0(
	.param .align 8 .b8 Subsample_Lanczos_rgba_rgb0_param_0[104]
)                                       // @Subsample_Lanczos_rgba_rgb0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgba_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgba_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB388_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgba_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB388_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB388_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB388_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB388_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB388_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB388_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB388_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB388_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB388_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB388_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB388_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB388_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB388_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB388_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB388_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgba_rgb0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB388_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB388_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB388_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_rgb0_uv // -- Begin function Subsample_Lanczos_rgba_rgb0_uv
.visible .entry Subsample_Lanczos_rgba_rgb0_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgba_rgb0_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgba_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_rgb0 // -- Begin function Subsample_Lanczos_bgra_rgb0
.visible .entry Subsample_Lanczos_bgra_rgb0(
	.param .align 8 .b8 Subsample_Lanczos_bgra_rgb0_param_0[104]
)                                       // @Subsample_Lanczos_bgra_rgb0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgra_rgb0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgra_rgb0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB390_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgra_rgb0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB390_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB390_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB390_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB390_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB390_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB390_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB390_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB390_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB390_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB390_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB390_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB390_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB390_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB390_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB390_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgra_rgb0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB390_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB390_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB390_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_rgb0_uv // -- Begin function Subsample_Lanczos_bgra_rgb0_uv
.visible .entry Subsample_Lanczos_bgra_rgb0_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgra_rgb0_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgra_rgb0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_bgr0 // -- Begin function Subsample_Lanczos_rgb0_bgr0
.visible .entry Subsample_Lanczos_rgb0_bgr0(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_bgr0_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_bgr0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgb0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgb0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB392_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgb0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB392_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB392_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB392_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB392_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB392_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB392_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB392_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB392_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB392_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB392_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB392_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB392_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB392_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB392_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB392_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgb0_bgr0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB392_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB392_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB392_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_bgr0_uv // -- Begin function Subsample_Lanczos_rgb0_bgr0_uv
.visible .entry Subsample_Lanczos_rgb0_bgr0_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_bgr0_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_bgr0 // -- Begin function Subsample_Lanczos_bgr0_bgr0
.visible .entry Subsample_Lanczos_bgr0_bgr0(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_bgr0_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_bgr0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgr0_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgr0_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB394_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgr0_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB394_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB394_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB394_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB394_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB394_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB394_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB394_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB394_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB394_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB394_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB394_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB394_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB394_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB394_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB394_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgr0_bgr0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB394_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB394_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB394_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_bgr0_uv // -- Begin function Subsample_Lanczos_bgr0_bgr0_uv
.visible .entry Subsample_Lanczos_bgr0_bgr0_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_bgr0_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_bgr0 // -- Begin function Subsample_Lanczos_rgba_bgr0
.visible .entry Subsample_Lanczos_rgba_bgr0(
	.param .align 8 .b8 Subsample_Lanczos_rgba_bgr0_param_0[104]
)                                       // @Subsample_Lanczos_rgba_bgr0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgba_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgba_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB396_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgba_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB396_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB396_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB396_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB396_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB396_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB396_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB396_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB396_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB396_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB396_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB396_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB396_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB396_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB396_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB396_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgba_bgr0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB396_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB396_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB396_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_bgr0_uv // -- Begin function Subsample_Lanczos_rgba_bgr0_uv
.visible .entry Subsample_Lanczos_rgba_bgr0_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgba_bgr0_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgba_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_bgr0 // -- Begin function Subsample_Lanczos_bgra_bgr0
.visible .entry Subsample_Lanczos_bgra_bgr0(
	.param .align 8 .b8 Subsample_Lanczos_bgra_bgr0_param_0[104]
)                                       // @Subsample_Lanczos_bgra_bgr0
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgra_bgr0_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgra_bgr0_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB398_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgra_bgr0_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB398_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB398_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB398_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB398_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB398_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB398_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB398_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB398_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB398_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB398_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB398_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB398_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB398_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB398_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB398_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgra_bgr0_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB398_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB398_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB398_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_bgr0_uv // -- Begin function Subsample_Lanczos_bgra_bgr0_uv
.visible .entry Subsample_Lanczos_bgra_bgr0_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgra_bgr0_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgra_bgr0_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_rgba // -- Begin function Subsample_Lanczos_rgb0_rgba
.visible .entry Subsample_Lanczos_rgb0_rgba(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_rgba_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_rgba
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<89>;
	.reg .f32 	%f<272>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgb0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgb0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB400_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgb0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB400_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f265, 0f3F800000;
	mov.f32 	%f264, %f265;
	@%p3 bra 	$L__BB400_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f264, %f68, %f9;
$L__BB400_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB400_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f265, %f73, %f13;
$L__BB400_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f267, 0f3F800000;
	mov.f32 	%f266, %f267;
	@%p5 bra 	$L__BB400_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f266, %f78, %f17;
$L__BB400_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB400_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f267, %f83, %f21;
$L__BB400_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f269, 0f3F800000;
	mov.f32 	%f268, %f269;
	@%p7 bra 	$L__BB400_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f268, %f91, %f29;
$L__BB400_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB400_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f269, %f96, %f33;
$L__BB400_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f271, 0f3F800000;
	mov.f32 	%f270, %f271;
	@%p9 bra 	$L__BB400_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f270, %f101, %f37;
$L__BB400_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgb0_rgba_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB400_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f271, %f106, %f41;
$L__BB400_18:
	add.f32 	%f139, %f264, %f265;
	add.f32 	%f140, %f139, %f266;
	add.f32 	%f141, %f140, %f267;
	div.rn.f32 	%f142, %f267, %f141;
	div.rn.f32 	%f143, %f266, %f141;
	div.rn.f32 	%f144, %f265, %f141;
	div.rn.f32 	%f145, %f264, %f141;
	add.f32 	%f146, %f268, %f269;
	add.f32 	%f147, %f146, %f270;
	add.f32 	%f148, %f147, %f271;
	div.rn.f32 	%f149, %f268, %f148;
	div.rn.f32 	%f150, %f269, %f148;
	div.rn.f32 	%f151, %f270, %f148;
	div.rn.f32 	%f152, %f271, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	mov.b32 	%f155, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f156, %r25;
	mov.b32 	%f157, %r24;
	mov.b32 	%f158, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f159, %r29;
	mov.b32 	%f160, %r28;
	mov.b32 	%f161, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f162, %r33;
	mov.b32 	%f163, %r32;
	mov.b32 	%f164, %r31;
	mul.f32 	%f165, %f144, %f158;
	mul.f32 	%f166, %f144, %f157;
	mul.f32 	%f167, %f144, %f156;
	fma.rn.f32 	%f168, %f145, %f155, %f165;
	fma.rn.f32 	%f169, %f145, %f154, %f166;
	fma.rn.f32 	%f170, %f145, %f153, %f167;
	fma.rn.f32 	%f171, %f143, %f161, %f168;
	fma.rn.f32 	%f172, %f143, %f160, %f169;
	fma.rn.f32 	%f173, %f143, %f159, %f170;
	fma.rn.f32 	%f174, %f142, %f164, %f171;
	fma.rn.f32 	%f175, %f142, %f163, %f172;
	fma.rn.f32 	%f176, %f142, %f162, %f173;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f177, %r37;
	mov.b32 	%f178, %r36;
	mov.b32 	%f179, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f180, %r41;
	mov.b32 	%f181, %r40;
	mov.b32 	%f182, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f183, %r45;
	mov.b32 	%f184, %r44;
	mov.b32 	%f185, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f186, %r49;
	mov.b32 	%f187, %r48;
	mov.b32 	%f188, %r47;
	mul.f32 	%f189, %f144, %f182;
	mul.f32 	%f190, %f144, %f181;
	mul.f32 	%f191, %f144, %f180;
	fma.rn.f32 	%f192, %f145, %f179, %f189;
	fma.rn.f32 	%f193, %f145, %f178, %f190;
	fma.rn.f32 	%f194, %f145, %f177, %f191;
	fma.rn.f32 	%f195, %f143, %f185, %f192;
	fma.rn.f32 	%f196, %f143, %f184, %f193;
	fma.rn.f32 	%f197, %f143, %f183, %f194;
	fma.rn.f32 	%f198, %f142, %f188, %f195;
	fma.rn.f32 	%f199, %f142, %f187, %f196;
	fma.rn.f32 	%f200, %f142, %f186, %f197;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f201, %r53;
	mov.b32 	%f202, %r52;
	mov.b32 	%f203, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f204, %r57;
	mov.b32 	%f205, %r56;
	mov.b32 	%f206, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f207, %r61;
	mov.b32 	%f208, %r60;
	mov.b32 	%f209, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f210, %r65;
	mov.b32 	%f211, %r64;
	mov.b32 	%f212, %r63;
	mul.f32 	%f213, %f144, %f206;
	mul.f32 	%f214, %f144, %f205;
	mul.f32 	%f215, %f144, %f204;
	fma.rn.f32 	%f216, %f145, %f203, %f213;
	fma.rn.f32 	%f217, %f145, %f202, %f214;
	fma.rn.f32 	%f218, %f145, %f201, %f215;
	fma.rn.f32 	%f219, %f143, %f209, %f216;
	fma.rn.f32 	%f220, %f143, %f208, %f217;
	fma.rn.f32 	%f221, %f143, %f207, %f218;
	fma.rn.f32 	%f222, %f142, %f212, %f219;
	fma.rn.f32 	%f223, %f142, %f211, %f220;
	fma.rn.f32 	%f224, %f142, %f210, %f221;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f225, %r69;
	mov.b32 	%f226, %r68;
	mov.b32 	%f227, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f228, %r73;
	mov.b32 	%f229, %r72;
	mov.b32 	%f230, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f231, %r77;
	mov.b32 	%f232, %r76;
	mov.b32 	%f233, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f234, %r81;
	mov.b32 	%f235, %r80;
	mov.b32 	%f236, %r79;
	mul.f32 	%f237, %f144, %f230;
	mul.f32 	%f238, %f144, %f229;
	mul.f32 	%f239, %f144, %f228;
	fma.rn.f32 	%f240, %f145, %f227, %f237;
	fma.rn.f32 	%f241, %f145, %f226, %f238;
	fma.rn.f32 	%f242, %f145, %f225, %f239;
	fma.rn.f32 	%f243, %f143, %f233, %f240;
	fma.rn.f32 	%f244, %f143, %f232, %f241;
	fma.rn.f32 	%f245, %f143, %f231, %f242;
	fma.rn.f32 	%f246, %f142, %f236, %f243;
	fma.rn.f32 	%f247, %f142, %f235, %f244;
	fma.rn.f32 	%f248, %f142, %f234, %f245;
	mul.f32 	%f249, %f150, %f198;
	mul.f32 	%f250, %f150, %f199;
	mul.f32 	%f251, %f150, %f200;
	fma.rn.f32 	%f252, %f149, %f174, %f249;
	fma.rn.f32 	%f253, %f149, %f175, %f250;
	fma.rn.f32 	%f254, %f149, %f176, %f251;
	fma.rn.f32 	%f255, %f151, %f222, %f252;
	fma.rn.f32 	%f256, %f151, %f223, %f253;
	fma.rn.f32 	%f257, %f151, %f224, %f254;
	fma.rn.f32 	%f258, %f152, %f246, %f255;
	fma.rn.f32 	%f259, %f152, %f247, %f256;
	fma.rn.f32 	%f260, %f152, %f248, %f257;
	mul.f32 	%f261, %f258, 0f437F0000;
	mul.f32 	%f262, %f259, 0f437F0000;
	mul.f32 	%f263, %f260, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f261;
	cvt.rzi.s16.f32 	%rs2, %f262;
	cvt.rzi.s16.f32 	%rs3, %f263;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs2;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs3;
	prmt.b32 	%r87, %r86, 65535, 0x3340U;
	prmt.b32 	%r88, %r85, %r87, 0x5410U;
	st.global.u32 	[%rd29], %r88;
$L__BB400_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_rgba_uv // -- Begin function Subsample_Lanczos_rgb0_rgba_uv
.visible .entry Subsample_Lanczos_rgb0_rgba_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_rgba_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_rgba // -- Begin function Subsample_Lanczos_bgr0_rgba
.visible .entry Subsample_Lanczos_bgr0_rgba(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_rgba_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_rgba
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<89>;
	.reg .f32 	%f<272>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgr0_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgr0_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB402_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgr0_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB402_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f265, 0f3F800000;
	mov.f32 	%f264, %f265;
	@%p3 bra 	$L__BB402_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f264, %f68, %f9;
$L__BB402_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB402_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f265, %f73, %f13;
$L__BB402_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f267, 0f3F800000;
	mov.f32 	%f266, %f267;
	@%p5 bra 	$L__BB402_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f266, %f78, %f17;
$L__BB402_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB402_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f267, %f83, %f21;
$L__BB402_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f269, 0f3F800000;
	mov.f32 	%f268, %f269;
	@%p7 bra 	$L__BB402_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f268, %f91, %f29;
$L__BB402_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB402_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f269, %f96, %f33;
$L__BB402_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f271, 0f3F800000;
	mov.f32 	%f270, %f271;
	@%p9 bra 	$L__BB402_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f270, %f101, %f37;
$L__BB402_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgr0_rgba_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB402_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f271, %f106, %f41;
$L__BB402_18:
	add.f32 	%f139, %f264, %f265;
	add.f32 	%f140, %f139, %f266;
	add.f32 	%f141, %f140, %f267;
	div.rn.f32 	%f142, %f267, %f141;
	div.rn.f32 	%f143, %f266, %f141;
	div.rn.f32 	%f144, %f265, %f141;
	div.rn.f32 	%f145, %f264, %f141;
	add.f32 	%f146, %f268, %f269;
	add.f32 	%f147, %f146, %f270;
	add.f32 	%f148, %f147, %f271;
	div.rn.f32 	%f149, %f268, %f148;
	div.rn.f32 	%f150, %f269, %f148;
	div.rn.f32 	%f151, %f270, %f148;
	div.rn.f32 	%f152, %f271, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	mov.b32 	%f155, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f156, %r25;
	mov.b32 	%f157, %r24;
	mov.b32 	%f158, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f159, %r29;
	mov.b32 	%f160, %r28;
	mov.b32 	%f161, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f162, %r33;
	mov.b32 	%f163, %r32;
	mov.b32 	%f164, %r31;
	mul.f32 	%f165, %f144, %f158;
	mul.f32 	%f166, %f144, %f157;
	mul.f32 	%f167, %f144, %f156;
	fma.rn.f32 	%f168, %f145, %f155, %f165;
	fma.rn.f32 	%f169, %f145, %f154, %f166;
	fma.rn.f32 	%f170, %f145, %f153, %f167;
	fma.rn.f32 	%f171, %f143, %f161, %f168;
	fma.rn.f32 	%f172, %f143, %f160, %f169;
	fma.rn.f32 	%f173, %f143, %f159, %f170;
	fma.rn.f32 	%f174, %f142, %f164, %f171;
	fma.rn.f32 	%f175, %f142, %f163, %f172;
	fma.rn.f32 	%f176, %f142, %f162, %f173;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f177, %r37;
	mov.b32 	%f178, %r36;
	mov.b32 	%f179, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f180, %r41;
	mov.b32 	%f181, %r40;
	mov.b32 	%f182, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f183, %r45;
	mov.b32 	%f184, %r44;
	mov.b32 	%f185, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f186, %r49;
	mov.b32 	%f187, %r48;
	mov.b32 	%f188, %r47;
	mul.f32 	%f189, %f144, %f182;
	mul.f32 	%f190, %f144, %f181;
	mul.f32 	%f191, %f144, %f180;
	fma.rn.f32 	%f192, %f145, %f179, %f189;
	fma.rn.f32 	%f193, %f145, %f178, %f190;
	fma.rn.f32 	%f194, %f145, %f177, %f191;
	fma.rn.f32 	%f195, %f143, %f185, %f192;
	fma.rn.f32 	%f196, %f143, %f184, %f193;
	fma.rn.f32 	%f197, %f143, %f183, %f194;
	fma.rn.f32 	%f198, %f142, %f188, %f195;
	fma.rn.f32 	%f199, %f142, %f187, %f196;
	fma.rn.f32 	%f200, %f142, %f186, %f197;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f201, %r53;
	mov.b32 	%f202, %r52;
	mov.b32 	%f203, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f204, %r57;
	mov.b32 	%f205, %r56;
	mov.b32 	%f206, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f207, %r61;
	mov.b32 	%f208, %r60;
	mov.b32 	%f209, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f210, %r65;
	mov.b32 	%f211, %r64;
	mov.b32 	%f212, %r63;
	mul.f32 	%f213, %f144, %f206;
	mul.f32 	%f214, %f144, %f205;
	mul.f32 	%f215, %f144, %f204;
	fma.rn.f32 	%f216, %f145, %f203, %f213;
	fma.rn.f32 	%f217, %f145, %f202, %f214;
	fma.rn.f32 	%f218, %f145, %f201, %f215;
	fma.rn.f32 	%f219, %f143, %f209, %f216;
	fma.rn.f32 	%f220, %f143, %f208, %f217;
	fma.rn.f32 	%f221, %f143, %f207, %f218;
	fma.rn.f32 	%f222, %f142, %f212, %f219;
	fma.rn.f32 	%f223, %f142, %f211, %f220;
	fma.rn.f32 	%f224, %f142, %f210, %f221;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f225, %r69;
	mov.b32 	%f226, %r68;
	mov.b32 	%f227, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f228, %r73;
	mov.b32 	%f229, %r72;
	mov.b32 	%f230, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f231, %r77;
	mov.b32 	%f232, %r76;
	mov.b32 	%f233, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f234, %r81;
	mov.b32 	%f235, %r80;
	mov.b32 	%f236, %r79;
	mul.f32 	%f237, %f144, %f230;
	mul.f32 	%f238, %f144, %f229;
	mul.f32 	%f239, %f144, %f228;
	fma.rn.f32 	%f240, %f145, %f227, %f237;
	fma.rn.f32 	%f241, %f145, %f226, %f238;
	fma.rn.f32 	%f242, %f145, %f225, %f239;
	fma.rn.f32 	%f243, %f143, %f233, %f240;
	fma.rn.f32 	%f244, %f143, %f232, %f241;
	fma.rn.f32 	%f245, %f143, %f231, %f242;
	fma.rn.f32 	%f246, %f142, %f236, %f243;
	fma.rn.f32 	%f247, %f142, %f235, %f244;
	fma.rn.f32 	%f248, %f142, %f234, %f245;
	mul.f32 	%f249, %f150, %f198;
	mul.f32 	%f250, %f150, %f199;
	mul.f32 	%f251, %f150, %f200;
	fma.rn.f32 	%f252, %f149, %f174, %f249;
	fma.rn.f32 	%f253, %f149, %f175, %f250;
	fma.rn.f32 	%f254, %f149, %f176, %f251;
	fma.rn.f32 	%f255, %f151, %f222, %f252;
	fma.rn.f32 	%f256, %f151, %f223, %f253;
	fma.rn.f32 	%f257, %f151, %f224, %f254;
	fma.rn.f32 	%f258, %f152, %f246, %f255;
	fma.rn.f32 	%f259, %f152, %f247, %f256;
	fma.rn.f32 	%f260, %f152, %f248, %f257;
	mul.f32 	%f261, %f258, 0f437F0000;
	mul.f32 	%f262, %f259, 0f437F0000;
	mul.f32 	%f263, %f260, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f261;
	cvt.rzi.s16.f32 	%rs2, %f262;
	cvt.rzi.s16.f32 	%rs3, %f263;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs2;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs1;
	prmt.b32 	%r87, %r86, 65535, 0x3340U;
	prmt.b32 	%r88, %r85, %r87, 0x5410U;
	st.global.u32 	[%rd29], %r88;
$L__BB402_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_rgba_uv // -- Begin function Subsample_Lanczos_bgr0_rgba_uv
.visible .entry Subsample_Lanczos_bgr0_rgba_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_rgba_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_rgba // -- Begin function Subsample_Lanczos_rgba_rgba
.visible .entry Subsample_Lanczos_rgba_rgba(
	.param .align 8 .b8 Subsample_Lanczos_rgba_rgba_param_0[104]
)                                       // @Subsample_Lanczos_rgba_rgba
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgba_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgba_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB404_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgba_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB404_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB404_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB404_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB404_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB404_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB404_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB404_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB404_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB404_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB404_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB404_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB404_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB404_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB404_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB404_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgba_rgba_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB404_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB404_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB404_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_rgba_uv // -- Begin function Subsample_Lanczos_rgba_rgba_uv
.visible .entry Subsample_Lanczos_rgba_rgba_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgba_rgba_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgba_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_rgba // -- Begin function Subsample_Lanczos_bgra_rgba
.visible .entry Subsample_Lanczos_bgra_rgba(
	.param .align 8 .b8 Subsample_Lanczos_bgra_rgba_param_0[104]
)                                       // @Subsample_Lanczos_bgra_rgba
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgra_rgba_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgra_rgba_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB406_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgra_rgba_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB406_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB406_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB406_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB406_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB406_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB406_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB406_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB406_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB406_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB406_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB406_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB406_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB406_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB406_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB406_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgra_rgba_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB406_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB406_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB406_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_rgba_uv // -- Begin function Subsample_Lanczos_bgra_rgba_uv
.visible .entry Subsample_Lanczos_bgra_rgba_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgra_rgba_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgra_rgba_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_bgra // -- Begin function Subsample_Lanczos_rgb0_bgra
.visible .entry Subsample_Lanczos_rgb0_bgra(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_bgra_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_bgra
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<89>;
	.reg .f32 	%f<272>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgb0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgb0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB408_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgb0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB408_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f265, 0f3F800000;
	mov.f32 	%f264, %f265;
	@%p3 bra 	$L__BB408_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f264, %f68, %f9;
$L__BB408_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB408_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f265, %f73, %f13;
$L__BB408_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f267, 0f3F800000;
	mov.f32 	%f266, %f267;
	@%p5 bra 	$L__BB408_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f266, %f78, %f17;
$L__BB408_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB408_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f267, %f83, %f21;
$L__BB408_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f269, 0f3F800000;
	mov.f32 	%f268, %f269;
	@%p7 bra 	$L__BB408_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f268, %f91, %f29;
$L__BB408_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB408_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f269, %f96, %f33;
$L__BB408_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f271, 0f3F800000;
	mov.f32 	%f270, %f271;
	@%p9 bra 	$L__BB408_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f270, %f101, %f37;
$L__BB408_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgb0_bgra_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB408_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f271, %f106, %f41;
$L__BB408_18:
	add.f32 	%f139, %f264, %f265;
	add.f32 	%f140, %f139, %f266;
	add.f32 	%f141, %f140, %f267;
	div.rn.f32 	%f142, %f267, %f141;
	div.rn.f32 	%f143, %f266, %f141;
	div.rn.f32 	%f144, %f265, %f141;
	div.rn.f32 	%f145, %f264, %f141;
	add.f32 	%f146, %f268, %f269;
	add.f32 	%f147, %f146, %f270;
	add.f32 	%f148, %f147, %f271;
	div.rn.f32 	%f149, %f268, %f148;
	div.rn.f32 	%f150, %f269, %f148;
	div.rn.f32 	%f151, %f270, %f148;
	div.rn.f32 	%f152, %f271, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	mov.b32 	%f155, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f156, %r25;
	mov.b32 	%f157, %r24;
	mov.b32 	%f158, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f159, %r29;
	mov.b32 	%f160, %r28;
	mov.b32 	%f161, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f162, %r33;
	mov.b32 	%f163, %r32;
	mov.b32 	%f164, %r31;
	mul.f32 	%f165, %f144, %f158;
	mul.f32 	%f166, %f144, %f157;
	mul.f32 	%f167, %f144, %f156;
	fma.rn.f32 	%f168, %f145, %f155, %f165;
	fma.rn.f32 	%f169, %f145, %f154, %f166;
	fma.rn.f32 	%f170, %f145, %f153, %f167;
	fma.rn.f32 	%f171, %f143, %f161, %f168;
	fma.rn.f32 	%f172, %f143, %f160, %f169;
	fma.rn.f32 	%f173, %f143, %f159, %f170;
	fma.rn.f32 	%f174, %f142, %f164, %f171;
	fma.rn.f32 	%f175, %f142, %f163, %f172;
	fma.rn.f32 	%f176, %f142, %f162, %f173;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f177, %r37;
	mov.b32 	%f178, %r36;
	mov.b32 	%f179, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f180, %r41;
	mov.b32 	%f181, %r40;
	mov.b32 	%f182, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f183, %r45;
	mov.b32 	%f184, %r44;
	mov.b32 	%f185, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f186, %r49;
	mov.b32 	%f187, %r48;
	mov.b32 	%f188, %r47;
	mul.f32 	%f189, %f144, %f182;
	mul.f32 	%f190, %f144, %f181;
	mul.f32 	%f191, %f144, %f180;
	fma.rn.f32 	%f192, %f145, %f179, %f189;
	fma.rn.f32 	%f193, %f145, %f178, %f190;
	fma.rn.f32 	%f194, %f145, %f177, %f191;
	fma.rn.f32 	%f195, %f143, %f185, %f192;
	fma.rn.f32 	%f196, %f143, %f184, %f193;
	fma.rn.f32 	%f197, %f143, %f183, %f194;
	fma.rn.f32 	%f198, %f142, %f188, %f195;
	fma.rn.f32 	%f199, %f142, %f187, %f196;
	fma.rn.f32 	%f200, %f142, %f186, %f197;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f201, %r53;
	mov.b32 	%f202, %r52;
	mov.b32 	%f203, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f204, %r57;
	mov.b32 	%f205, %r56;
	mov.b32 	%f206, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f207, %r61;
	mov.b32 	%f208, %r60;
	mov.b32 	%f209, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f210, %r65;
	mov.b32 	%f211, %r64;
	mov.b32 	%f212, %r63;
	mul.f32 	%f213, %f144, %f206;
	mul.f32 	%f214, %f144, %f205;
	mul.f32 	%f215, %f144, %f204;
	fma.rn.f32 	%f216, %f145, %f203, %f213;
	fma.rn.f32 	%f217, %f145, %f202, %f214;
	fma.rn.f32 	%f218, %f145, %f201, %f215;
	fma.rn.f32 	%f219, %f143, %f209, %f216;
	fma.rn.f32 	%f220, %f143, %f208, %f217;
	fma.rn.f32 	%f221, %f143, %f207, %f218;
	fma.rn.f32 	%f222, %f142, %f212, %f219;
	fma.rn.f32 	%f223, %f142, %f211, %f220;
	fma.rn.f32 	%f224, %f142, %f210, %f221;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f225, %r69;
	mov.b32 	%f226, %r68;
	mov.b32 	%f227, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f228, %r73;
	mov.b32 	%f229, %r72;
	mov.b32 	%f230, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f231, %r77;
	mov.b32 	%f232, %r76;
	mov.b32 	%f233, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f234, %r81;
	mov.b32 	%f235, %r80;
	mov.b32 	%f236, %r79;
	mul.f32 	%f237, %f144, %f230;
	mul.f32 	%f238, %f144, %f229;
	mul.f32 	%f239, %f144, %f228;
	fma.rn.f32 	%f240, %f145, %f227, %f237;
	fma.rn.f32 	%f241, %f145, %f226, %f238;
	fma.rn.f32 	%f242, %f145, %f225, %f239;
	fma.rn.f32 	%f243, %f143, %f233, %f240;
	fma.rn.f32 	%f244, %f143, %f232, %f241;
	fma.rn.f32 	%f245, %f143, %f231, %f242;
	fma.rn.f32 	%f246, %f142, %f236, %f243;
	fma.rn.f32 	%f247, %f142, %f235, %f244;
	fma.rn.f32 	%f248, %f142, %f234, %f245;
	mul.f32 	%f249, %f150, %f198;
	mul.f32 	%f250, %f150, %f199;
	mul.f32 	%f251, %f150, %f200;
	fma.rn.f32 	%f252, %f149, %f174, %f249;
	fma.rn.f32 	%f253, %f149, %f175, %f250;
	fma.rn.f32 	%f254, %f149, %f176, %f251;
	fma.rn.f32 	%f255, %f151, %f222, %f252;
	fma.rn.f32 	%f256, %f151, %f223, %f253;
	fma.rn.f32 	%f257, %f151, %f224, %f254;
	fma.rn.f32 	%f258, %f152, %f246, %f255;
	fma.rn.f32 	%f259, %f152, %f247, %f256;
	fma.rn.f32 	%f260, %f152, %f248, %f257;
	mul.f32 	%f261, %f258, 0f437F0000;
	mul.f32 	%f262, %f259, 0f437F0000;
	mul.f32 	%f263, %f260, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f261;
	cvt.rzi.s16.f32 	%rs2, %f262;
	cvt.rzi.s16.f32 	%rs3, %f263;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs2;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs1;
	prmt.b32 	%r87, %r86, 65535, 0x3340U;
	prmt.b32 	%r88, %r85, %r87, 0x5410U;
	st.global.u32 	[%rd29], %r88;
$L__BB408_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgb0_bgra_uv // -- Begin function Subsample_Lanczos_rgb0_bgra_uv
.visible .entry Subsample_Lanczos_rgb0_bgra_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgb0_bgra_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgb0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_bgra // -- Begin function Subsample_Lanczos_bgr0_bgra
.visible .entry Subsample_Lanczos_bgr0_bgra(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_bgra_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_bgra
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<4>;
	.reg .b32 	%r<89>;
	.reg .f32 	%f<272>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgr0_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgr0_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB410_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgr0_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB410_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f265, 0f3F800000;
	mov.f32 	%f264, %f265;
	@%p3 bra 	$L__BB410_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f264, %f68, %f9;
$L__BB410_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB410_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f265, %f73, %f13;
$L__BB410_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f267, 0f3F800000;
	mov.f32 	%f266, %f267;
	@%p5 bra 	$L__BB410_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f266, %f78, %f17;
$L__BB410_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB410_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f267, %f83, %f21;
$L__BB410_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f269, 0f3F800000;
	mov.f32 	%f268, %f269;
	@%p7 bra 	$L__BB410_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f268, %f91, %f29;
$L__BB410_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB410_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f269, %f96, %f33;
$L__BB410_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f271, 0f3F800000;
	mov.f32 	%f270, %f271;
	@%p9 bra 	$L__BB410_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f270, %f101, %f37;
$L__BB410_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgr0_bgra_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB410_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f271, %f106, %f41;
$L__BB410_18:
	add.f32 	%f139, %f264, %f265;
	add.f32 	%f140, %f139, %f266;
	add.f32 	%f141, %f140, %f267;
	div.rn.f32 	%f142, %f267, %f141;
	div.rn.f32 	%f143, %f266, %f141;
	div.rn.f32 	%f144, %f265, %f141;
	div.rn.f32 	%f145, %f264, %f141;
	add.f32 	%f146, %f268, %f269;
	add.f32 	%f147, %f146, %f270;
	add.f32 	%f148, %f147, %f271;
	div.rn.f32 	%f149, %f268, %f148;
	div.rn.f32 	%f150, %f269, %f148;
	div.rn.f32 	%f151, %f270, %f148;
	div.rn.f32 	%f152, %f271, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r21;
	mov.b32 	%f154, %r20;
	mov.b32 	%f155, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f156, %r25;
	mov.b32 	%f157, %r24;
	mov.b32 	%f158, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f159, %r29;
	mov.b32 	%f160, %r28;
	mov.b32 	%f161, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f162, %r33;
	mov.b32 	%f163, %r32;
	mov.b32 	%f164, %r31;
	mul.f32 	%f165, %f144, %f158;
	mul.f32 	%f166, %f144, %f157;
	mul.f32 	%f167, %f144, %f156;
	fma.rn.f32 	%f168, %f145, %f155, %f165;
	fma.rn.f32 	%f169, %f145, %f154, %f166;
	fma.rn.f32 	%f170, %f145, %f153, %f167;
	fma.rn.f32 	%f171, %f143, %f161, %f168;
	fma.rn.f32 	%f172, %f143, %f160, %f169;
	fma.rn.f32 	%f173, %f143, %f159, %f170;
	fma.rn.f32 	%f174, %f142, %f164, %f171;
	fma.rn.f32 	%f175, %f142, %f163, %f172;
	fma.rn.f32 	%f176, %f142, %f162, %f173;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f177, %r37;
	mov.b32 	%f178, %r36;
	mov.b32 	%f179, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f180, %r41;
	mov.b32 	%f181, %r40;
	mov.b32 	%f182, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f183, %r45;
	mov.b32 	%f184, %r44;
	mov.b32 	%f185, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f186, %r49;
	mov.b32 	%f187, %r48;
	mov.b32 	%f188, %r47;
	mul.f32 	%f189, %f144, %f182;
	mul.f32 	%f190, %f144, %f181;
	mul.f32 	%f191, %f144, %f180;
	fma.rn.f32 	%f192, %f145, %f179, %f189;
	fma.rn.f32 	%f193, %f145, %f178, %f190;
	fma.rn.f32 	%f194, %f145, %f177, %f191;
	fma.rn.f32 	%f195, %f143, %f185, %f192;
	fma.rn.f32 	%f196, %f143, %f184, %f193;
	fma.rn.f32 	%f197, %f143, %f183, %f194;
	fma.rn.f32 	%f198, %f142, %f188, %f195;
	fma.rn.f32 	%f199, %f142, %f187, %f196;
	fma.rn.f32 	%f200, %f142, %f186, %f197;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f201, %r53;
	mov.b32 	%f202, %r52;
	mov.b32 	%f203, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f204, %r57;
	mov.b32 	%f205, %r56;
	mov.b32 	%f206, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f207, %r61;
	mov.b32 	%f208, %r60;
	mov.b32 	%f209, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f210, %r65;
	mov.b32 	%f211, %r64;
	mov.b32 	%f212, %r63;
	mul.f32 	%f213, %f144, %f206;
	mul.f32 	%f214, %f144, %f205;
	mul.f32 	%f215, %f144, %f204;
	fma.rn.f32 	%f216, %f145, %f203, %f213;
	fma.rn.f32 	%f217, %f145, %f202, %f214;
	fma.rn.f32 	%f218, %f145, %f201, %f215;
	fma.rn.f32 	%f219, %f143, %f209, %f216;
	fma.rn.f32 	%f220, %f143, %f208, %f217;
	fma.rn.f32 	%f221, %f143, %f207, %f218;
	fma.rn.f32 	%f222, %f142, %f212, %f219;
	fma.rn.f32 	%f223, %f142, %f211, %f220;
	fma.rn.f32 	%f224, %f142, %f210, %f221;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f225, %r69;
	mov.b32 	%f226, %r68;
	mov.b32 	%f227, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f228, %r73;
	mov.b32 	%f229, %r72;
	mov.b32 	%f230, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f231, %r77;
	mov.b32 	%f232, %r76;
	mov.b32 	%f233, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f234, %r81;
	mov.b32 	%f235, %r80;
	mov.b32 	%f236, %r79;
	mul.f32 	%f237, %f144, %f230;
	mul.f32 	%f238, %f144, %f229;
	mul.f32 	%f239, %f144, %f228;
	fma.rn.f32 	%f240, %f145, %f227, %f237;
	fma.rn.f32 	%f241, %f145, %f226, %f238;
	fma.rn.f32 	%f242, %f145, %f225, %f239;
	fma.rn.f32 	%f243, %f143, %f233, %f240;
	fma.rn.f32 	%f244, %f143, %f232, %f241;
	fma.rn.f32 	%f245, %f143, %f231, %f242;
	fma.rn.f32 	%f246, %f142, %f236, %f243;
	fma.rn.f32 	%f247, %f142, %f235, %f244;
	fma.rn.f32 	%f248, %f142, %f234, %f245;
	mul.f32 	%f249, %f150, %f198;
	mul.f32 	%f250, %f150, %f199;
	mul.f32 	%f251, %f150, %f200;
	fma.rn.f32 	%f252, %f149, %f174, %f249;
	fma.rn.f32 	%f253, %f149, %f175, %f250;
	fma.rn.f32 	%f254, %f149, %f176, %f251;
	fma.rn.f32 	%f255, %f151, %f222, %f252;
	fma.rn.f32 	%f256, %f151, %f223, %f253;
	fma.rn.f32 	%f257, %f151, %f224, %f254;
	fma.rn.f32 	%f258, %f152, %f246, %f255;
	fma.rn.f32 	%f259, %f152, %f247, %f256;
	fma.rn.f32 	%f260, %f152, %f248, %f257;
	mul.f32 	%f261, %f258, 0f437F0000;
	mul.f32 	%f262, %f259, 0f437F0000;
	mul.f32 	%f263, %f260, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f261;
	cvt.rzi.s16.f32 	%rs2, %f262;
	cvt.rzi.s16.f32 	%rs3, %f263;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs2;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs3;
	prmt.b32 	%r87, %r86, 65535, 0x3340U;
	prmt.b32 	%r88, %r85, %r87, 0x5410U;
	st.global.u32 	[%rd29], %r88;
$L__BB410_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgr0_bgra_uv // -- Begin function Subsample_Lanczos_bgr0_bgra_uv
.visible .entry Subsample_Lanczos_bgr0_bgra_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgr0_bgra_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgr0_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_bgra // -- Begin function Subsample_Lanczos_rgba_bgra
.visible .entry Subsample_Lanczos_rgba_bgra(
	.param .align 8 .b8 Subsample_Lanczos_rgba_bgra_param_0[104]
)                                       // @Subsample_Lanczos_rgba_bgra
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_rgba_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_rgba_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB412_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_rgba_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB412_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB412_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB412_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB412_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB412_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB412_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB412_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB412_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB412_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB412_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB412_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB412_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB412_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB412_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB412_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_rgba_bgra_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB412_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB412_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs1;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs3;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB412_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_rgba_bgra_uv // -- Begin function Subsample_Lanczos_rgba_bgra_uv
.visible .entry Subsample_Lanczos_rgba_bgra_uv(
	.param .align 8 .b8 Subsample_Lanczos_rgba_bgra_uv_param_0[104]
)                                       // @Subsample_Lanczos_rgba_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_bgra // -- Begin function Subsample_Lanczos_bgra_bgra
.visible .entry Subsample_Lanczos_bgra_bgra(
	.param .align 8 .b8 Subsample_Lanczos_bgra_bgra_param_0[104]
)                                       // @Subsample_Lanczos_bgra_bgra
{
	.reg .pred 	%p<11>;
	.reg .b16 	%rs<5>;
	.reg .b32 	%r<90>;
	.reg .f32 	%f<309>;
	.reg .b64 	%rd<30>;

// %bb.0:
	ld.param.u64 	%rd5, [Subsample_Lanczos_bgra_bgra_param_0+32];
	cvta.to.global.u64 	%rd3, %rd5;
	// begin inline asm
	mov.u32 %r6, %ctaid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r7, %ctaid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r9, %ntid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r10, %ntid.y;
	// end inline asm
	// begin inline asm
	mov.u32 %r12, %tid.x;
	// end inline asm
	// begin inline asm
	mov.u32 %r13, %tid.y;
	// end inline asm
	mad.lo.s32 	%r2, %r10, %r7, %r13;
	ld.param.u32 	%r3, [Subsample_Lanczos_bgra_bgra_param_0+68];
	setp.ge.s32 	%p1, %r2, %r3;
	@%p1 bra 	$L__BB414_19;
// %bb.1:
	mov.b64 	%rd4, Subsample_Lanczos_bgra_bgra_param_0;
	mov.u64 	%rd1, %rd4;
	mad.lo.s32 	%r1, %r9, %r6, %r12;
	ld.param.u32 	%r4, [%rd1+64];
	setp.ge.s32 	%p2, %r1, %r4;
	@%p2 bra 	$L__BB414_19;
// %bb.2:
	ld.param.v2.u32 	{%r5, %r15}, [%rd1+72];
	ld.param.v2.u32 	{%r16, %r17}, [%rd1+80];
	ld.param.u32 	%r18, [%rd1+88];
	cvt.rn.f32.s32 	%f45, %r17;
	cvt.rn.f32.s32 	%f46, %r4;
	div.rn.f32 	%f47, %f45, %f46;
	cvt.rn.f32.s32 	%f48, %r18;
	cvt.rn.f32.s32 	%f49, %r3;
	div.rn.f32 	%f50, %f48, %f49;
	cvt.rn.f32.s32 	%f51, %r1;
	add.f32 	%f52, %f51, 0f3F000000;
	fma.rn.f32 	%f53, %f52, %f47, 0fBF000000;
	cvt.rn.f32.s32 	%f54, %r15;
	add.f32 	%f55, %f53, %f54;
	cvt.rn.f32.s32 	%f56, %r2;
	add.f32 	%f57, %f56, 0f3F000000;
	fma.rn.f32 	%f58, %f57, %f50, 0fBF000000;
	cvt.rn.f32.s32 	%f59, %r16;
	cvt.rmi.f32.f32 	%f109, %f55;
	sub.f32 	%f61, %f55, %f109;
	add.f32 	%f62, %f61, 0f3F800000;
	mul.f32 	%f4, %f62, 0f40490FDB;
	mul.f32 	%f5, %f61, 0f40490FDB;
	add.f32 	%f63, %f61, 0fBF800000;
	setp.eq.f32 	%p3, %f4, 0f00000000;
	mov.f32 	%f302, 0f3F800000;
	mov.f32 	%f301, %f302;
	@%p3 bra 	$L__BB414_4;
// %bb.3:
	mul.f32 	%f8, %f4, 0f3F000000;
	mul.f32 	%f65, %f4, %f4;
	mul.f32 	%f9, %f65, 0f3F000000;
	sin.approx.f32 	%f66, %f4;
	sin.approx.f32 	%f67, %f8;
	mul.f32 	%f68, %f66, %f67;
	div.rn.f32 	%f301, %f68, %f9;
$L__BB414_4:
	add.f32 	%f60, %f58, %f59;
	add.f32 	%f64, %f61, 0fC0000000;
	mul.f32 	%f6, %f63, 0f40490FDB;
	setp.eq.f32 	%p4, %f5, 0f00000000;
	@%p4 bra 	$L__BB414_6;
// %bb.5:
	mul.f32 	%f12, %f5, 0f3F000000;
	mul.f32 	%f70, %f5, %f5;
	mul.f32 	%f13, %f70, 0f3F000000;
	sin.approx.f32 	%f71, %f5;
	sin.approx.f32 	%f72, %f12;
	mul.f32 	%f73, %f71, %f72;
	div.rn.f32 	%f302, %f73, %f13;
$L__BB414_6:
	cvt.rmi.f32.f32 	%f116, %f60;
	mul.f32 	%f7, %f64, 0f40490FDB;
	setp.eq.f32 	%p5, %f6, 0f00000000;
	mov.f32 	%f304, 0f3F800000;
	mov.f32 	%f303, %f304;
	@%p5 bra 	$L__BB414_8;
// %bb.7:
	mul.f32 	%f16, %f6, 0f3F000000;
	mul.f32 	%f75, %f6, %f6;
	mul.f32 	%f17, %f75, 0f3F000000;
	sin.approx.f32 	%f76, %f6;
	sin.approx.f32 	%f77, %f16;
	mul.f32 	%f78, %f76, %f77;
	div.rn.f32 	%f303, %f78, %f17;
$L__BB414_8:
	sub.f32 	%f3, %f60, %f116;
	setp.eq.f32 	%p6, %f7, 0f00000000;
	@%p6 bra 	$L__BB414_10;
// %bb.9:
	mul.f32 	%f20, %f7, 0f3F000000;
	mul.f32 	%f80, %f7, %f7;
	mul.f32 	%f21, %f80, 0f3F000000;
	sin.approx.f32 	%f81, %f7;
	sin.approx.f32 	%f82, %f20;
	mul.f32 	%f83, %f81, %f82;
	div.rn.f32 	%f304, %f83, %f21;
$L__BB414_10:
	add.f32 	%f85, %f3, 0f3F800000;
	mul.f32 	%f24, %f85, 0f40490FDB;
	mul.f32 	%f25, %f3, 0f40490FDB;
	add.f32 	%f86, %f3, 0fBF800000;
	setp.eq.f32 	%p7, %f24, 0f00000000;
	mov.f32 	%f306, 0f3F800000;
	mov.f32 	%f305, %f306;
	@%p7 bra 	$L__BB414_12;
// %bb.11:
	mul.f32 	%f28, %f24, 0f3F000000;
	mul.f32 	%f88, %f24, %f24;
	mul.f32 	%f29, %f88, 0f3F000000;
	sin.approx.f32 	%f89, %f24;
	sin.approx.f32 	%f90, %f28;
	mul.f32 	%f91, %f89, %f90;
	div.rn.f32 	%f305, %f91, %f29;
$L__BB414_12:
	add.f32 	%f87, %f3, 0fC0000000;
	mul.f32 	%f26, %f86, 0f40490FDB;
	setp.eq.f32 	%p8, %f25, 0f00000000;
	@%p8 bra 	$L__BB414_14;
// %bb.13:
	mul.f32 	%f32, %f25, 0f3F000000;
	mul.f32 	%f93, %f25, %f25;
	mul.f32 	%f33, %f93, 0f3F000000;
	sin.approx.f32 	%f94, %f25;
	sin.approx.f32 	%f95, %f32;
	mul.f32 	%f96, %f94, %f95;
	div.rn.f32 	%f306, %f96, %f33;
$L__BB414_14:
	mul.f32 	%f27, %f87, 0f40490FDB;
	setp.eq.f32 	%p9, %f26, 0f00000000;
	mov.f32 	%f308, 0f3F800000;
	mov.f32 	%f307, %f308;
	@%p9 bra 	$L__BB414_16;
// %bb.15:
	mul.f32 	%f36, %f26, 0f3F000000;
	mul.f32 	%f98, %f26, %f26;
	mul.f32 	%f37, %f98, 0f3F000000;
	sin.approx.f32 	%f99, %f26;
	sin.approx.f32 	%f100, %f36;
	mul.f32 	%f101, %f99, %f100;
	div.rn.f32 	%f307, %f101, %f37;
$L__BB414_16:
	ld.param.u64 	%rd6, [Subsample_Lanczos_bgra_bgra_param_0];
	setp.eq.f32 	%p10, %f27, 0f00000000;
	@%p10 bra 	$L__BB414_18;
// %bb.17:
	mul.f32 	%f40, %f27, 0f3F000000;
	mul.f32 	%f103, %f27, %f27;
	mul.f32 	%f41, %f103, 0f3F000000;
	sin.approx.f32 	%f104, %f27;
	sin.approx.f32 	%f105, %f40;
	mul.f32 	%f106, %f104, %f105;
	div.rn.f32 	%f308, %f106, %f41;
$L__BB414_18:
	add.f32 	%f139, %f301, %f302;
	add.f32 	%f140, %f139, %f303;
	add.f32 	%f141, %f140, %f304;
	div.rn.f32 	%f142, %f304, %f141;
	div.rn.f32 	%f143, %f303, %f141;
	div.rn.f32 	%f144, %f302, %f141;
	div.rn.f32 	%f145, %f301, %f141;
	add.f32 	%f146, %f305, %f306;
	add.f32 	%f147, %f146, %f307;
	add.f32 	%f148, %f147, %f308;
	div.rn.f32 	%f149, %f305, %f148;
	div.rn.f32 	%f150, %f306, %f148;
	div.rn.f32 	%f151, %f307, %f148;
	div.rn.f32 	%f152, %f308, %f148;
	add.f32 	%f107, %f109, 0fBF800000;
	add.f32 	%f108, %f116, 0fBF800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r19, %r20, %r21, %r22}, [%rd6, {%f107, %f108}];
	// end inline asm
	mov.b32 	%f153, %r22;
	mov.b32 	%f154, %r21;
	mov.b32 	%f155, %r20;
	mov.b32 	%f156, %r19;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r23, %r24, %r25, %r26}, [%rd6, {%f109, %f108}];
	// end inline asm
	mov.b32 	%f157, %r26;
	mov.b32 	%f158, %r25;
	mov.b32 	%f159, %r24;
	mov.b32 	%f160, %r23;
	add.f32 	%f111, %f109, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r27, %r28, %r29, %r30}, [%rd6, {%f111, %f108}];
	// end inline asm
	mov.b32 	%f161, %r30;
	mov.b32 	%f162, %r29;
	mov.b32 	%f163, %r28;
	mov.b32 	%f164, %r27;
	add.f32 	%f113, %f109, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r31, %r32, %r33, %r34}, [%rd6, {%f113, %f108}];
	// end inline asm
	mov.b32 	%f165, %r34;
	mov.b32 	%f166, %r33;
	mov.b32 	%f167, %r32;
	mov.b32 	%f168, %r31;
	mul.f32 	%f169, %f144, %f160;
	mul.f32 	%f170, %f144, %f159;
	mul.f32 	%f171, %f144, %f158;
	mul.f32 	%f172, %f144, %f157;
	fma.rn.f32 	%f173, %f145, %f156, %f169;
	fma.rn.f32 	%f174, %f145, %f155, %f170;
	fma.rn.f32 	%f175, %f145, %f154, %f171;
	fma.rn.f32 	%f176, %f145, %f153, %f172;
	fma.rn.f32 	%f177, %f143, %f164, %f173;
	fma.rn.f32 	%f178, %f143, %f163, %f174;
	fma.rn.f32 	%f179, %f143, %f162, %f175;
	fma.rn.f32 	%f180, %f143, %f161, %f176;
	fma.rn.f32 	%f181, %f142, %f168, %f177;
	fma.rn.f32 	%f182, %f142, %f167, %f178;
	fma.rn.f32 	%f183, %f142, %f166, %f179;
	fma.rn.f32 	%f184, %f142, %f165, %f180;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r35, %r36, %r37, %r38}, [%rd6, {%f107, %f116}];
	// end inline asm
	mov.b32 	%f185, %r38;
	mov.b32 	%f186, %r37;
	mov.b32 	%f187, %r36;
	mov.b32 	%f188, %r35;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r39, %r40, %r41, %r42}, [%rd6, {%f109, %f116}];
	// end inline asm
	mov.b32 	%f189, %r42;
	mov.b32 	%f190, %r41;
	mov.b32 	%f191, %r40;
	mov.b32 	%f192, %r39;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r43, %r44, %r45, %r46}, [%rd6, {%f111, %f116}];
	// end inline asm
	mov.b32 	%f193, %r46;
	mov.b32 	%f194, %r45;
	mov.b32 	%f195, %r44;
	mov.b32 	%f196, %r43;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r47, %r48, %r49, %r50}, [%rd6, {%f113, %f116}];
	// end inline asm
	mov.b32 	%f197, %r50;
	mov.b32 	%f198, %r49;
	mov.b32 	%f199, %r48;
	mov.b32 	%f200, %r47;
	mul.f32 	%f201, %f144, %f192;
	mul.f32 	%f202, %f144, %f191;
	mul.f32 	%f203, %f144, %f190;
	mul.f32 	%f204, %f144, %f189;
	fma.rn.f32 	%f205, %f145, %f188, %f201;
	fma.rn.f32 	%f206, %f145, %f187, %f202;
	fma.rn.f32 	%f207, %f145, %f186, %f203;
	fma.rn.f32 	%f208, %f145, %f185, %f204;
	fma.rn.f32 	%f209, %f143, %f196, %f205;
	fma.rn.f32 	%f210, %f143, %f195, %f206;
	fma.rn.f32 	%f211, %f143, %f194, %f207;
	fma.rn.f32 	%f212, %f143, %f193, %f208;
	fma.rn.f32 	%f213, %f142, %f200, %f209;
	fma.rn.f32 	%f214, %f142, %f199, %f210;
	fma.rn.f32 	%f215, %f142, %f198, %f211;
	fma.rn.f32 	%f216, %f142, %f197, %f212;
	add.f32 	%f124, %f116, 0f3F800000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r51, %r52, %r53, %r54}, [%rd6, {%f107, %f124}];
	// end inline asm
	mov.b32 	%f217, %r54;
	mov.b32 	%f218, %r53;
	mov.b32 	%f219, %r52;
	mov.b32 	%f220, %r51;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r55, %r56, %r57, %r58}, [%rd6, {%f109, %f124}];
	// end inline asm
	mov.b32 	%f221, %r58;
	mov.b32 	%f222, %r57;
	mov.b32 	%f223, %r56;
	mov.b32 	%f224, %r55;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r59, %r60, %r61, %r62}, [%rd6, {%f111, %f124}];
	// end inline asm
	mov.b32 	%f225, %r62;
	mov.b32 	%f226, %r61;
	mov.b32 	%f227, %r60;
	mov.b32 	%f228, %r59;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r63, %r64, %r65, %r66}, [%rd6, {%f113, %f124}];
	// end inline asm
	mov.b32 	%f229, %r66;
	mov.b32 	%f230, %r65;
	mov.b32 	%f231, %r64;
	mov.b32 	%f232, %r63;
	mul.f32 	%f233, %f144, %f224;
	mul.f32 	%f234, %f144, %f223;
	mul.f32 	%f235, %f144, %f222;
	mul.f32 	%f236, %f144, %f221;
	fma.rn.f32 	%f237, %f145, %f220, %f233;
	fma.rn.f32 	%f238, %f145, %f219, %f234;
	fma.rn.f32 	%f239, %f145, %f218, %f235;
	fma.rn.f32 	%f240, %f145, %f217, %f236;
	fma.rn.f32 	%f241, %f143, %f228, %f237;
	fma.rn.f32 	%f242, %f143, %f227, %f238;
	fma.rn.f32 	%f243, %f143, %f226, %f239;
	fma.rn.f32 	%f244, %f143, %f225, %f240;
	fma.rn.f32 	%f245, %f142, %f232, %f241;
	fma.rn.f32 	%f246, %f142, %f231, %f242;
	fma.rn.f32 	%f247, %f142, %f230, %f243;
	fma.rn.f32 	%f248, %f142, %f229, %f244;
	add.f32 	%f132, %f116, 0f40000000;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r67, %r68, %r69, %r70}, [%rd6, {%f107, %f132}];
	// end inline asm
	mov.b32 	%f249, %r70;
	mov.b32 	%f250, %r69;
	mov.b32 	%f251, %r68;
	mov.b32 	%f252, %r67;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r71, %r72, %r73, %r74}, [%rd6, {%f109, %f132}];
	// end inline asm
	mov.b32 	%f253, %r74;
	mov.b32 	%f254, %r73;
	mov.b32 	%f255, %r72;
	mov.b32 	%f256, %r71;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r75, %r76, %r77, %r78}, [%rd6, {%f111, %f132}];
	// end inline asm
	mov.b32 	%f257, %r78;
	mov.b32 	%f258, %r77;
	mov.b32 	%f259, %r76;
	mov.b32 	%f260, %r75;
	// begin inline asm
	tex.2d.v4.f32.f32 {%r79, %r80, %r81, %r82}, [%rd6, {%f113, %f132}];
	// end inline asm
	mov.b32 	%f261, %r82;
	mov.b32 	%f262, %r81;
	mov.b32 	%f263, %r80;
	mov.b32 	%f264, %r79;
	mul.f32 	%f265, %f144, %f256;
	mul.f32 	%f266, %f144, %f255;
	mul.f32 	%f267, %f144, %f254;
	mul.f32 	%f268, %f144, %f253;
	fma.rn.f32 	%f269, %f145, %f252, %f265;
	fma.rn.f32 	%f270, %f145, %f251, %f266;
	fma.rn.f32 	%f271, %f145, %f250, %f267;
	fma.rn.f32 	%f272, %f145, %f249, %f268;
	fma.rn.f32 	%f273, %f143, %f260, %f269;
	fma.rn.f32 	%f274, %f143, %f259, %f270;
	fma.rn.f32 	%f275, %f143, %f258, %f271;
	fma.rn.f32 	%f276, %f143, %f257, %f272;
	fma.rn.f32 	%f277, %f142, %f264, %f273;
	fma.rn.f32 	%f278, %f142, %f263, %f274;
	fma.rn.f32 	%f279, %f142, %f262, %f275;
	fma.rn.f32 	%f280, %f142, %f261, %f276;
	mul.f32 	%f281, %f150, %f213;
	mul.f32 	%f282, %f150, %f214;
	mul.f32 	%f283, %f150, %f215;
	mul.f32 	%f284, %f150, %f216;
	fma.rn.f32 	%f285, %f149, %f181, %f281;
	fma.rn.f32 	%f286, %f149, %f182, %f282;
	fma.rn.f32 	%f287, %f149, %f183, %f283;
	fma.rn.f32 	%f288, %f149, %f184, %f284;
	fma.rn.f32 	%f289, %f151, %f245, %f285;
	fma.rn.f32 	%f290, %f151, %f246, %f286;
	fma.rn.f32 	%f291, %f151, %f247, %f287;
	fma.rn.f32 	%f292, %f151, %f248, %f288;
	fma.rn.f32 	%f293, %f152, %f277, %f289;
	fma.rn.f32 	%f294, %f152, %f278, %f290;
	fma.rn.f32 	%f295, %f152, %f279, %f291;
	fma.rn.f32 	%f296, %f152, %f280, %f292;
	mul.f32 	%f297, %f293, 0f437F0000;
	mul.f32 	%f298, %f294, 0f437F0000;
	mul.f32 	%f299, %f295, 0f437F0000;
	mul.f32 	%f300, %f296, 0f437F0000;
	cvt.rzi.s16.f32 	%rs1, %f297;
	cvt.rzi.s16.f32 	%rs2, %f298;
	cvt.rzi.s16.f32 	%rs3, %f299;
	cvt.rzi.s16.f32 	%rs4, %f300;
	cvt.s64.s32 	%rd22, %r2;
	cvt.s64.s32 	%rd23, %r5;
	shr.u64 	%rd24, %rd23, 2;
	mul.lo.s64 	%rd25, %rd24, %rd22;
	shl.b64 	%rd26, %rd25, 2;
	add.s64 	%rd27, %rd3, %rd26;
	mul.wide.s32 	%rd28, %r1, 4;
	add.s64 	%rd29, %rd27, %rd28;
	cvt.u32.u16 	%r83, %rs4;
	cvt.u32.u16 	%r84, %rs3;
	prmt.b32 	%r85, %r84, %r83, 0x3340U;
	cvt.u32.u16 	%r86, %rs2;
	cvt.u32.u16 	%r87, %rs1;
	prmt.b32 	%r88, %r87, %r86, 0x3340U;
	prmt.b32 	%r89, %r88, %r85, 0x5410U;
	st.global.u32 	[%rd29], %r89;
$L__BB414_19:
	ret;
                                        // -- End function
}
	// .globl	Subsample_Lanczos_bgra_bgra_uv // -- Begin function Subsample_Lanczos_bgra_bgra_uv
.visible .entry Subsample_Lanczos_bgra_bgra_uv(
	.param .align 8 .b8 Subsample_Lanczos_bgra_bgra_uv_param_0[104]
)                                       // @Subsample_Lanczos_bgra_bgra_uv
{
	.reg .b32 	%r<10>;

// %bb.0:
	ret;
                                        // -- End function
}
  ELFA        ¾            Àg)      -(     Y @ 8  @ ë  .shstrtab .strtab .symtab .symtab_shndx .note.nv.tkinfo .note.nv.cuinfo .nv.info .text.Subsample_Lanczos_bgra_bgra_uv .nv.info.Subsample_Lanczos_bgra_bgra_uv .nv.shared.Subsample_Lanczos_bgra_bgra_uv .nv.constant0.Subsample_Lanczos_bgra_bgra_uv .rel.nv.constant0.Subsample_Lanczos_bgra_bgra_uv .text.Subsample_Lanczos_bgra_bgra .nv.info.Subsample_Lanczos_bgra_bgra .nv.shared.Subsample_Lanczos_bgra_bgra .nv.constant0.Subsample_Lanczos_bgra_bgra .rel.nv.constant0.Subsample_Lanczos_bgra_bgra .text.Subsample_Lanczos_rgba_bgra_uv .nv.info.Subsample_Lanczos_rgba_bgra_uv .nv.shared.Subsample_Lanczos_rgba_bgra_uv .nv.constant0.Subsample_Lanczos_rgba_bgra_uv .rel.nv.constant0.Subsample_Lanczos_rgba_bgra_uv .text.Subsample_Lanczos_rgba_bgra .nv.info.Subsample_Lanczos_rgba_bgra .nv.shared.Subsample_Lanczos_rgba_bgra .nv.constant0.Subsample_Lanczos_rgba_bgra .rel.nv.constant0.Subsample_Lanczos_rgba_bgra .text.Subsample_Lanczos_bgr0_bgra_uv .nv.info.Subsample_Lanczos_bgr0_bgra_uv .nv.shared.Subsample_Lanczos_bgr0_bgra_uv .nv.constant0.Subsample_Lanczos_bgr0_bgra_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_bgra_uv .text.Subsample_Lanczos_bgr0_bgra .nv.info.Subsample_Lanczos_bgr0_bgra .nv.shared.Subsample_Lanczos_bgr0_bgra .nv.constant0.Subsample_Lanczos_bgr0_bgra .rel.nv.constant0.Subsample_Lanczos_bgr0_bgra .text.Subsample_Lanczos_rgb0_bgra_uv .nv.info.Subsample_Lanczos_rgb0_bgra_uv .nv.shared.Subsample_Lanczos_rgb0_bgra_uv .nv.constant0.Subsample_Lanczos_rgb0_bgra_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_bgra_uv .text.Subsample_Lanczos_rgb0_bgra .nv.info.Subsample_Lanczos_rgb0_bgra .nv.shared.Subsample_Lanczos_rgb0_bgra .nv.constant0.Subsample_Lanczos_rgb0_bgra .rel.nv.constant0.Subsample_Lanczos_rgb0_bgra .text.Subsample_Lanczos_bgra_rgba_uv .nv.info.Subsample_Lanczos_bgra_rgba_uv .nv.shared.Subsample_Lanczos_bgra_rgba_uv .nv.constant0.Subsample_Lanczos_bgra_rgba_uv .rel.nv.constant0.Subsample_Lanczos_bgra_rgba_uv .text.Subsample_Lanczos_bgra_rgba .nv.info.Subsample_Lanczos_bgra_rgba .nv.shared.Subsample_Lanczos_bgra_rgba .nv.constant0.Subsample_Lanczos_bgra_rgba .rel.nv.constant0.Subsample_Lanczos_bgra_rgba .text.Subsample_Lanczos_rgba_rgba_uv .nv.info.Subsample_Lanczos_rgba_rgba_uv .nv.shared.Subsample_Lanczos_rgba_rgba_uv .nv.constant0.Subsample_Lanczos_rgba_rgba_uv .rel.nv.constant0.Subsample_Lanczos_rgba_rgba_uv .text.Subsample_Lanczos_rgba_rgba .nv.info.Subsample_Lanczos_rgba_rgba .nv.shared.Subsample_Lanczos_rgba_rgba .nv.constant0.Subsample_Lanczos_rgba_rgba .rel.nv.constant0.Subsample_Lanczos_rgba_rgba .text.Subsample_Lanczos_bgr0_rgba_uv .nv.info.Subsample_Lanczos_bgr0_rgba_uv .nv.shared.Subsample_Lanczos_bgr0_rgba_uv .nv.constant0.Subsample_Lanczos_bgr0_rgba_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_rgba_uv .text.Subsample_Lanczos_bgr0_rgba .nv.info.Subsample_Lanczos_bgr0_rgba .nv.shared.Subsample_Lanczos_bgr0_rgba .nv.constant0.Subsample_Lanczos_bgr0_rgba .rel.nv.constant0.Subsample_Lanczos_bgr0_rgba .text.Subsample_Lanczos_rgb0_rgba_uv .nv.info.Subsample_Lanczos_rgb0_rgba_uv .nv.shared.Subsample_Lanczos_rgb0_rgba_uv .nv.constant0.Subsample_Lanczos_rgb0_rgba_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_rgba_uv .text.Subsample_Lanczos_rgb0_rgba .nv.info.Subsample_Lanczos_rgb0_rgba .nv.shared.Subsample_Lanczos_rgb0_rgba .nv.constant0.Subsample_Lanczos_rgb0_rgba .rel.nv.constant0.Subsample_Lanczos_rgb0_rgba .text.Subsample_Lanczos_bgra_bgr0_uv .nv.info.Subsample_Lanczos_bgra_bgr0_uv .nv.shared.Subsample_Lanczos_bgra_bgr0_uv .nv.constant0.Subsample_Lanczos_bgra_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_bgra_bgr0_uv .text.Subsample_Lanczos_bgra_bgr0 .nv.info.Subsample_Lanczos_bgra_bgr0 .nv.shared.Subsample_Lanczos_bgra_bgr0 .nv.constant0.Subsample_Lanczos_bgra_bgr0 .rel.nv.constant0.Subsample_Lanczos_bgra_bgr0 .text.Subsample_Lanczos_rgba_bgr0_uv .nv.info.Subsample_Lanczos_rgba_bgr0_uv .nv.shared.Subsample_Lanczos_rgba_bgr0_uv .nv.constant0.Subsample_Lanczos_rgba_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_rgba_bgr0_uv .text.Subsample_Lanczos_rgba_bgr0 .nv.info.Subsample_Lanczos_rgba_bgr0 .nv.shared.Subsample_Lanczos_rgba_bgr0 .nv.constant0.Subsample_Lanczos_rgba_bgr0 .rel.nv.constant0.Subsample_Lanczos_rgba_bgr0 .text.Subsample_Lanczos_bgr0_bgr0_uv .nv.info.Subsample_Lanczos_bgr0_bgr0_uv .nv.shared.Subsample_Lanczos_bgr0_bgr0_uv .nv.constant0.Subsample_Lanczos_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_bgr0_uv .text.Subsample_Lanczos_bgr0_bgr0 .nv.info.Subsample_Lanczos_bgr0_bgr0 .nv.shared.Subsample_Lanczos_bgr0_bgr0 .nv.constant0.Subsample_Lanczos_bgr0_bgr0 .rel.nv.constant0.Subsample_Lanczos_bgr0_bgr0 .text.Subsample_Lanczos_rgb0_bgr0_uv .nv.info.Subsample_Lanczos_rgb0_bgr0_uv .nv.shared.Subsample_Lanczos_rgb0_bgr0_uv .nv.constant0.Subsample_Lanczos_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_bgr0_uv .text.Subsample_Lanczos_rgb0_bgr0 .nv.info.Subsample_Lanczos_rgb0_bgr0 .nv.shared.Subsample_Lanczos_rgb0_bgr0 .nv.constant0.Subsample_Lanczos_rgb0_bgr0 .rel.nv.constant0.Subsample_Lanczos_rgb0_bgr0 .text.Subsample_Lanczos_bgra_rgb0_uv .nv.info.Subsample_Lanczos_bgra_rgb0_uv .nv.shared.Subsample_Lanczos_bgra_rgb0_uv .nv.constant0.Subsample_Lanczos_bgra_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_bgra_rgb0_uv .text.Subsample_Lanczos_bgra_rgb0 .nv.info.Subsample_Lanczos_bgra_rgb0 .nv.shared.Subsample_Lanczos_bgra_rgb0 .nv.constant0.Subsample_Lanczos_bgra_rgb0 .rel.nv.constant0.Subsample_Lanczos_bgra_rgb0 .text.Subsample_Lanczos_rgba_rgb0_uv .nv.info.Subsample_Lanczos_rgba_rgb0_uv .nv.shared.Subsample_Lanczos_rgba_rgb0_uv .nv.constant0.Subsample_Lanczos_rgba_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_rgba_rgb0_uv .text.Subsample_Lanczos_rgba_rgb0 .nv.info.Subsample_Lanczos_rgba_rgb0 .nv.shared.Subsample_Lanczos_rgba_rgb0 .nv.constant0.Subsample_Lanczos_rgba_rgb0 .rel.nv.constant0.Subsample_Lanczos_rgba_rgb0 .text.Subsample_Lanczos_bgr0_rgb0_uv .nv.info.Subsample_Lanczos_bgr0_rgb0_uv .nv.shared.Subsample_Lanczos_bgr0_rgb0_uv .nv.constant0.Subsample_Lanczos_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_rgb0_uv .text.Subsample_Lanczos_bgr0_rgb0 .nv.info.Subsample_Lanczos_bgr0_rgb0 .nv.shared.Subsample_Lanczos_bgr0_rgb0 .nv.constant0.Subsample_Lanczos_bgr0_rgb0 .rel.nv.constant0.Subsample_Lanczos_bgr0_rgb0 .text.Subsample_Lanczos_rgb0_rgb0_uv .nv.info.Subsample_Lanczos_rgb0_rgb0_uv .nv.shared.Subsample_Lanczos_rgb0_rgb0_uv .nv.constant0.Subsample_Lanczos_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_rgb0_uv .text.Subsample_Lanczos_rgb0_rgb0 .nv.info.Subsample_Lanczos_rgb0_rgb0 .nv.shared.Subsample_Lanczos_rgb0_rgb0 .nv.constant0.Subsample_Lanczos_rgb0_rgb0 .rel.nv.constant0.Subsample_Lanczos_rgb0_rgb0 .text.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16_uv .text.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16 .text.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16_uv .text.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16 .text.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16_uv .text.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16 .text.Subsample_Lanczos_planar16_semiplanar16_uv .nv.info.Subsample_Lanczos_planar16_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar16_uv .text.Subsample_Lanczos_planar16_semiplanar16 .nv.info.Subsample_Lanczos_planar16_semiplanar16 .nv.shared.Subsample_Lanczos_planar16_semiplanar16 .nv.constant0.Subsample_Lanczos_planar16_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar16 .text.Subsample_Lanczos_planar10_semiplanar16_uv .nv.info.Subsample_Lanczos_planar10_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar16_uv .text.Subsample_Lanczos_planar10_semiplanar16 .nv.info.Subsample_Lanczos_planar10_semiplanar16 .nv.shared.Subsample_Lanczos_planar10_semiplanar16 .nv.constant0.Subsample_Lanczos_planar10_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar16 .text.Subsample_Lanczos_planar8_semiplanar16_uv .nv.info.Subsample_Lanczos_planar8_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar16_uv .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar16_uv .text.Subsample_Lanczos_planar8_semiplanar16 .nv.info.Subsample_Lanczos_planar8_semiplanar16 .nv.shared.Subsample_Lanczos_planar8_semiplanar16 .nv.constant0.Subsample_Lanczos_planar8_semiplanar16 .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar16 .text.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10_uv .text.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10 .text.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10_uv .text.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10 .text.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10_uv .text.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10 .text.Subsample_Lanczos_planar16_semiplanar10_uv .nv.info.Subsample_Lanczos_planar16_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar10_uv .text.Subsample_Lanczos_planar16_semiplanar10 .nv.info.Subsample_Lanczos_planar16_semiplanar10 .nv.shared.Subsample_Lanczos_planar16_semiplanar10 .nv.constant0.Subsample_Lanczos_planar16_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar10 .text.Subsample_Lanczos_planar10_semiplanar10_uv .nv.info.Subsample_Lanczos_planar10_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar10_uv .text.Subsample_Lanczos_planar10_semiplanar10 .nv.info.Subsample_Lanczos_planar10_semiplanar10 .nv.shared.Subsample_Lanczos_planar10_semiplanar10 .nv.constant0.Subsample_Lanczos_planar10_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar10 .text.Subsample_Lanczos_planar8_semiplanar10_uv .nv.info.Subsample_Lanczos_planar8_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar10_uv .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar10_uv .text.Subsample_Lanczos_planar8_semiplanar10 .nv.info.Subsample_Lanczos_planar8_semiplanar10 .nv.shared.Subsample_Lanczos_planar8_semiplanar10 .nv.constant0.Subsample_Lanczos_planar8_semiplanar10 .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar10 .text.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8_uv .text.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8 .text.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8_uv .text.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8 .text.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8_uv .text.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8 .text.Subsample_Lanczos_planar16_semiplanar8_uv .nv.info.Subsample_Lanczos_planar16_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar8_uv .text.Subsample_Lanczos_planar16_semiplanar8 .nv.info.Subsample_Lanczos_planar16_semiplanar8 .nv.shared.Subsample_Lanczos_planar16_semiplanar8 .nv.constant0.Subsample_Lanczos_planar16_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar8 .text.Subsample_Lanczos_planar10_semiplanar8_uv .nv.info.Subsample_Lanczos_planar10_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar8_uv .text.Subsample_Lanczos_planar10_semiplanar8 .nv.info.Subsample_Lanczos_planar10_semiplanar8 .nv.shared.Subsample_Lanczos_planar10_semiplanar8 .nv.constant0.Subsample_Lanczos_planar10_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar8 .text.Subsample_Lanczos_planar8_semiplanar8_uv .nv.info.Subsample_Lanczos_planar8_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar8_uv .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar8_uv .text.Subsample_Lanczos_planar8_semiplanar8 .nv.info.Subsample_Lanczos_planar8_semiplanar8 .nv.shared.Subsample_Lanczos_planar8_semiplanar8 .nv.constant0.Subsample_Lanczos_planar8_semiplanar8 .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar8 .text.Subsample_Lanczos_semiplanar16_planar16_uv .nv.info.Subsample_Lanczos_semiplanar16_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar16_uv .text.Subsample_Lanczos_semiplanar16_planar16 .nv.info.Subsample_Lanczos_semiplanar16_planar16 .nv.shared.Subsample_Lanczos_semiplanar16_planar16 .nv.constant0.Subsample_Lanczos_semiplanar16_planar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar16 .text.Subsample_Lanczos_semiplanar10_planar16_uv .nv.info.Subsample_Lanczos_semiplanar10_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar16_uv .text.Subsample_Lanczos_semiplanar10_planar16 .nv.info.Subsample_Lanczos_semiplanar10_planar16 .nv.shared.Subsample_Lanczos_semiplanar10_planar16 .nv.constant0.Subsample_Lanczos_semiplanar10_planar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar16 .text.Subsample_Lanczos_semiplanar8_planar16_uv .nv.info.Subsample_Lanczos_semiplanar8_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar16_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar16_uv .text.Subsample_Lanczos_semiplanar8_planar16 .nv.info.Subsample_Lanczos_semiplanar8_planar16 .nv.shared.Subsample_Lanczos_semiplanar8_planar16 .nv.constant0.Subsample_Lanczos_semiplanar8_planar16 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar16 .text.Subsample_Lanczos_planar16_planar16_uv .nv.info.Subsample_Lanczos_planar16_planar16_uv .nv.shared.Subsample_Lanczos_planar16_planar16_uv .nv.constant0.Subsample_Lanczos_planar16_planar16_uv .rel.nv.constant0.Subsample_Lanczos_planar16_planar16_uv .text.Subsample_Lanczos_planar16_planar16 .nv.info.Subsample_Lanczos_planar16_planar16 .nv.shared.Subsample_Lanczos_planar16_planar16 .nv.constant0.Subsample_Lanczos_planar16_planar16 .rel.nv.constant0.Subsample_Lanczos_planar16_planar16 .text.Subsample_Lanczos_planar10_planar16_uv .nv.info.Subsample_Lanczos_planar10_planar16_uv .nv.shared.Subsample_Lanczos_planar10_planar16_uv .nv.constant0.Subsample_Lanczos_planar10_planar16_uv .rel.nv.constant0.Subsample_Lanczos_planar10_planar16_uv .text.Subsample_Lanczos_planar10_planar16 .nv.info.Subsample_Lanczos_planar10_planar16 .nv.shared.Subsample_Lanczos_planar10_planar16 .nv.constant0.Subsample_Lanczos_planar10_planar16 .rel.nv.constant0.Subsample_Lanczos_planar10_planar16 .text.Subsample_Lanczos_planar8_planar16_uv .nv.info.Subsample_Lanczos_planar8_planar16_uv .nv.shared.Subsample_Lanczos_planar8_planar16_uv .nv.constant0.Subsample_Lanczos_planar8_planar16_uv .rel.nv.constant0.Subsample_Lanczos_planar8_planar16_uv .text.Subsample_Lanczos_planar8_planar16 .nv.info.Subsample_Lanczos_planar8_planar16 .nv.shared.Subsample_Lanczos_planar8_planar16 .nv.constant0.Subsample_Lanczos_planar8_planar16 .rel.nv.constant0.Subsample_Lanczos_planar8_planar16 .text.Subsample_Lanczos_semiplanar16_planar10_uv .nv.info.Subsample_Lanczos_semiplanar16_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar10_uv .text.Subsample_Lanczos_semiplanar16_planar10 .nv.info.Subsample_Lanczos_semiplanar16_planar10 .nv.shared.Subsample_Lanczos_semiplanar16_planar10 .nv.constant0.Subsample_Lanczos_semiplanar16_planar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar10 .text.Subsample_Lanczos_semiplanar10_planar10_uv .nv.info.Subsample_Lanczos_semiplanar10_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar10_uv .text.Subsample_Lanczos_semiplanar10_planar10 .nv.info.Subsample_Lanczos_semiplanar10_planar10 .nv.shared.Subsample_Lanczos_semiplanar10_planar10 .nv.constant0.Subsample_Lanczos_semiplanar10_planar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar10 .text.Subsample_Lanczos_semiplanar8_planar10_uv .nv.info.Subsample_Lanczos_semiplanar8_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar10_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar10_uv .text.Subsample_Lanczos_semiplanar8_planar10 .nv.info.Subsample_Lanczos_semiplanar8_planar10 .nv.shared.Subsample_Lanczos_semiplanar8_planar10 .nv.constant0.Subsample_Lanczos_semiplanar8_planar10 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar10 .text.Subsample_Lanczos_planar16_planar10_uv .nv.info.Subsample_Lanczos_planar16_planar10_uv .nv.shared.Subsample_Lanczos_planar16_planar10_uv .nv.constant0.Subsample_Lanczos_planar16_planar10_uv .rel.nv.constant0.Subsample_Lanczos_planar16_planar10_uv .text.Subsample_Lanczos_planar16_planar10 .nv.info.Subsample_Lanczos_planar16_planar10 .nv.shared.Subsample_Lanczos_planar16_planar10 .nv.constant0.Subsample_Lanczos_planar16_planar10 .rel.nv.constant0.Subsample_Lanczos_planar16_planar10 .text.Subsample_Lanczos_planar10_planar10_uv .nv.info.Subsample_Lanczos_planar10_planar10_uv .nv.shared.Subsample_Lanczos_planar10_planar10_uv .nv.constant0.Subsample_Lanczos_planar10_planar10_uv .rel.nv.constant0.Subsample_Lanczos_planar10_planar10_uv .text.Subsample_Lanczos_planar10_planar10 .nv.info.Subsample_Lanczos_planar10_planar10 .nv.shared.Subsample_Lanczos_planar10_planar10 .nv.constant0.Subsample_Lanczos_planar10_planar10 .rel.nv.constant0.Subsample_Lanczos_planar10_planar10 .text.Subsample_Lanczos_planar8_planar10_uv .nv.info.Subsample_Lanczos_planar8_planar10_uv .nv.shared.Subsample_Lanczos_planar8_planar10_uv .nv.constant0.Subsample_Lanczos_planar8_planar10_uv .rel.nv.constant0.Subsample_Lanczos_planar8_planar10_uv .text.Subsample_Lanczos_planar8_planar10 .nv.info.Subsample_Lanczos_planar8_planar10 .nv.shared.Subsample_Lanczos_planar8_planar10 .nv.constant0.Subsample_Lanczos_planar8_planar10 .rel.nv.constant0.Subsample_Lanczos_planar8_planar10 .text.Subsample_Lanczos_semiplanar16_planar8_uv .nv.info.Subsample_Lanczos_semiplanar16_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar8_uv .text.Subsample_Lanczos_semiplanar16_planar8 .nv.info.Subsample_Lanczos_semiplanar16_planar8 .nv.shared.Subsample_Lanczos_semiplanar16_planar8 .nv.constant0.Subsample_Lanczos_semiplanar16_planar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar8 .text.Subsample_Lanczos_semiplanar10_planar8_uv .nv.info.Subsample_Lanczos_semiplanar10_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar8_uv .text.Subsample_Lanczos_semiplanar10_planar8 .nv.info.Subsample_Lanczos_semiplanar10_planar8 .nv.shared.Subsample_Lanczos_semiplanar10_planar8 .nv.constant0.Subsample_Lanczos_semiplanar10_planar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar8 .text.Subsample_Lanczos_semiplanar8_planar8_uv .nv.info.Subsample_Lanczos_semiplanar8_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar8_uv .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar8_uv .text.Subsample_Lanczos_semiplanar8_planar8 .nv.info.Subsample_Lanczos_semiplanar8_planar8 .nv.shared.Subsample_Lanczos_semiplanar8_planar8 .nv.constant0.Subsample_Lanczos_semiplanar8_planar8 .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar8 .text.Subsample_Lanczos_planar16_planar8_uv .nv.info.Subsample_Lanczos_planar16_planar8_uv .nv.shared.Subsample_Lanczos_planar16_planar8_uv .nv.constant0.Subsample_Lanczos_planar16_planar8_uv .rel.nv.constant0.Subsample_Lanczos_planar16_planar8_uv .text.Subsample_Lanczos_planar16_planar8 .nv.info.Subsample_Lanczos_planar16_planar8 .nv.shared.Subsample_Lanczos_planar16_planar8 .nv.constant0.Subsample_Lanczos_planar16_planar8 .rel.nv.constant0.Subsample_Lanczos_planar16_planar8 .text.Subsample_Lanczos_planar10_planar8_uv .nv.info.Subsample_Lanczos_planar10_planar8_uv .nv.shared.Subsample_Lanczos_planar10_planar8_uv .nv.constant0.Subsample_Lanczos_planar10_planar8_uv .rel.nv.constant0.Subsample_Lanczos_planar10_planar8_uv .text.Subsample_Lanczos_planar10_planar8 .nv.info.Subsample_Lanczos_planar10_planar8 .nv.shared.Subsample_Lanczos_planar10_planar8 .nv.constant0.Subsample_Lanczos_planar10_planar8 .rel.nv.constant0.Subsample_Lanczos_planar10_planar8 .text.Subsample_Lanczos_planar8_planar8_uv .nv.info.Subsample_Lanczos_planar8_planar8_uv .nv.shared.Subsample_Lanczos_planar8_planar8_uv .nv.constant0.Subsample_Lanczos_planar8_planar8_uv .rel.nv.constant0.Subsample_Lanczos_planar8_planar8_uv .text.Subsample_Lanczos_planar8_planar8 .nv.info.Subsample_Lanczos_planar8_planar8 .nv.shared.Subsample_Lanczos_planar8_planar8 .nv.constant0.Subsample_Lanczos_planar8_planar8 .rel.nv.constant0.Subsample_Lanczos_planar8_planar8 .text.Subsample_Bicubic_bgra_bgra_uv .nv.info.Subsample_Bicubic_bgra_bgra_uv .nv.shared.Subsample_Bicubic_bgra_bgra_uv .nv.constant0.Subsample_Bicubic_bgra_bgra_uv .rel.nv.constant0.Subsample_Bicubic_bgra_bgra_uv .text.Subsample_Bicubic_bgra_bgra .nv.info.Subsample_Bicubic_bgra_bgra .nv.shared.Subsample_Bicubic_bgra_bgra .nv.constant0.Subsample_Bicubic_bgra_bgra .rel.nv.constant0.Subsample_Bicubic_bgra_bgra .text.Subsample_Bicubic_rgba_bgra_uv .nv.info.Subsample_Bicubic_rgba_bgra_uv .nv.shared.Subsample_Bicubic_rgba_bgra_uv .nv.constant0.Subsample_Bicubic_rgba_bgra_uv .rel.nv.constant0.Subsample_Bicubic_rgba_bgra_uv .text.Subsample_Bicubic_rgba_bgra .nv.info.Subsample_Bicubic_rgba_bgra .nv.shared.Subsample_Bicubic_rgba_bgra .nv.constant0.Subsample_Bicubic_rgba_bgra .rel.nv.constant0.Subsample_Bicubic_rgba_bgra .text.Subsample_Bicubic_bgr0_bgra_uv .nv.info.Subsample_Bicubic_bgr0_bgra_uv .nv.shared.Subsample_Bicubic_bgr0_bgra_uv .nv.constant0.Subsample_Bicubic_bgr0_bgra_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_bgra_uv .text.Subsample_Bicubic_bgr0_bgra .nv.info.Subsample_Bicubic_bgr0_bgra .nv.shared.Subsample_Bicubic_bgr0_bgra .nv.constant0.Subsample_Bicubic_bgr0_bgra .rel.nv.constant0.Subsample_Bicubic_bgr0_bgra .text.Subsample_Bicubic_rgb0_bgra_uv .nv.info.Subsample_Bicubic_rgb0_bgra_uv .nv.shared.Subsample_Bicubic_rgb0_bgra_uv .nv.constant0.Subsample_Bicubic_rgb0_bgra_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_bgra_uv .text.Subsample_Bicubic_rgb0_bgra .nv.info.Subsample_Bicubic_rgb0_bgra .nv.shared.Subsample_Bicubic_rgb0_bgra .nv.constant0.Subsample_Bicubic_rgb0_bgra .rel.nv.constant0.Subsample_Bicubic_rgb0_bgra .text.Subsample_Bicubic_bgra_rgba_uv .nv.info.Subsample_Bicubic_bgra_rgba_uv .nv.shared.Subsample_Bicubic_bgra_rgba_uv .nv.constant0.Subsample_Bicubic_bgra_rgba_uv .rel.nv.constant0.Subsample_Bicubic_bgra_rgba_uv .text.Subsample_Bicubic_bgra_rgba .nv.info.Subsample_Bicubic_bgra_rgba .nv.shared.Subsample_Bicubic_bgra_rgba .nv.constant0.Subsample_Bicubic_bgra_rgba .rel.nv.constant0.Subsample_Bicubic_bgra_rgba .text.Subsample_Bicubic_rgba_rgba_uv .nv.info.Subsample_Bicubic_rgba_rgba_uv .nv.shared.Subsample_Bicubic_rgba_rgba_uv .nv.constant0.Subsample_Bicubic_rgba_rgba_uv .rel.nv.constant0.Subsample_Bicubic_rgba_rgba_uv .text.Subsample_Bicubic_rgba_rgba .nv.info.Subsample_Bicubic_rgba_rgba .nv.shared.Subsample_Bicubic_rgba_rgba .nv.constant0.Subsample_Bicubic_rgba_rgba .rel.nv.constant0.Subsample_Bicubic_rgba_rgba .text.Subsample_Bicubic_bgr0_rgba_uv .nv.info.Subsample_Bicubic_bgr0_rgba_uv .nv.shared.Subsample_Bicubic_bgr0_rgba_uv .nv.constant0.Subsample_Bicubic_bgr0_rgba_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_rgba_uv .text.Subsample_Bicubic_bgr0_rgba .nv.info.Subsample_Bicubic_bgr0_rgba .nv.shared.Subsample_Bicubic_bgr0_rgba .nv.constant0.Subsample_Bicubic_bgr0_rgba .rel.nv.constant0.Subsample_Bicubic_bgr0_rgba .text.Subsample_Bicubic_rgb0_rgba_uv .nv.info.Subsample_Bicubic_rgb0_rgba_uv .nv.shared.Subsample_Bicubic_rgb0_rgba_uv .nv.constant0.Subsample_Bicubic_rgb0_rgba_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_rgba_uv .text.Subsample_Bicubic_rgb0_rgba .nv.info.Subsample_Bicubic_rgb0_rgba .nv.shared.Subsample_Bicubic_rgb0_rgba .nv.constant0.Subsample_Bicubic_rgb0_rgba .rel.nv.constant0.Subsample_Bicubic_rgb0_rgba .text.Subsample_Bicubic_bgra_bgr0_uv .nv.info.Subsample_Bicubic_bgra_bgr0_uv .nv.shared.Subsample_Bicubic_bgra_bgr0_uv .nv.constant0.Subsample_Bicubic_bgra_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_bgra_bgr0_uv .text.Subsample_Bicubic_bgra_bgr0 .nv.info.Subsample_Bicubic_bgra_bgr0 .nv.shared.Subsample_Bicubic_bgra_bgr0 .nv.constant0.Subsample_Bicubic_bgra_bgr0 .rel.nv.constant0.Subsample_Bicubic_bgra_bgr0 .text.Subsample_Bicubic_rgba_bgr0_uv .nv.info.Subsample_Bicubic_rgba_bgr0_uv .nv.shared.Subsample_Bicubic_rgba_bgr0_uv .nv.constant0.Subsample_Bicubic_rgba_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_rgba_bgr0_uv .text.Subsample_Bicubic_rgba_bgr0 .nv.info.Subsample_Bicubic_rgba_bgr0 .nv.shared.Subsample_Bicubic_rgba_bgr0 .nv.constant0.Subsample_Bicubic_rgba_bgr0 .rel.nv.constant0.Subsample_Bicubic_rgba_bgr0 .text.Subsample_Bicubic_bgr0_bgr0_uv .nv.info.Subsample_Bicubic_bgr0_bgr0_uv .nv.shared.Subsample_Bicubic_bgr0_bgr0_uv .nv.constant0.Subsample_Bicubic_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_bgr0_uv .text.Subsample_Bicubic_bgr0_bgr0 .nv.info.Subsample_Bicubic_bgr0_bgr0 .nv.shared.Subsample_Bicubic_bgr0_bgr0 .nv.constant0.Subsample_Bicubic_bgr0_bgr0 .rel.nv.constant0.Subsample_Bicubic_bgr0_bgr0 .text.Subsample_Bicubic_rgb0_bgr0_uv .nv.info.Subsample_Bicubic_rgb0_bgr0_uv .nv.shared.Subsample_Bicubic_rgb0_bgr0_uv .nv.constant0.Subsample_Bicubic_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_bgr0_uv .text.Subsample_Bicubic_rgb0_bgr0 .nv.info.Subsample_Bicubic_rgb0_bgr0 .nv.shared.Subsample_Bicubic_rgb0_bgr0 .nv.constant0.Subsample_Bicubic_rgb0_bgr0 .rel.nv.constant0.Subsample_Bicubic_rgb0_bgr0 .text.Subsample_Bicubic_bgra_rgb0_uv .nv.info.Subsample_Bicubic_bgra_rgb0_uv .nv.shared.Subsample_Bicubic_bgra_rgb0_uv .nv.constant0.Subsample_Bicubic_bgra_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_bgra_rgb0_uv .text.Subsample_Bicubic_bgra_rgb0 .nv.info.Subsample_Bicubic_bgra_rgb0 .nv.shared.Subsample_Bicubic_bgra_rgb0 .nv.constant0.Subsample_Bicubic_bgra_rgb0 .rel.nv.constant0.Subsample_Bicubic_bgra_rgb0 .text.Subsample_Bicubic_rgba_rgb0_uv .nv.info.Subsample_Bicubic_rgba_rgb0_uv .nv.shared.Subsample_Bicubic_rgba_rgb0_uv .nv.constant0.Subsample_Bicubic_rgba_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_rgba_rgb0_uv .text.Subsample_Bicubic_rgba_rgb0 .nv.info.Subsample_Bicubic_rgba_rgb0 .nv.shared.Subsample_Bicubic_rgba_rgb0 .nv.constant0.Subsample_Bicubic_rgba_rgb0 .rel.nv.constant0.Subsample_Bicubic_rgba_rgb0 .text.Subsample_Bicubic_bgr0_rgb0_uv .nv.info.Subsample_Bicubic_bgr0_rgb0_uv .nv.shared.Subsample_Bicubic_bgr0_rgb0_uv .nv.constant0.Subsample_Bicubic_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_rgb0_uv .text.Subsample_Bicubic_bgr0_rgb0 .nv.info.Subsample_Bicubic_bgr0_rgb0 .nv.shared.Subsample_Bicubic_bgr0_rgb0 .nv.constant0.Subsample_Bicubic_bgr0_rgb0 .rel.nv.constant0.Subsample_Bicubic_bgr0_rgb0 .text.Subsample_Bicubic_rgb0_rgb0_uv .nv.info.Subsample_Bicubic_rgb0_rgb0_uv .nv.shared.Subsample_Bicubic_rgb0_rgb0_uv .nv.constant0.Subsample_Bicubic_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_rgb0_uv .text.Subsample_Bicubic_rgb0_rgb0 .nv.info.Subsample_Bicubic_rgb0_rgb0 .nv.shared.Subsample_Bicubic_rgb0_rgb0 .nv.constant0.Subsample_Bicubic_rgb0_rgb0 .rel.nv.constant0.Subsample_Bicubic_rgb0_rgb0 .text.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16_uv .text.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16 .text.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16_uv .text.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16 .text.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16_uv .text.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16 .text.Subsample_Bicubic_planar16_semiplanar16_uv .nv.info.Subsample_Bicubic_planar16_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar16_uv .text.Subsample_Bicubic_planar16_semiplanar16 .nv.info.Subsample_Bicubic_planar16_semiplanar16 .nv.shared.Subsample_Bicubic_planar16_semiplanar16 .nv.constant0.Subsample_Bicubic_planar16_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar16 .text.Subsample_Bicubic_planar10_semiplanar16_uv .nv.info.Subsample_Bicubic_planar10_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar16_uv .text.Subsample_Bicubic_planar10_semiplanar16 .nv.info.Subsample_Bicubic_planar10_semiplanar16 .nv.shared.Subsample_Bicubic_planar10_semiplanar16 .nv.constant0.Subsample_Bicubic_planar10_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar16 .text.Subsample_Bicubic_planar8_semiplanar16_uv .nv.info.Subsample_Bicubic_planar8_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar16_uv .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar16_uv .text.Subsample_Bicubic_planar8_semiplanar16 .nv.info.Subsample_Bicubic_planar8_semiplanar16 .nv.shared.Subsample_Bicubic_planar8_semiplanar16 .nv.constant0.Subsample_Bicubic_planar8_semiplanar16 .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar16 .text.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10_uv .text.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10 .text.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10_uv .text.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10 .text.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10_uv .text.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10 .text.Subsample_Bicubic_planar16_semiplanar10_uv .nv.info.Subsample_Bicubic_planar16_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar10_uv .text.Subsample_Bicubic_planar16_semiplanar10 .nv.info.Subsample_Bicubic_planar16_semiplanar10 .nv.shared.Subsample_Bicubic_planar16_semiplanar10 .nv.constant0.Subsample_Bicubic_planar16_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar10 .text.Subsample_Bicubic_planar10_semiplanar10_uv .nv.info.Subsample_Bicubic_planar10_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar10_uv .text.Subsample_Bicubic_planar10_semiplanar10 .nv.info.Subsample_Bicubic_planar10_semiplanar10 .nv.shared.Subsample_Bicubic_planar10_semiplanar10 .nv.constant0.Subsample_Bicubic_planar10_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar10 .text.Subsample_Bicubic_planar8_semiplanar10_uv .nv.info.Subsample_Bicubic_planar8_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar10_uv .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar10_uv .text.Subsample_Bicubic_planar8_semiplanar10 .nv.info.Subsample_Bicubic_planar8_semiplanar10 .nv.shared.Subsample_Bicubic_planar8_semiplanar10 .nv.constant0.Subsample_Bicubic_planar8_semiplanar10 .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar10 .text.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8_uv .text.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8 .text.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8_uv .text.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8 .text.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8_uv .text.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8 .text.Subsample_Bicubic_planar16_semiplanar8_uv .nv.info.Subsample_Bicubic_planar16_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar8_uv .text.Subsample_Bicubic_planar16_semiplanar8 .nv.info.Subsample_Bicubic_planar16_semiplanar8 .nv.shared.Subsample_Bicubic_planar16_semiplanar8 .nv.constant0.Subsample_Bicubic_planar16_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar8 .text.Subsample_Bicubic_planar10_semiplanar8_uv .nv.info.Subsample_Bicubic_planar10_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar8_uv .text.Subsample_Bicubic_planar10_semiplanar8 .nv.info.Subsample_Bicubic_planar10_semiplanar8 .nv.shared.Subsample_Bicubic_planar10_semiplanar8 .nv.constant0.Subsample_Bicubic_planar10_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar8 .text.Subsample_Bicubic_planar8_semiplanar8_uv .nv.info.Subsample_Bicubic_planar8_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar8_uv .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar8_uv .text.Subsample_Bicubic_planar8_semiplanar8 .nv.info.Subsample_Bicubic_planar8_semiplanar8 .nv.shared.Subsample_Bicubic_planar8_semiplanar8 .nv.constant0.Subsample_Bicubic_planar8_semiplanar8 .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar8 .text.Subsample_Bicubic_semiplanar16_planar16_uv .nv.info.Subsample_Bicubic_semiplanar16_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar16_uv .text.Subsample_Bicubic_semiplanar16_planar16 .nv.info.Subsample_Bicubic_semiplanar16_planar16 .nv.shared.Subsample_Bicubic_semiplanar16_planar16 .nv.constant0.Subsample_Bicubic_semiplanar16_planar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar16 .text.Subsample_Bicubic_semiplanar10_planar16_uv .nv.info.Subsample_Bicubic_semiplanar10_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar16_uv .text.Subsample_Bicubic_semiplanar10_planar16 .nv.info.Subsample_Bicubic_semiplanar10_planar16 .nv.shared.Subsample_Bicubic_semiplanar10_planar16 .nv.constant0.Subsample_Bicubic_semiplanar10_planar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar16 .text.Subsample_Bicubic_semiplanar8_planar16_uv .nv.info.Subsample_Bicubic_semiplanar8_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar16_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar16_uv .text.Subsample_Bicubic_semiplanar8_planar16 .nv.info.Subsample_Bicubic_semiplanar8_planar16 .nv.shared.Subsample_Bicubic_semiplanar8_planar16 .nv.constant0.Subsample_Bicubic_semiplanar8_planar16 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar16 .text.Subsample_Bicubic_planar16_planar16_uv .nv.info.Subsample_Bicubic_planar16_planar16_uv .nv.shared.Subsample_Bicubic_planar16_planar16_uv .nv.constant0.Subsample_Bicubic_planar16_planar16_uv .rel.nv.constant0.Subsample_Bicubic_planar16_planar16_uv .text.Subsample_Bicubic_planar16_planar16 .nv.info.Subsample_Bicubic_planar16_planar16 .nv.shared.Subsample_Bicubic_planar16_planar16 .nv.constant0.Subsample_Bicubic_planar16_planar16 .rel.nv.constant0.Subsample_Bicubic_planar16_planar16 .text.Subsample_Bicubic_planar10_planar16_uv .nv.info.Subsample_Bicubic_planar10_planar16_uv .nv.shared.Subsample_Bicubic_planar10_planar16_uv .nv.constant0.Subsample_Bicubic_planar10_planar16_uv .rel.nv.constant0.Subsample_Bicubic_planar10_planar16_uv .text.Subsample_Bicubic_planar10_planar16 .nv.info.Subsample_Bicubic_planar10_planar16 .nv.shared.Subsample_Bicubic_planar10_planar16 .nv.constant0.Subsample_Bicubic_planar10_planar16 .rel.nv.constant0.Subsample_Bicubic_planar10_planar16 .text.Subsample_Bicubic_planar8_planar16_uv .nv.info.Subsample_Bicubic_planar8_planar16_uv .nv.shared.Subsample_Bicubic_planar8_planar16_uv .nv.constant0.Subsample_Bicubic_planar8_planar16_uv .rel.nv.constant0.Subsample_Bicubic_planar8_planar16_uv .text.Subsample_Bicubic_planar8_planar16 .nv.info.Subsample_Bicubic_planar8_planar16 .nv.shared.Subsample_Bicubic_planar8_planar16 .nv.constant0.Subsample_Bicubic_planar8_planar16 .rel.nv.constant0.Subsample_Bicubic_planar8_planar16 .text.Subsample_Bicubic_semiplanar16_planar10_uv .nv.info.Subsample_Bicubic_semiplanar16_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar10_uv .text.Subsample_Bicubic_semiplanar16_planar10 .nv.info.Subsample_Bicubic_semiplanar16_planar10 .nv.shared.Subsample_Bicubic_semiplanar16_planar10 .nv.constant0.Subsample_Bicubic_semiplanar16_planar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar10 .text.Subsample_Bicubic_semiplanar10_planar10_uv .nv.info.Subsample_Bicubic_semiplanar10_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar10_uv .text.Subsample_Bicubic_semiplanar10_planar10 .nv.info.Subsample_Bicubic_semiplanar10_planar10 .nv.shared.Subsample_Bicubic_semiplanar10_planar10 .nv.constant0.Subsample_Bicubic_semiplanar10_planar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar10 .text.Subsample_Bicubic_semiplanar8_planar10_uv .nv.info.Subsample_Bicubic_semiplanar8_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar10_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar10_uv .text.Subsample_Bicubic_semiplanar8_planar10 .nv.info.Subsample_Bicubic_semiplanar8_planar10 .nv.shared.Subsample_Bicubic_semiplanar8_planar10 .nv.constant0.Subsample_Bicubic_semiplanar8_planar10 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar10 .text.Subsample_Bicubic_planar16_planar10_uv .nv.info.Subsample_Bicubic_planar16_planar10_uv .nv.shared.Subsample_Bicubic_planar16_planar10_uv .nv.constant0.Subsample_Bicubic_planar16_planar10_uv .rel.nv.constant0.Subsample_Bicubic_planar16_planar10_uv .text.Subsample_Bicubic_planar16_planar10 .nv.info.Subsample_Bicubic_planar16_planar10 .nv.shared.Subsample_Bicubic_planar16_planar10 .nv.constant0.Subsample_Bicubic_planar16_planar10 .rel.nv.constant0.Subsample_Bicubic_planar16_planar10 .text.Subsample_Bicubic_planar10_planar10_uv .nv.info.Subsample_Bicubic_planar10_planar10_uv .nv.shared.Subsample_Bicubic_planar10_planar10_uv .nv.constant0.Subsample_Bicubic_planar10_planar10_uv .rel.nv.constant0.Subsample_Bicubic_planar10_planar10_uv .text.Subsample_Bicubic_planar10_planar10 .nv.info.Subsample_Bicubic_planar10_planar10 .nv.shared.Subsample_Bicubic_planar10_planar10 .nv.constant0.Subsample_Bicubic_planar10_planar10 .rel.nv.constant0.Subsample_Bicubic_planar10_planar10 .text.Subsample_Bicubic_planar8_planar10_uv .nv.info.Subsample_Bicubic_planar8_planar10_uv .nv.shared.Subsample_Bicubic_planar8_planar10_uv .nv.constant0.Subsample_Bicubic_planar8_planar10_uv .rel.nv.constant0.Subsample_Bicubic_planar8_planar10_uv .text.Subsample_Bicubic_planar8_planar10 .nv.info.Subsample_Bicubic_planar8_planar10 .nv.shared.Subsample_Bicubic_planar8_planar10 .nv.constant0.Subsample_Bicubic_planar8_planar10 .rel.nv.constant0.Subsample_Bicubic_planar8_planar10 .text.Subsample_Bicubic_semiplanar16_planar8_uv .nv.info.Subsample_Bicubic_semiplanar16_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar8_uv .text.Subsample_Bicubic_semiplanar16_planar8 .nv.info.Subsample_Bicubic_semiplanar16_planar8 .nv.shared.Subsample_Bicubic_semiplanar16_planar8 .nv.constant0.Subsample_Bicubic_semiplanar16_planar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar8 .text.Subsample_Bicubic_semiplanar10_planar8_uv .nv.info.Subsample_Bicubic_semiplanar10_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar8_uv .text.Subsample_Bicubic_semiplanar10_planar8 .nv.info.Subsample_Bicubic_semiplanar10_planar8 .nv.shared.Subsample_Bicubic_semiplanar10_planar8 .nv.constant0.Subsample_Bicubic_semiplanar10_planar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar8 .text.Subsample_Bicubic_semiplanar8_planar8_uv .nv.info.Subsample_Bicubic_semiplanar8_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar8_uv .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar8_uv .text.Subsample_Bicubic_semiplanar8_planar8 .nv.info.Subsample_Bicubic_semiplanar8_planar8 .nv.shared.Subsample_Bicubic_semiplanar8_planar8 .nv.constant0.Subsample_Bicubic_semiplanar8_planar8 .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar8 .text.Subsample_Bicubic_planar16_planar8_uv .nv.info.Subsample_Bicubic_planar16_planar8_uv .nv.shared.Subsample_Bicubic_planar16_planar8_uv .nv.constant0.Subsample_Bicubic_planar16_planar8_uv .rel.nv.constant0.Subsample_Bicubic_planar16_planar8_uv .text.Subsample_Bicubic_planar16_planar8 .nv.info.Subsample_Bicubic_planar16_planar8 .nv.shared.Subsample_Bicubic_planar16_planar8 .nv.constant0.Subsample_Bicubic_planar16_planar8 .rel.nv.constant0.Subsample_Bicubic_planar16_planar8 .text.Subsample_Bicubic_planar10_planar8_uv .nv.info.Subsample_Bicubic_planar10_planar8_uv .nv.shared.Subsample_Bicubic_planar10_planar8_uv .nv.constant0.Subsample_Bicubic_planar10_planar8_uv .rel.nv.constant0.Subsample_Bicubic_planar10_planar8_uv .text.Subsample_Bicubic_planar10_planar8 .nv.info.Subsample_Bicubic_planar10_planar8 .nv.shared.Subsample_Bicubic_planar10_planar8 .nv.constant0.Subsample_Bicubic_planar10_planar8 .rel.nv.constant0.Subsample_Bicubic_planar10_planar8 .text.Subsample_Bicubic_planar8_planar8_uv .nv.info.Subsample_Bicubic_planar8_planar8_uv .nv.shared.Subsample_Bicubic_planar8_planar8_uv .nv.constant0.Subsample_Bicubic_planar8_planar8_uv .rel.nv.constant0.Subsample_Bicubic_planar8_planar8_uv .text.Subsample_Bicubic_planar8_planar8 .nv.info.Subsample_Bicubic_planar8_planar8 .nv.shared.Subsample_Bicubic_planar8_planar8 .nv.constant0.Subsample_Bicubic_planar8_planar8 .rel.nv.constant0.Subsample_Bicubic_planar8_planar8 .text.Subsample_Bilinear_bgra_bgra_uv .nv.info.Subsample_Bilinear_bgra_bgra_uv .nv.shared.Subsample_Bilinear_bgra_bgra_uv .nv.constant0.Subsample_Bilinear_bgra_bgra_uv .rel.nv.constant0.Subsample_Bilinear_bgra_bgra_uv .text.Subsample_Bilinear_bgra_bgra .nv.info.Subsample_Bilinear_bgra_bgra .nv.shared.Subsample_Bilinear_bgra_bgra .nv.constant0.Subsample_Bilinear_bgra_bgra .rel.nv.constant0.Subsample_Bilinear_bgra_bgra .text.Subsample_Bilinear_rgba_bgra_uv .nv.info.Subsample_Bilinear_rgba_bgra_uv .nv.shared.Subsample_Bilinear_rgba_bgra_uv .nv.constant0.Subsample_Bilinear_rgba_bgra_uv .rel.nv.constant0.Subsample_Bilinear_rgba_bgra_uv .text.Subsample_Bilinear_rgba_bgra .nv.info.Subsample_Bilinear_rgba_bgra .nv.shared.Subsample_Bilinear_rgba_bgra .nv.constant0.Subsample_Bilinear_rgba_bgra .rel.nv.constant0.Subsample_Bilinear_rgba_bgra .text.Subsample_Bilinear_bgr0_bgra_uv .nv.info.Subsample_Bilinear_bgr0_bgra_uv .nv.shared.Subsample_Bilinear_bgr0_bgra_uv .nv.constant0.Subsample_Bilinear_bgr0_bgra_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_bgra_uv .text.Subsample_Bilinear_bgr0_bgra .nv.info.Subsample_Bilinear_bgr0_bgra .nv.shared.Subsample_Bilinear_bgr0_bgra .nv.constant0.Subsample_Bilinear_bgr0_bgra .rel.nv.constant0.Subsample_Bilinear_bgr0_bgra .text.Subsample_Bilinear_rgb0_bgra_uv .nv.info.Subsample_Bilinear_rgb0_bgra_uv .nv.shared.Subsample_Bilinear_rgb0_bgra_uv .nv.constant0.Subsample_Bilinear_rgb0_bgra_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_bgra_uv .text.Subsample_Bilinear_rgb0_bgra .nv.info.Subsample_Bilinear_rgb0_bgra .nv.shared.Subsample_Bilinear_rgb0_bgra .nv.constant0.Subsample_Bilinear_rgb0_bgra .rel.nv.constant0.Subsample_Bilinear_rgb0_bgra .text.Subsample_Bilinear_bgra_rgba_uv .nv.info.Subsample_Bilinear_bgra_rgba_uv .nv.shared.Subsample_Bilinear_bgra_rgba_uv .nv.constant0.Subsample_Bilinear_bgra_rgba_uv .rel.nv.constant0.Subsample_Bilinear_bgra_rgba_uv .text.Subsample_Bilinear_bgra_rgba .nv.info.Subsample_Bilinear_bgra_rgba .nv.shared.Subsample_Bilinear_bgra_rgba .nv.constant0.Subsample_Bilinear_bgra_rgba .rel.nv.constant0.Subsample_Bilinear_bgra_rgba .text.Subsample_Bilinear_rgba_rgba_uv .nv.info.Subsample_Bilinear_rgba_rgba_uv .nv.shared.Subsample_Bilinear_rgba_rgba_uv .nv.constant0.Subsample_Bilinear_rgba_rgba_uv .rel.nv.constant0.Subsample_Bilinear_rgba_rgba_uv .text.Subsample_Bilinear_rgba_rgba .nv.info.Subsample_Bilinear_rgba_rgba .nv.shared.Subsample_Bilinear_rgba_rgba .nv.constant0.Subsample_Bilinear_rgba_rgba .rel.nv.constant0.Subsample_Bilinear_rgba_rgba .text.Subsample_Bilinear_bgr0_rgba_uv .nv.info.Subsample_Bilinear_bgr0_rgba_uv .nv.shared.Subsample_Bilinear_bgr0_rgba_uv .nv.constant0.Subsample_Bilinear_bgr0_rgba_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_rgba_uv .text.Subsample_Bilinear_bgr0_rgba .nv.info.Subsample_Bilinear_bgr0_rgba .nv.shared.Subsample_Bilinear_bgr0_rgba .nv.constant0.Subsample_Bilinear_bgr0_rgba .rel.nv.constant0.Subsample_Bilinear_bgr0_rgba .text.Subsample_Bilinear_rgb0_rgba_uv .nv.info.Subsample_Bilinear_rgb0_rgba_uv .nv.shared.Subsample_Bilinear_rgb0_rgba_uv .nv.constant0.Subsample_Bilinear_rgb0_rgba_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_rgba_uv .text.Subsample_Bilinear_rgb0_rgba .nv.info.Subsample_Bilinear_rgb0_rgba .nv.shared.Subsample_Bilinear_rgb0_rgba .nv.constant0.Subsample_Bilinear_rgb0_rgba .rel.nv.constant0.Subsample_Bilinear_rgb0_rgba .text.Subsample_Bilinear_bgra_bgr0_uv .nv.info.Subsample_Bilinear_bgra_bgr0_uv .nv.shared.Subsample_Bilinear_bgra_bgr0_uv .nv.constant0.Subsample_Bilinear_bgra_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_bgra_bgr0_uv .text.Subsample_Bilinear_bgra_bgr0 .nv.info.Subsample_Bilinear_bgra_bgr0 .nv.shared.Subsample_Bilinear_bgra_bgr0 .nv.constant0.Subsample_Bilinear_bgra_bgr0 .rel.nv.constant0.Subsample_Bilinear_bgra_bgr0 .text.Subsample_Bilinear_rgba_bgr0_uv .nv.info.Subsample_Bilinear_rgba_bgr0_uv .nv.shared.Subsample_Bilinear_rgba_bgr0_uv .nv.constant0.Subsample_Bilinear_rgba_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_rgba_bgr0_uv .text.Subsample_Bilinear_rgba_bgr0 .nv.info.Subsample_Bilinear_rgba_bgr0 .nv.shared.Subsample_Bilinear_rgba_bgr0 .nv.constant0.Subsample_Bilinear_rgba_bgr0 .rel.nv.constant0.Subsample_Bilinear_rgba_bgr0 .text.Subsample_Bilinear_bgr0_bgr0_uv .nv.info.Subsample_Bilinear_bgr0_bgr0_uv .nv.shared.Subsample_Bilinear_bgr0_bgr0_uv .nv.constant0.Subsample_Bilinear_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_bgr0_uv .text.Subsample_Bilinear_bgr0_bgr0 .nv.info.Subsample_Bilinear_bgr0_bgr0 .nv.shared.Subsample_Bilinear_bgr0_bgr0 .nv.constant0.Subsample_Bilinear_bgr0_bgr0 .rel.nv.constant0.Subsample_Bilinear_bgr0_bgr0 .text.Subsample_Bilinear_rgb0_bgr0_uv .nv.info.Subsample_Bilinear_rgb0_bgr0_uv .nv.shared.Subsample_Bilinear_rgb0_bgr0_uv .nv.constant0.Subsample_Bilinear_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_bgr0_uv .text.Subsample_Bilinear_rgb0_bgr0 .nv.info.Subsample_Bilinear_rgb0_bgr0 .nv.shared.Subsample_Bilinear_rgb0_bgr0 .nv.constant0.Subsample_Bilinear_rgb0_bgr0 .rel.nv.constant0.Subsample_Bilinear_rgb0_bgr0 .text.Subsample_Bilinear_bgra_rgb0_uv .nv.info.Subsample_Bilinear_bgra_rgb0_uv .nv.shared.Subsample_Bilinear_bgra_rgb0_uv .nv.constant0.Subsample_Bilinear_bgra_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_bgra_rgb0_uv .text.Subsample_Bilinear_bgra_rgb0 .nv.info.Subsample_Bilinear_bgra_rgb0 .nv.shared.Subsample_Bilinear_bgra_rgb0 .nv.constant0.Subsample_Bilinear_bgra_rgb0 .rel.nv.constant0.Subsample_Bilinear_bgra_rgb0 .text.Subsample_Bilinear_rgba_rgb0_uv .nv.info.Subsample_Bilinear_rgba_rgb0_uv .nv.shared.Subsample_Bilinear_rgba_rgb0_uv .nv.constant0.Subsample_Bilinear_rgba_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_rgba_rgb0_uv .text.Subsample_Bilinear_rgba_rgb0 .nv.info.Subsample_Bilinear_rgba_rgb0 .nv.shared.Subsample_Bilinear_rgba_rgb0 .nv.constant0.Subsample_Bilinear_rgba_rgb0 .rel.nv.constant0.Subsample_Bilinear_rgba_rgb0 .text.Subsample_Bilinear_bgr0_rgb0_uv .nv.info.Subsample_Bilinear_bgr0_rgb0_uv .nv.shared.Subsample_Bilinear_bgr0_rgb0_uv .nv.constant0.Subsample_Bilinear_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_rgb0_uv .text.Subsample_Bilinear_bgr0_rgb0 .nv.info.Subsample_Bilinear_bgr0_rgb0 .nv.shared.Subsample_Bilinear_bgr0_rgb0 .nv.constant0.Subsample_Bilinear_bgr0_rgb0 .rel.nv.constant0.Subsample_Bilinear_bgr0_rgb0 .text.Subsample_Bilinear_rgb0_rgb0_uv .nv.info.Subsample_Bilinear_rgb0_rgb0_uv .nv.shared.Subsample_Bilinear_rgb0_rgb0_uv .nv.constant0.Subsample_Bilinear_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_rgb0_uv .text.Subsample_Bilinear_rgb0_rgb0 .nv.info.Subsample_Bilinear_rgb0_rgb0 .nv.shared.Subsample_Bilinear_rgb0_rgb0 .nv.constant0.Subsample_Bilinear_rgb0_rgb0 .rel.nv.constant0.Subsample_Bilinear_rgb0_rgb0 .text.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16_uv .text.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16 .text.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16_uv .text.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16 .text.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16_uv .text.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16 .text.Subsample_Bilinear_planar16_semiplanar16_uv .nv.info.Subsample_Bilinear_planar16_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar16_uv .text.Subsample_Bilinear_planar16_semiplanar16 .nv.info.Subsample_Bilinear_planar16_semiplanar16 .nv.shared.Subsample_Bilinear_planar16_semiplanar16 .nv.constant0.Subsample_Bilinear_planar16_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar16 .text.Subsample_Bilinear_planar10_semiplanar16_uv .nv.info.Subsample_Bilinear_planar10_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar16_uv .text.Subsample_Bilinear_planar10_semiplanar16 .nv.info.Subsample_Bilinear_planar10_semiplanar16 .nv.shared.Subsample_Bilinear_planar10_semiplanar16 .nv.constant0.Subsample_Bilinear_planar10_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar16 .text.Subsample_Bilinear_planar8_semiplanar16_uv .nv.info.Subsample_Bilinear_planar8_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar16_uv .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar16_uv .text.Subsample_Bilinear_planar8_semiplanar16 .nv.info.Subsample_Bilinear_planar8_semiplanar16 .nv.shared.Subsample_Bilinear_planar8_semiplanar16 .nv.constant0.Subsample_Bilinear_planar8_semiplanar16 .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar16 .text.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10_uv .text.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10 .text.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10_uv .text.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10 .text.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10_uv .text.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10 .text.Subsample_Bilinear_planar16_semiplanar10_uv .nv.info.Subsample_Bilinear_planar16_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar10_uv .text.Subsample_Bilinear_planar16_semiplanar10 .nv.info.Subsample_Bilinear_planar16_semiplanar10 .nv.shared.Subsample_Bilinear_planar16_semiplanar10 .nv.constant0.Subsample_Bilinear_planar16_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar10 .text.Subsample_Bilinear_planar10_semiplanar10_uv .nv.info.Subsample_Bilinear_planar10_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar10_uv .text.Subsample_Bilinear_planar10_semiplanar10 .nv.info.Subsample_Bilinear_planar10_semiplanar10 .nv.shared.Subsample_Bilinear_planar10_semiplanar10 .nv.constant0.Subsample_Bilinear_planar10_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar10 .text.Subsample_Bilinear_planar8_semiplanar10_uv .nv.info.Subsample_Bilinear_planar8_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar10_uv .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar10_uv .text.Subsample_Bilinear_planar8_semiplanar10 .nv.info.Subsample_Bilinear_planar8_semiplanar10 .nv.shared.Subsample_Bilinear_planar8_semiplanar10 .nv.constant0.Subsample_Bilinear_planar8_semiplanar10 .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar10 .text.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8_uv .text.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8 .text.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8_uv .text.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8 .text.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8_uv .text.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8 .text.Subsample_Bilinear_planar16_semiplanar8_uv .nv.info.Subsample_Bilinear_planar16_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar8_uv .text.Subsample_Bilinear_planar16_semiplanar8 .nv.info.Subsample_Bilinear_planar16_semiplanar8 .nv.shared.Subsample_Bilinear_planar16_semiplanar8 .nv.constant0.Subsample_Bilinear_planar16_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar8 .text.Subsample_Bilinear_planar10_semiplanar8_uv .nv.info.Subsample_Bilinear_planar10_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar8_uv .text.Subsample_Bilinear_planar10_semiplanar8 .nv.info.Subsample_Bilinear_planar10_semiplanar8 .nv.shared.Subsample_Bilinear_planar10_semiplanar8 .nv.constant0.Subsample_Bilinear_planar10_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar8 .text.Subsample_Bilinear_planar8_semiplanar8_uv .nv.info.Subsample_Bilinear_planar8_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar8_uv .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar8_uv .text.Subsample_Bilinear_planar8_semiplanar8 .nv.info.Subsample_Bilinear_planar8_semiplanar8 .nv.shared.Subsample_Bilinear_planar8_semiplanar8 .nv.constant0.Subsample_Bilinear_planar8_semiplanar8 .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar8 .text.Subsample_Bilinear_semiplanar16_planar16_uv .nv.info.Subsample_Bilinear_semiplanar16_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar16_uv .text.Subsample_Bilinear_semiplanar16_planar16 .nv.info.Subsample_Bilinear_semiplanar16_planar16 .nv.shared.Subsample_Bilinear_semiplanar16_planar16 .nv.constant0.Subsample_Bilinear_semiplanar16_planar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar16 .text.Subsample_Bilinear_semiplanar10_planar16_uv .nv.info.Subsample_Bilinear_semiplanar10_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar16_uv .text.Subsample_Bilinear_semiplanar10_planar16 .nv.info.Subsample_Bilinear_semiplanar10_planar16 .nv.shared.Subsample_Bilinear_semiplanar10_planar16 .nv.constant0.Subsample_Bilinear_semiplanar10_planar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar16 .text.Subsample_Bilinear_semiplanar8_planar16_uv .nv.info.Subsample_Bilinear_semiplanar8_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar16_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar16_uv .text.Subsample_Bilinear_semiplanar8_planar16 .nv.info.Subsample_Bilinear_semiplanar8_planar16 .nv.shared.Subsample_Bilinear_semiplanar8_planar16 .nv.constant0.Subsample_Bilinear_semiplanar8_planar16 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar16 .text.Subsample_Bilinear_planar16_planar16_uv .nv.info.Subsample_Bilinear_planar16_planar16_uv .nv.shared.Subsample_Bilinear_planar16_planar16_uv .nv.constant0.Subsample_Bilinear_planar16_planar16_uv .rel.nv.constant0.Subsample_Bilinear_planar16_planar16_uv .text.Subsample_Bilinear_planar16_planar16 .nv.info.Subsample_Bilinear_planar16_planar16 .nv.shared.Subsample_Bilinear_planar16_planar16 .nv.constant0.Subsample_Bilinear_planar16_planar16 .rel.nv.constant0.Subsample_Bilinear_planar16_planar16 .text.Subsample_Bilinear_planar10_planar16_uv .nv.info.Subsample_Bilinear_planar10_planar16_uv .nv.shared.Subsample_Bilinear_planar10_planar16_uv .nv.constant0.Subsample_Bilinear_planar10_planar16_uv .rel.nv.constant0.Subsample_Bilinear_planar10_planar16_uv .text.Subsample_Bilinear_planar10_planar16 .nv.info.Subsample_Bilinear_planar10_planar16 .nv.shared.Subsample_Bilinear_planar10_planar16 .nv.constant0.Subsample_Bilinear_planar10_planar16 .rel.nv.constant0.Subsample_Bilinear_planar10_planar16 .text.Subsample_Bilinear_planar8_planar16_uv .nv.info.Subsample_Bilinear_planar8_planar16_uv .nv.shared.Subsample_Bilinear_planar8_planar16_uv .nv.constant0.Subsample_Bilinear_planar8_planar16_uv .rel.nv.constant0.Subsample_Bilinear_planar8_planar16_uv .text.Subsample_Bilinear_planar8_planar16 .nv.info.Subsample_Bilinear_planar8_planar16 .nv.shared.Subsample_Bilinear_planar8_planar16 .nv.constant0.Subsample_Bilinear_planar8_planar16 .rel.nv.constant0.Subsample_Bilinear_planar8_planar16 .text.Subsample_Bilinear_semiplanar16_planar10_uv .nv.info.Subsample_Bilinear_semiplanar16_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar10_uv .text.Subsample_Bilinear_semiplanar16_planar10 .nv.info.Subsample_Bilinear_semiplanar16_planar10 .nv.shared.Subsample_Bilinear_semiplanar16_planar10 .nv.constant0.Subsample_Bilinear_semiplanar16_planar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar10 .text.Subsample_Bilinear_semiplanar10_planar10_uv .nv.info.Subsample_Bilinear_semiplanar10_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar10_uv .text.Subsample_Bilinear_semiplanar10_planar10 .nv.info.Subsample_Bilinear_semiplanar10_planar10 .nv.shared.Subsample_Bilinear_semiplanar10_planar10 .nv.constant0.Subsample_Bilinear_semiplanar10_planar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar10 .text.Subsample_Bilinear_semiplanar8_planar10_uv .nv.info.Subsample_Bilinear_semiplanar8_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar10_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar10_uv .text.Subsample_Bilinear_semiplanar8_planar10 .nv.info.Subsample_Bilinear_semiplanar8_planar10 .nv.shared.Subsample_Bilinear_semiplanar8_planar10 .nv.constant0.Subsample_Bilinear_semiplanar8_planar10 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar10 .text.Subsample_Bilinear_planar16_planar10_uv .nv.info.Subsample_Bilinear_planar16_planar10_uv .nv.shared.Subsample_Bilinear_planar16_planar10_uv .nv.constant0.Subsample_Bilinear_planar16_planar10_uv .rel.nv.constant0.Subsample_Bilinear_planar16_planar10_uv .text.Subsample_Bilinear_planar16_planar10 .nv.info.Subsample_Bilinear_planar16_planar10 .nv.shared.Subsample_Bilinear_planar16_planar10 .nv.constant0.Subsample_Bilinear_planar16_planar10 .rel.nv.constant0.Subsample_Bilinear_planar16_planar10 .text.Subsample_Bilinear_planar10_planar10_uv .nv.info.Subsample_Bilinear_planar10_planar10_uv .nv.shared.Subsample_Bilinear_planar10_planar10_uv .nv.constant0.Subsample_Bilinear_planar10_planar10_uv .rel.nv.constant0.Subsample_Bilinear_planar10_planar10_uv .text.Subsample_Bilinear_planar10_planar10 .nv.info.Subsample_Bilinear_planar10_planar10 .nv.shared.Subsample_Bilinear_planar10_planar10 .nv.constant0.Subsample_Bilinear_planar10_planar10 .rel.nv.constant0.Subsample_Bilinear_planar10_planar10 .text.Subsample_Bilinear_planar8_planar10_uv .nv.info.Subsample_Bilinear_planar8_planar10_uv .nv.shared.Subsample_Bilinear_planar8_planar10_uv .nv.constant0.Subsample_Bilinear_planar8_planar10_uv .rel.nv.constant0.Subsample_Bilinear_planar8_planar10_uv .text.Subsample_Bilinear_planar8_planar10 .nv.info.Subsample_Bilinear_planar8_planar10 .nv.shared.Subsample_Bilinear_planar8_planar10 .nv.constant0.Subsample_Bilinear_planar8_planar10 .rel.nv.constant0.Subsample_Bilinear_planar8_planar10 .text.Subsample_Bilinear_semiplanar16_planar8_uv .nv.info.Subsample_Bilinear_semiplanar16_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar8_uv .text.Subsample_Bilinear_semiplanar16_planar8 .nv.info.Subsample_Bilinear_semiplanar16_planar8 .nv.shared.Subsample_Bilinear_semiplanar16_planar8 .nv.constant0.Subsample_Bilinear_semiplanar16_planar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar8 .text.Subsample_Bilinear_semiplanar10_planar8_uv .nv.info.Subsample_Bilinear_semiplanar10_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar8_uv .text.Subsample_Bilinear_semiplanar10_planar8 .nv.info.Subsample_Bilinear_semiplanar10_planar8 .nv.shared.Subsample_Bilinear_semiplanar10_planar8 .nv.constant0.Subsample_Bilinear_semiplanar10_planar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar8 .text.Subsample_Bilinear_semiplanar8_planar8_uv .nv.info.Subsample_Bilinear_semiplanar8_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar8_uv .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar8_uv .text.Subsample_Bilinear_semiplanar8_planar8 .nv.info.Subsample_Bilinear_semiplanar8_planar8 .nv.shared.Subsample_Bilinear_semiplanar8_planar8 .nv.constant0.Subsample_Bilinear_semiplanar8_planar8 .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar8 .text.Subsample_Bilinear_planar16_planar8_uv .nv.info.Subsample_Bilinear_planar16_planar8_uv .nv.shared.Subsample_Bilinear_planar16_planar8_uv .nv.constant0.Subsample_Bilinear_planar16_planar8_uv .rel.nv.constant0.Subsample_Bilinear_planar16_planar8_uv .text.Subsample_Bilinear_planar16_planar8 .nv.info.Subsample_Bilinear_planar16_planar8 .nv.shared.Subsample_Bilinear_planar16_planar8 .nv.constant0.Subsample_Bilinear_planar16_planar8 .rel.nv.constant0.Subsample_Bilinear_planar16_planar8 .text.Subsample_Bilinear_planar10_planar8_uv .nv.info.Subsample_Bilinear_planar10_planar8_uv .nv.shared.Subsample_Bilinear_planar10_planar8_uv .nv.constant0.Subsample_Bilinear_planar10_planar8_uv .rel.nv.constant0.Subsample_Bilinear_planar10_planar8_uv .text.Subsample_Bilinear_planar10_planar8 .nv.info.Subsample_Bilinear_planar10_planar8 .nv.shared.Subsample_Bilinear_planar10_planar8 .nv.constant0.Subsample_Bilinear_planar10_planar8 .rel.nv.constant0.Subsample_Bilinear_planar10_planar8 .text.Subsample_Bilinear_planar8_planar8_uv .nv.info.Subsample_Bilinear_planar8_planar8_uv .nv.shared.Subsample_Bilinear_planar8_planar8_uv .nv.constant0.Subsample_Bilinear_planar8_planar8_uv .rel.nv.constant0.Subsample_Bilinear_planar8_planar8_uv .text.Subsample_Bilinear_planar8_planar8 .nv.info.Subsample_Bilinear_planar8_planar8 .nv.shared.Subsample_Bilinear_planar8_planar8 .nv.constant0.Subsample_Bilinear_planar8_planar8 .rel.nv.constant0.Subsample_Bilinear_planar8_planar8 .text.Subsample_Nearest_bgra_bgra_uv .nv.info.Subsample_Nearest_bgra_bgra_uv .nv.shared.Subsample_Nearest_bgra_bgra_uv .nv.constant0.Subsample_Nearest_bgra_bgra_uv .rel.nv.constant0.Subsample_Nearest_bgra_bgra_uv .text.Subsample_Nearest_bgra_bgra .nv.info.Subsample_Nearest_bgra_bgra .nv.shared.Subsample_Nearest_bgra_bgra .nv.constant0.Subsample_Nearest_bgra_bgra .rel.nv.constant0.Subsample_Nearest_bgra_bgra .text.Subsample_Nearest_rgba_bgra_uv .nv.info.Subsample_Nearest_rgba_bgra_uv .nv.shared.Subsample_Nearest_rgba_bgra_uv .nv.constant0.Subsample_Nearest_rgba_bgra_uv .rel.nv.constant0.Subsample_Nearest_rgba_bgra_uv .text.Subsample_Nearest_rgba_bgra .nv.info.Subsample_Nearest_rgba_bgra .nv.shared.Subsample_Nearest_rgba_bgra .nv.constant0.Subsample_Nearest_rgba_bgra .rel.nv.constant0.Subsample_Nearest_rgba_bgra .text.Subsample_Nearest_bgr0_bgra_uv .nv.info.Subsample_Nearest_bgr0_bgra_uv .nv.shared.Subsample_Nearest_bgr0_bgra_uv .nv.constant0.Subsample_Nearest_bgr0_bgra_uv .rel.nv.constant0.Subsample_Nearest_bgr0_bgra_uv .text.Subsample_Nearest_bgr0_bgra .nv.info.Subsample_Nearest_bgr0_bgra .nv.shared.Subsample_Nearest_bgr0_bgra .nv.constant0.Subsample_Nearest_bgr0_bgra .rel.nv.constant0.Subsample_Nearest_bgr0_bgra .text.Subsample_Nearest_rgb0_bgra_uv .nv.info.Subsample_Nearest_rgb0_bgra_uv .nv.shared.Subsample_Nearest_rgb0_bgra_uv .nv.constant0.Subsample_Nearest_rgb0_bgra_uv .rel.nv.constant0.Subsample_Nearest_rgb0_bgra_uv .text.Subsample_Nearest_rgb0_bgra .nv.info.Subsample_Nearest_rgb0_bgra .nv.shared.Subsample_Nearest_rgb0_bgra .nv.constant0.Subsample_Nearest_rgb0_bgra .rel.nv.constant0.Subsample_Nearest_rgb0_bgra .text.Subsample_Nearest_bgra_rgba_uv .nv.info.Subsample_Nearest_bgra_rgba_uv .nv.shared.Subsample_Nearest_bgra_rgba_uv .nv.constant0.Subsample_Nearest_bgra_rgba_uv .rel.nv.constant0.Subsample_Nearest_bgra_rgba_uv .text.Subsample_Nearest_bgra_rgba .nv.info.Subsample_Nearest_bgra_rgba .nv.shared.Subsample_Nearest_bgra_rgba .nv.constant0.Subsample_Nearest_bgra_rgba .rel.nv.constant0.Subsample_Nearest_bgra_rgba .text.Subsample_Nearest_rgba_rgba_uv .nv.info.Subsample_Nearest_rgba_rgba_uv .nv.shared.Subsample_Nearest_rgba_rgba_uv .nv.constant0.Subsample_Nearest_rgba_rgba_uv .rel.nv.constant0.Subsample_Nearest_rgba_rgba_uv .text.Subsample_Nearest_rgba_rgba .nv.info.Subsample_Nearest_rgba_rgba .nv.shared.Subsample_Nearest_rgba_rgba .nv.constant0.Subsample_Nearest_rgba_rgba .rel.nv.constant0.Subsample_Nearest_rgba_rgba .text.Subsample_Nearest_bgr0_rgba_uv .nv.info.Subsample_Nearest_bgr0_rgba_uv .nv.shared.Subsample_Nearest_bgr0_rgba_uv .nv.constant0.Subsample_Nearest_bgr0_rgba_uv .rel.nv.constant0.Subsample_Nearest_bgr0_rgba_uv .text.Subsample_Nearest_bgr0_rgba .nv.info.Subsample_Nearest_bgr0_rgba .nv.shared.Subsample_Nearest_bgr0_rgba .nv.constant0.Subsample_Nearest_bgr0_rgba .rel.nv.constant0.Subsample_Nearest_bgr0_rgba .text.Subsample_Nearest_rgb0_rgba_uv .nv.info.Subsample_Nearest_rgb0_rgba_uv .nv.shared.Subsample_Nearest_rgb0_rgba_uv .nv.constant0.Subsample_Nearest_rgb0_rgba_uv .rel.nv.constant0.Subsample_Nearest_rgb0_rgba_uv .text.Subsample_Nearest_rgb0_rgba .nv.info.Subsample_Nearest_rgb0_rgba .nv.shared.Subsample_Nearest_rgb0_rgba .nv.constant0.Subsample_Nearest_rgb0_rgba .rel.nv.constant0.Subsample_Nearest_rgb0_rgba .text.Subsample_Nearest_bgra_bgr0_uv .nv.info.Subsample_Nearest_bgra_bgr0_uv .nv.shared.Subsample_Nearest_bgra_bgr0_uv .nv.constant0.Subsample_Nearest_bgra_bgr0_uv .rel.nv.constant0.Subsample_Nearest_bgra_bgr0_uv .text.Subsample_Nearest_bgra_bgr0 .nv.info.Subsample_Nearest_bgra_bgr0 .nv.shared.Subsample_Nearest_bgra_bgr0 .nv.constant0.Subsample_Nearest_bgra_bgr0 .rel.nv.constant0.Subsample_Nearest_bgra_bgr0 .text.Subsample_Nearest_rgba_bgr0_uv .nv.info.Subsample_Nearest_rgba_bgr0_uv .nv.shared.Subsample_Nearest_rgba_bgr0_uv .nv.constant0.Subsample_Nearest_rgba_bgr0_uv .rel.nv.constant0.Subsample_Nearest_rgba_bgr0_uv .text.Subsample_Nearest_rgba_bgr0 .nv.info.Subsample_Nearest_rgba_bgr0 .nv.shared.Subsample_Nearest_rgba_bgr0 .nv.constant0.Subsample_Nearest_rgba_bgr0 .rel.nv.constant0.Subsample_Nearest_rgba_bgr0 .text.Subsample_Nearest_bgr0_bgr0_uv .nv.info.Subsample_Nearest_bgr0_bgr0_uv .nv.shared.Subsample_Nearest_bgr0_bgr0_uv .nv.constant0.Subsample_Nearest_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Nearest_bgr0_bgr0_uv .text.Subsample_Nearest_bgr0_bgr0 .nv.info.Subsample_Nearest_bgr0_bgr0 .nv.shared.Subsample_Nearest_bgr0_bgr0 .nv.constant0.Subsample_Nearest_bgr0_bgr0 .rel.nv.constant0.Subsample_Nearest_bgr0_bgr0 .text.Subsample_Nearest_rgb0_bgr0_uv .nv.info.Subsample_Nearest_rgb0_bgr0_uv .nv.shared.Subsample_Nearest_rgb0_bgr0_uv .nv.constant0.Subsample_Nearest_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Nearest_rgb0_bgr0_uv .text.Subsample_Nearest_rgb0_bgr0 .nv.info.Subsample_Nearest_rgb0_bgr0 .nv.shared.Subsample_Nearest_rgb0_bgr0 .nv.constant0.Subsample_Nearest_rgb0_bgr0 .rel.nv.constant0.Subsample_Nearest_rgb0_bgr0 .text.Subsample_Nearest_bgra_rgb0_uv .nv.info.Subsample_Nearest_bgra_rgb0_uv .nv.shared.Subsample_Nearest_bgra_rgb0_uv .nv.constant0.Subsample_Nearest_bgra_rgb0_uv .rel.nv.constant0.Subsample_Nearest_bgra_rgb0_uv .text.Subsample_Nearest_bgra_rgb0 .nv.info.Subsample_Nearest_bgra_rgb0 .nv.shared.Subsample_Nearest_bgra_rgb0 .nv.constant0.Subsample_Nearest_bgra_rgb0 .rel.nv.constant0.Subsample_Nearest_bgra_rgb0 .text.Subsample_Nearest_rgba_rgb0_uv .nv.info.Subsample_Nearest_rgba_rgb0_uv .nv.shared.Subsample_Nearest_rgba_rgb0_uv .nv.constant0.Subsample_Nearest_rgba_rgb0_uv .rel.nv.constant0.Subsample_Nearest_rgba_rgb0_uv .text.Subsample_Nearest_rgba_rgb0 .nv.info.Subsample_Nearest_rgba_rgb0 .nv.shared.Subsample_Nearest_rgba_rgb0 .nv.constant0.Subsample_Nearest_rgba_rgb0 .rel.nv.constant0.Subsample_Nearest_rgba_rgb0 .text.Subsample_Nearest_bgr0_rgb0_uv .nv.info.Subsample_Nearest_bgr0_rgb0_uv .nv.shared.Subsample_Nearest_bgr0_rgb0_uv .nv.constant0.Subsample_Nearest_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Nearest_bgr0_rgb0_uv .text.Subsample_Nearest_bgr0_rgb0 .nv.info.Subsample_Nearest_bgr0_rgb0 .nv.shared.Subsample_Nearest_bgr0_rgb0 .nv.constant0.Subsample_Nearest_bgr0_rgb0 .rel.nv.constant0.Subsample_Nearest_bgr0_rgb0 .text.Subsample_Nearest_rgb0_rgb0_uv .nv.info.Subsample_Nearest_rgb0_rgb0_uv .nv.shared.Subsample_Nearest_rgb0_rgb0_uv .nv.constant0.Subsample_Nearest_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Nearest_rgb0_rgb0_uv .text.Subsample_Nearest_rgb0_rgb0 .nv.info.Subsample_Nearest_rgb0_rgb0 .nv.shared.Subsample_Nearest_rgb0_rgb0 .nv.constant0.Subsample_Nearest_rgb0_rgb0 .rel.nv.constant0.Subsample_Nearest_rgb0_rgb0 .text.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16_uv .text.Subsample_Nearest_semiplanar16_semiplanar16 .nv.info.Subsample_Nearest_semiplanar16_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16 .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16 .text.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16_uv .text.Subsample_Nearest_semiplanar10_semiplanar16 .nv.info.Subsample_Nearest_semiplanar10_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16 .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16 .text.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16_uv .text.Subsample_Nearest_semiplanar8_semiplanar16 .nv.info.Subsample_Nearest_semiplanar8_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16 .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16 .text.Subsample_Nearest_planar16_semiplanar16_uv .nv.info.Subsample_Nearest_planar16_semiplanar16_uv .nv.shared.Subsample_Nearest_planar16_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar16_uv .text.Subsample_Nearest_planar16_semiplanar16 .nv.info.Subsample_Nearest_planar16_semiplanar16 .nv.shared.Subsample_Nearest_planar16_semiplanar16 .nv.constant0.Subsample_Nearest_planar16_semiplanar16 .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar16 .text.Subsample_Nearest_planar10_semiplanar16_uv .nv.info.Subsample_Nearest_planar10_semiplanar16_uv .nv.shared.Subsample_Nearest_planar10_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar16_uv .text.Subsample_Nearest_planar10_semiplanar16 .nv.info.Subsample_Nearest_planar10_semiplanar16 .nv.shared.Subsample_Nearest_planar10_semiplanar16 .nv.constant0.Subsample_Nearest_planar10_semiplanar16 .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar16 .text.Subsample_Nearest_planar8_semiplanar16_uv .nv.info.Subsample_Nearest_planar8_semiplanar16_uv .nv.shared.Subsample_Nearest_planar8_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar16_uv .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar16_uv .text.Subsample_Nearest_planar8_semiplanar16 .nv.info.Subsample_Nearest_planar8_semiplanar16 .nv.shared.Subsample_Nearest_planar8_semiplanar16 .nv.constant0.Subsample_Nearest_planar8_semiplanar16 .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar16 .text.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10_uv .text.Subsample_Nearest_semiplanar16_semiplanar10 .nv.info.Subsample_Nearest_semiplanar16_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10 .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10 .text.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10_uv .text.Subsample_Nearest_semiplanar10_semiplanar10 .nv.info.Subsample_Nearest_semiplanar10_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10 .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10 .text.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10_uv .text.Subsample_Nearest_semiplanar8_semiplanar10 .nv.info.Subsample_Nearest_semiplanar8_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10 .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10 .text.Subsample_Nearest_planar16_semiplanar10_uv .nv.info.Subsample_Nearest_planar16_semiplanar10_uv .nv.shared.Subsample_Nearest_planar16_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar10_uv .text.Subsample_Nearest_planar16_semiplanar10 .nv.info.Subsample_Nearest_planar16_semiplanar10 .nv.shared.Subsample_Nearest_planar16_semiplanar10 .nv.constant0.Subsample_Nearest_planar16_semiplanar10 .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar10 .text.Subsample_Nearest_planar10_semiplanar10_uv .nv.info.Subsample_Nearest_planar10_semiplanar10_uv .nv.shared.Subsample_Nearest_planar10_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar10_uv .text.Subsample_Nearest_planar10_semiplanar10 .nv.info.Subsample_Nearest_planar10_semiplanar10 .nv.shared.Subsample_Nearest_planar10_semiplanar10 .nv.constant0.Subsample_Nearest_planar10_semiplanar10 .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar10 .text.Subsample_Nearest_planar8_semiplanar10_uv .nv.info.Subsample_Nearest_planar8_semiplanar10_uv .nv.shared.Subsample_Nearest_planar8_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar10_uv .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar10_uv .text.Subsample_Nearest_planar8_semiplanar10 .nv.info.Subsample_Nearest_planar8_semiplanar10 .nv.shared.Subsample_Nearest_planar8_semiplanar10 .nv.constant0.Subsample_Nearest_planar8_semiplanar10 .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar10 .text.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8_uv .text.Subsample_Nearest_semiplanar16_semiplanar8 .nv.info.Subsample_Nearest_semiplanar16_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8 .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8 .text.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8_uv .text.Subsample_Nearest_semiplanar10_semiplanar8 .nv.info.Subsample_Nearest_semiplanar10_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8 .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8 .text.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8_uv .text.Subsample_Nearest_semiplanar8_semiplanar8 .nv.info.Subsample_Nearest_semiplanar8_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8 .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8 .text.Subsample_Nearest_planar16_semiplanar8_uv .nv.info.Subsample_Nearest_planar16_semiplanar8_uv .nv.shared.Subsample_Nearest_planar16_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar8_uv .text.Subsample_Nearest_planar16_semiplanar8 .nv.info.Subsample_Nearest_planar16_semiplanar8 .nv.shared.Subsample_Nearest_planar16_semiplanar8 .nv.constant0.Subsample_Nearest_planar16_semiplanar8 .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar8 .text.Subsample_Nearest_planar10_semiplanar8_uv .nv.info.Subsample_Nearest_planar10_semiplanar8_uv .nv.shared.Subsample_Nearest_planar10_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar8_uv .text.Subsample_Nearest_planar10_semiplanar8 .nv.info.Subsample_Nearest_planar10_semiplanar8 .nv.shared.Subsample_Nearest_planar10_semiplanar8 .nv.constant0.Subsample_Nearest_planar10_semiplanar8 .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar8 .text.Subsample_Nearest_planar8_semiplanar8_uv .nv.info.Subsample_Nearest_planar8_semiplanar8_uv .nv.shared.Subsample_Nearest_planar8_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar8_uv .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar8_uv .text.Subsample_Nearest_planar8_semiplanar8 .nv.info.Subsample_Nearest_planar8_semiplanar8 .nv.shared.Subsample_Nearest_planar8_semiplanar8 .nv.constant0.Subsample_Nearest_planar8_semiplanar8 .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar8 .text.Subsample_Nearest_semiplanar16_planar16_uv .nv.info.Subsample_Nearest_semiplanar16_planar16_uv .nv.shared.Subsample_Nearest_semiplanar16_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar16_uv .text.Subsample_Nearest_semiplanar16_planar16 .nv.info.Subsample_Nearest_semiplanar16_planar16 .nv.shared.Subsample_Nearest_semiplanar16_planar16 .nv.constant0.Subsample_Nearest_semiplanar16_planar16 .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar16 .text.Subsample_Nearest_semiplanar10_planar16_uv .nv.info.Subsample_Nearest_semiplanar10_planar16_uv .nv.shared.Subsample_Nearest_semiplanar10_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar16_uv .text.Subsample_Nearest_semiplanar10_planar16 .nv.info.Subsample_Nearest_semiplanar10_planar16 .nv.shared.Subsample_Nearest_semiplanar10_planar16 .nv.constant0.Subsample_Nearest_semiplanar10_planar16 .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar16 .text.Subsample_Nearest_semiplanar8_planar16_uv .nv.info.Subsample_Nearest_semiplanar8_planar16_uv .nv.shared.Subsample_Nearest_semiplanar8_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar16_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar16_uv .text.Subsample_Nearest_semiplanar8_planar16 .nv.info.Subsample_Nearest_semiplanar8_planar16 .nv.shared.Subsample_Nearest_semiplanar8_planar16 .nv.constant0.Subsample_Nearest_semiplanar8_planar16 .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar16 .text.Subsample_Nearest_planar16_planar16_uv .nv.info.Subsample_Nearest_planar16_planar16_uv .nv.shared.Subsample_Nearest_planar16_planar16_uv .nv.constant0.Subsample_Nearest_planar16_planar16_uv .rel.nv.constant0.Subsample_Nearest_planar16_planar16_uv .text.Subsample_Nearest_planar16_planar16 .nv.info.Subsample_Nearest_planar16_planar16 .nv.shared.Subsample_Nearest_planar16_planar16 .nv.constant0.Subsample_Nearest_planar16_planar16 .rel.nv.constant0.Subsample_Nearest_planar16_planar16 .text.Subsample_Nearest_planar10_planar16_uv .nv.info.Subsample_Nearest_planar10_planar16_uv .nv.shared.Subsample_Nearest_planar10_planar16_uv .nv.constant0.Subsample_Nearest_planar10_planar16_uv .rel.nv.constant0.Subsample_Nearest_planar10_planar16_uv .text.Subsample_Nearest_planar10_planar16 .nv.info.Subsample_Nearest_planar10_planar16 .nv.shared.Subsample_Nearest_planar10_planar16 .nv.constant0.Subsample_Nearest_planar10_planar16 .rel.nv.constant0.Subsample_Nearest_planar10_planar16 .text.Subsample_Nearest_planar8_planar16_uv .nv.info.Subsample_Nearest_planar8_planar16_uv .nv.shared.Subsample_Nearest_planar8_planar16_uv .nv.constant0.Subsample_Nearest_planar8_planar16_uv .rel.nv.constant0.Subsample_Nearest_planar8_planar16_uv .text.Subsample_Nearest_planar8_planar16 .nv.info.Subsample_Nearest_planar8_planar16 .nv.shared.Subsample_Nearest_planar8_planar16 .nv.constant0.Subsample_Nearest_planar8_planar16 .rel.nv.constant0.Subsample_Nearest_planar8_planar16 .text.Subsample_Nearest_semiplanar16_planar10_uv .nv.info.Subsample_Nearest_semiplanar16_planar10_uv .nv.shared.Subsample_Nearest_semiplanar16_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar10_uv .text.Subsample_Nearest_semiplanar16_planar10 .nv.info.Subsample_Nearest_semiplanar16_planar10 .nv.shared.Subsample_Nearest_semiplanar16_planar10 .nv.constant0.Subsample_Nearest_semiplanar16_planar10 .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar10 .text.Subsample_Nearest_semiplanar10_planar10_uv .nv.info.Subsample_Nearest_semiplanar10_planar10_uv .nv.shared.Subsample_Nearest_semiplanar10_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar10_uv .text.Subsample_Nearest_semiplanar10_planar10 .nv.info.Subsample_Nearest_semiplanar10_planar10 .nv.shared.Subsample_Nearest_semiplanar10_planar10 .nv.constant0.Subsample_Nearest_semiplanar10_planar10 .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar10 .text.Subsample_Nearest_semiplanar8_planar10_uv .nv.info.Subsample_Nearest_semiplanar8_planar10_uv .nv.shared.Subsample_Nearest_semiplanar8_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar10_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar10_uv .text.Subsample_Nearest_semiplanar8_planar10 .nv.info.Subsample_Nearest_semiplanar8_planar10 .nv.shared.Subsample_Nearest_semiplanar8_planar10 .nv.constant0.Subsample_Nearest_semiplanar8_planar10 .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar10 .text.Subsample_Nearest_planar16_planar10_uv .nv.info.Subsample_Nearest_planar16_planar10_uv .nv.shared.Subsample_Nearest_planar16_planar10_uv .nv.constant0.Subsample_Nearest_planar16_planar10_uv .rel.nv.constant0.Subsample_Nearest_planar16_planar10_uv .text.Subsample_Nearest_planar16_planar10 .nv.info.Subsample_Nearest_planar16_planar10 .nv.shared.Subsample_Nearest_planar16_planar10 .nv.constant0.Subsample_Nearest_planar16_planar10 .rel.nv.constant0.Subsample_Nearest_planar16_planar10 .text.Subsample_Nearest_planar10_planar10_uv .nv.info.Subsample_Nearest_planar10_planar10_uv .nv.shared.Subsample_Nearest_planar10_planar10_uv .nv.constant0.Subsample_Nearest_planar10_planar10_uv .rel.nv.constant0.Subsample_Nearest_planar10_planar10_uv .text.Subsample_Nearest_planar10_planar10 .nv.info.Subsample_Nearest_planar10_planar10 .nv.shared.Subsample_Nearest_planar10_planar10 .nv.constant0.Subsample_Nearest_planar10_planar10 .rel.nv.constant0.Subsample_Nearest_planar10_planar10 .text.Subsample_Nearest_planar8_planar10_uv .nv.info.Subsample_Nearest_planar8_planar10_uv .nv.shared.Subsample_Nearest_planar8_planar10_uv .nv.constant0.Subsample_Nearest_planar8_planar10_uv .rel.nv.constant0.Subsample_Nearest_planar8_planar10_uv .text.Subsample_Nearest_planar8_planar10 .nv.info.Subsample_Nearest_planar8_planar10 .nv.shared.Subsample_Nearest_planar8_planar10 .nv.constant0.Subsample_Nearest_planar8_planar10 .rel.nv.constant0.Subsample_Nearest_planar8_planar10 .text.Subsample_Nearest_semiplanar16_planar8_uv .nv.info.Subsample_Nearest_semiplanar16_planar8_uv .nv.shared.Subsample_Nearest_semiplanar16_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar8_uv .text.Subsample_Nearest_semiplanar16_planar8 .nv.info.Subsample_Nearest_semiplanar16_planar8 .nv.shared.Subsample_Nearest_semiplanar16_planar8 .nv.constant0.Subsample_Nearest_semiplanar16_planar8 .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar8 .text.Subsample_Nearest_semiplanar10_planar8_uv .nv.info.Subsample_Nearest_semiplanar10_planar8_uv .nv.shared.Subsample_Nearest_semiplanar10_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar8_uv .text.Subsample_Nearest_semiplanar10_planar8 .nv.info.Subsample_Nearest_semiplanar10_planar8 .nv.shared.Subsample_Nearest_semiplanar10_planar8 .nv.constant0.Subsample_Nearest_semiplanar10_planar8 .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar8 .text.Subsample_Nearest_semiplanar8_planar8_uv .nv.info.Subsample_Nearest_semiplanar8_planar8_uv .nv.shared.Subsample_Nearest_semiplanar8_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar8_uv .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar8_uv .text.Subsample_Nearest_semiplanar8_planar8 .nv.info.Subsample_Nearest_semiplanar8_planar8 .nv.shared.Subsample_Nearest_semiplanar8_planar8 .nv.constant0.Subsample_Nearest_semiplanar8_planar8 .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar8 .text.Subsample_Nearest_planar16_planar8_uv .nv.info.Subsample_Nearest_planar16_planar8_uv .nv.shared.Subsample_Nearest_planar16_planar8_uv .nv.constant0.Subsample_Nearest_planar16_planar8_uv .rel.nv.constant0.Subsample_Nearest_planar16_planar8_uv .text.Subsample_Nearest_planar16_planar8 .nv.info.Subsample_Nearest_planar16_planar8 .nv.shared.Subsample_Nearest_planar16_planar8 .nv.constant0.Subsample_Nearest_planar16_planar8 .rel.nv.constant0.Subsample_Nearest_planar16_planar8 .text.Subsample_Nearest_planar10_planar8_uv .nv.info.Subsample_Nearest_planar10_planar8_uv .nv.shared.Subsample_Nearest_planar10_planar8_uv .nv.constant0.Subsample_Nearest_planar10_planar8_uv .rel.nv.constant0.Subsample_Nearest_planar10_planar8_uv .text.Subsample_Nearest_planar10_planar8 .nv.info.Subsample_Nearest_planar10_planar8 .nv.shared.Subsample_Nearest_planar10_planar8 .nv.constant0.Subsample_Nearest_planar10_planar8 .rel.nv.constant0.Subsample_Nearest_planar10_planar8 .text.Subsample_Nearest_planar8_planar8_uv .nv.info.Subsample_Nearest_planar8_planar8_uv .nv.shared.Subsample_Nearest_planar8_planar8_uv .nv.constant0.Subsample_Nearest_planar8_planar8_uv .rel.nv.constant0.Subsample_Nearest_planar8_planar8_uv .text.Subsample_Nearest_planar8_planar8 .nv.info.Subsample_Nearest_planar8_planar8 .nv.shared.Subsample_Nearest_planar8_planar8 .nv.constant0.Subsample_Nearest_planar8_planar8 .rel.nv.constant0.Subsample_Nearest_planar8_planar8 .debug_frame .rel.debug_frame .rela.debug_frame .nv.callgraph .nv.prototype .nv.rel.action  .shstrtab .strtab .symtab .symtab_shndx .note.nv.tkinfo .note.nv.cuinfo .nv.info .text.Subsample_Lanczos_bgra_bgra_uv .nv.info.Subsample_Lanczos_bgra_bgra_uv .nv.shared.Subsample_Lanczos_bgra_bgra_uv .rel.nv.constant0.Subsample_Lanczos_bgra_bgra_uv .nv.constant0.Subsample_Lanczos_bgra_bgra_uv .text.Subsample_Lanczos_bgra_bgra .nv.info.Subsample_Lanczos_bgra_bgra .nv.shared.Subsample_Lanczos_bgra_bgra $__internal_0_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgra_bgra .nv.constant0.Subsample_Lanczos_bgra_bgra .text.Subsample_Lanczos_rgba_bgra_uv .nv.info.Subsample_Lanczos_rgba_bgra_uv .nv.shared.Subsample_Lanczos_rgba_bgra_uv .rel.nv.constant0.Subsample_Lanczos_rgba_bgra_uv .nv.constant0.Subsample_Lanczos_rgba_bgra_uv .text.Subsample_Lanczos_rgba_bgra .nv.info.Subsample_Lanczos_rgba_bgra .nv.shared.Subsample_Lanczos_rgba_bgra $__internal_1_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgba_bgra .nv.constant0.Subsample_Lanczos_rgba_bgra .text.Subsample_Lanczos_bgr0_bgra_uv .nv.info.Subsample_Lanczos_bgr0_bgra_uv .nv.shared.Subsample_Lanczos_bgr0_bgra_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_bgra_uv .nv.constant0.Subsample_Lanczos_bgr0_bgra_uv .text.Subsample_Lanczos_bgr0_bgra .nv.info.Subsample_Lanczos_bgr0_bgra .nv.shared.Subsample_Lanczos_bgr0_bgra $__internal_2_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgr0_bgra .nv.constant0.Subsample_Lanczos_bgr0_bgra .text.Subsample_Lanczos_rgb0_bgra_uv .nv.info.Subsample_Lanczos_rgb0_bgra_uv .nv.shared.Subsample_Lanczos_rgb0_bgra_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_bgra_uv .nv.constant0.Subsample_Lanczos_rgb0_bgra_uv .text.Subsample_Lanczos_rgb0_bgra .nv.info.Subsample_Lanczos_rgb0_bgra .nv.shared.Subsample_Lanczos_rgb0_bgra $__internal_3_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgb0_bgra .nv.constant0.Subsample_Lanczos_rgb0_bgra .text.Subsample_Lanczos_bgra_rgba_uv .nv.info.Subsample_Lanczos_bgra_rgba_uv .nv.shared.Subsample_Lanczos_bgra_rgba_uv .rel.nv.constant0.Subsample_Lanczos_bgra_rgba_uv .nv.constant0.Subsample_Lanczos_bgra_rgba_uv .text.Subsample_Lanczos_bgra_rgba .nv.info.Subsample_Lanczos_bgra_rgba .nv.shared.Subsample_Lanczos_bgra_rgba $__internal_4_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgra_rgba .nv.constant0.Subsample_Lanczos_bgra_rgba .text.Subsample_Lanczos_rgba_rgba_uv .nv.info.Subsample_Lanczos_rgba_rgba_uv .nv.shared.Subsample_Lanczos_rgba_rgba_uv .rel.nv.constant0.Subsample_Lanczos_rgba_rgba_uv .nv.constant0.Subsample_Lanczos_rgba_rgba_uv .text.Subsample_Lanczos_rgba_rgba .nv.info.Subsample_Lanczos_rgba_rgba .nv.shared.Subsample_Lanczos_rgba_rgba $__internal_5_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgba_rgba .nv.constant0.Subsample_Lanczos_rgba_rgba .text.Subsample_Lanczos_bgr0_rgba_uv .nv.info.Subsample_Lanczos_bgr0_rgba_uv .nv.shared.Subsample_Lanczos_bgr0_rgba_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_rgba_uv .nv.constant0.Subsample_Lanczos_bgr0_rgba_uv .text.Subsample_Lanczos_bgr0_rgba .nv.info.Subsample_Lanczos_bgr0_rgba .nv.shared.Subsample_Lanczos_bgr0_rgba $__internal_6_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgr0_rgba .nv.constant0.Subsample_Lanczos_bgr0_rgba .text.Subsample_Lanczos_rgb0_rgba_uv .nv.info.Subsample_Lanczos_rgb0_rgba_uv .nv.shared.Subsample_Lanczos_rgb0_rgba_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_rgba_uv .nv.constant0.Subsample_Lanczos_rgb0_rgba_uv .text.Subsample_Lanczos_rgb0_rgba .nv.info.Subsample_Lanczos_rgb0_rgba .nv.shared.Subsample_Lanczos_rgb0_rgba $__internal_7_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgb0_rgba .nv.constant0.Subsample_Lanczos_rgb0_rgba .text.Subsample_Lanczos_bgra_bgr0_uv .nv.info.Subsample_Lanczos_bgra_bgr0_uv .nv.shared.Subsample_Lanczos_bgra_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_bgra_bgr0_uv .nv.constant0.Subsample_Lanczos_bgra_bgr0_uv .text.Subsample_Lanczos_bgra_bgr0 .nv.info.Subsample_Lanczos_bgra_bgr0 .nv.shared.Subsample_Lanczos_bgra_bgr0 $__internal_8_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgra_bgr0 .nv.constant0.Subsample_Lanczos_bgra_bgr0 .text.Subsample_Lanczos_rgba_bgr0_uv .nv.info.Subsample_Lanczos_rgba_bgr0_uv .nv.shared.Subsample_Lanczos_rgba_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_rgba_bgr0_uv .nv.constant0.Subsample_Lanczos_rgba_bgr0_uv .text.Subsample_Lanczos_rgba_bgr0 .nv.info.Subsample_Lanczos_rgba_bgr0 .nv.shared.Subsample_Lanczos_rgba_bgr0 $__internal_9_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgba_bgr0 .nv.constant0.Subsample_Lanczos_rgba_bgr0 .text.Subsample_Lanczos_bgr0_bgr0_uv .nv.info.Subsample_Lanczos_bgr0_bgr0_uv .nv.shared.Subsample_Lanczos_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_bgr0_uv .nv.constant0.Subsample_Lanczos_bgr0_bgr0_uv .text.Subsample_Lanczos_bgr0_bgr0 .nv.info.Subsample_Lanczos_bgr0_bgr0 .nv.shared.Subsample_Lanczos_bgr0_bgr0 $__internal_10_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgr0_bgr0 .nv.constant0.Subsample_Lanczos_bgr0_bgr0 .text.Subsample_Lanczos_rgb0_bgr0_uv .nv.info.Subsample_Lanczos_rgb0_bgr0_uv .nv.shared.Subsample_Lanczos_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_bgr0_uv .nv.constant0.Subsample_Lanczos_rgb0_bgr0_uv .text.Subsample_Lanczos_rgb0_bgr0 .nv.info.Subsample_Lanczos_rgb0_bgr0 .nv.shared.Subsample_Lanczos_rgb0_bgr0 $__internal_11_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgb0_bgr0 .nv.constant0.Subsample_Lanczos_rgb0_bgr0 .text.Subsample_Lanczos_bgra_rgb0_uv .nv.info.Subsample_Lanczos_bgra_rgb0_uv .nv.shared.Subsample_Lanczos_bgra_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_bgra_rgb0_uv .nv.constant0.Subsample_Lanczos_bgra_rgb0_uv .text.Subsample_Lanczos_bgra_rgb0 .nv.info.Subsample_Lanczos_bgra_rgb0 .nv.shared.Subsample_Lanczos_bgra_rgb0 $__internal_12_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgra_rgb0 .nv.constant0.Subsample_Lanczos_bgra_rgb0 .text.Subsample_Lanczos_rgba_rgb0_uv .nv.info.Subsample_Lanczos_rgba_rgb0_uv .nv.shared.Subsample_Lanczos_rgba_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_rgba_rgb0_uv .nv.constant0.Subsample_Lanczos_rgba_rgb0_uv .text.Subsample_Lanczos_rgba_rgb0 .nv.info.Subsample_Lanczos_rgba_rgb0 .nv.shared.Subsample_Lanczos_rgba_rgb0 $__internal_13_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgba_rgb0 .nv.constant0.Subsample_Lanczos_rgba_rgb0 .text.Subsample_Lanczos_bgr0_rgb0_uv .nv.info.Subsample_Lanczos_bgr0_rgb0_uv .nv.shared.Subsample_Lanczos_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_bgr0_rgb0_uv .nv.constant0.Subsample_Lanczos_bgr0_rgb0_uv .text.Subsample_Lanczos_bgr0_rgb0 .nv.info.Subsample_Lanczos_bgr0_rgb0 .nv.shared.Subsample_Lanczos_bgr0_rgb0 $__internal_14_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_bgr0_rgb0 .nv.constant0.Subsample_Lanczos_bgr0_rgb0 .text.Subsample_Lanczos_rgb0_rgb0_uv .nv.info.Subsample_Lanczos_rgb0_rgb0_uv .nv.shared.Subsample_Lanczos_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Lanczos_rgb0_rgb0_uv .nv.constant0.Subsample_Lanczos_rgb0_rgb0_uv .text.Subsample_Lanczos_rgb0_rgb0 .nv.info.Subsample_Lanczos_rgb0_rgb0 .nv.shared.Subsample_Lanczos_rgb0_rgb0 $__internal_15_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_rgb0_rgb0 .nv.constant0.Subsample_Lanczos_rgb0_rgb0 .text.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar16_uv $__internal_16_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16_uv .text.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar16 $__internal_17_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar16 .text.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar16_uv $__internal_18_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16_uv .text.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar16 $__internal_19_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar16 .text.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar16_uv $__internal_20_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16_uv .text.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar16 $__internal_21_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar16 .text.Subsample_Lanczos_planar16_semiplanar16_uv .nv.info.Subsample_Lanczos_planar16_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar16_uv $__internal_22_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar16_uv .text.Subsample_Lanczos_planar16_semiplanar16 .nv.info.Subsample_Lanczos_planar16_semiplanar16 .nv.shared.Subsample_Lanczos_planar16_semiplanar16 $__internal_23_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar16 .nv.constant0.Subsample_Lanczos_planar16_semiplanar16 .text.Subsample_Lanczos_planar10_semiplanar16_uv .nv.info.Subsample_Lanczos_planar10_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar16_uv $__internal_24_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar16_uv .text.Subsample_Lanczos_planar10_semiplanar16 .nv.info.Subsample_Lanczos_planar10_semiplanar16 .nv.shared.Subsample_Lanczos_planar10_semiplanar16 $__internal_25_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar16 .nv.constant0.Subsample_Lanczos_planar10_semiplanar16 .text.Subsample_Lanczos_planar8_semiplanar16_uv .nv.info.Subsample_Lanczos_planar8_semiplanar16_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar16_uv $__internal_26_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar16_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar16_uv .text.Subsample_Lanczos_planar8_semiplanar16 .nv.info.Subsample_Lanczos_planar8_semiplanar16 .nv.shared.Subsample_Lanczos_planar8_semiplanar16 $__internal_27_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar16 .nv.constant0.Subsample_Lanczos_planar8_semiplanar16 .text.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar10_uv $__internal_28_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10_uv .text.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar10 $__internal_29_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar10 .text.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar10_uv $__internal_30_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10_uv .text.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar10 $__internal_31_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar10 .text.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar10_uv $__internal_32_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10_uv .text.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar10 $__internal_33_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar10 .text.Subsample_Lanczos_planar16_semiplanar10_uv .nv.info.Subsample_Lanczos_planar16_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar10_uv $__internal_34_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar10_uv .text.Subsample_Lanczos_planar16_semiplanar10 .nv.info.Subsample_Lanczos_planar16_semiplanar10 .nv.shared.Subsample_Lanczos_planar16_semiplanar10 $__internal_35_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar10 .nv.constant0.Subsample_Lanczos_planar16_semiplanar10 .text.Subsample_Lanczos_planar10_semiplanar10_uv .nv.info.Subsample_Lanczos_planar10_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar10_uv $__internal_36_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar10_uv .text.Subsample_Lanczos_planar10_semiplanar10 .nv.info.Subsample_Lanczos_planar10_semiplanar10 .nv.shared.Subsample_Lanczos_planar10_semiplanar10 $__internal_37_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar10 .nv.constant0.Subsample_Lanczos_planar10_semiplanar10 .text.Subsample_Lanczos_planar8_semiplanar10_uv .nv.info.Subsample_Lanczos_planar8_semiplanar10_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar10_uv $__internal_38_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar10_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar10_uv .text.Subsample_Lanczos_planar8_semiplanar10 .nv.info.Subsample_Lanczos_planar8_semiplanar10 .nv.shared.Subsample_Lanczos_planar8_semiplanar10 $__internal_39_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar10 .nv.constant0.Subsample_Lanczos_planar8_semiplanar10 .text.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar8_uv $__internal_40_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8_uv .text.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar16_semiplanar8 $__internal_41_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar16_semiplanar8 .text.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar8_uv $__internal_42_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8_uv .text.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar10_semiplanar8 $__internal_43_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar10_semiplanar8 .text.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.info.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar8_uv $__internal_44_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8_uv .text.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.info.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.shared.Subsample_Lanczos_semiplanar8_semiplanar8 $__internal_45_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8 .nv.constant0.Subsample_Lanczos_semiplanar8_semiplanar8 .text.Subsample_Lanczos_planar16_semiplanar8_uv .nv.info.Subsample_Lanczos_planar16_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar16_semiplanar8_uv $__internal_46_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar16_semiplanar8_uv .text.Subsample_Lanczos_planar16_semiplanar8 .nv.info.Subsample_Lanczos_planar16_semiplanar8 .nv.shared.Subsample_Lanczos_planar16_semiplanar8 $__internal_47_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_semiplanar8 .nv.constant0.Subsample_Lanczos_planar16_semiplanar8 .text.Subsample_Lanczos_planar10_semiplanar8_uv .nv.info.Subsample_Lanczos_planar10_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar10_semiplanar8_uv $__internal_48_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar10_semiplanar8_uv .text.Subsample_Lanczos_planar10_semiplanar8 .nv.info.Subsample_Lanczos_planar10_semiplanar8 .nv.shared.Subsample_Lanczos_planar10_semiplanar8 $__internal_49_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_semiplanar8 .nv.constant0.Subsample_Lanczos_planar10_semiplanar8 .text.Subsample_Lanczos_planar8_semiplanar8_uv .nv.info.Subsample_Lanczos_planar8_semiplanar8_uv .nv.shared.Subsample_Lanczos_planar8_semiplanar8_uv $__internal_50_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar8_uv .nv.constant0.Subsample_Lanczos_planar8_semiplanar8_uv .text.Subsample_Lanczos_planar8_semiplanar8 .nv.info.Subsample_Lanczos_planar8_semiplanar8 .nv.shared.Subsample_Lanczos_planar8_semiplanar8 $__internal_51_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_semiplanar8 .nv.constant0.Subsample_Lanczos_planar8_semiplanar8 .text.Subsample_Lanczos_semiplanar16_planar16_uv .nv.info.Subsample_Lanczos_semiplanar16_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar16_uv $__internal_52_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar16_uv .text.Subsample_Lanczos_semiplanar16_planar16 .nv.info.Subsample_Lanczos_semiplanar16_planar16 .nv.shared.Subsample_Lanczos_semiplanar16_planar16 $__internal_53_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar16 .nv.constant0.Subsample_Lanczos_semiplanar16_planar16 .text.Subsample_Lanczos_semiplanar10_planar16_uv .nv.info.Subsample_Lanczos_semiplanar10_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar16_uv $__internal_54_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar16_uv .text.Subsample_Lanczos_semiplanar10_planar16 .nv.info.Subsample_Lanczos_semiplanar10_planar16 .nv.shared.Subsample_Lanczos_semiplanar10_planar16 $__internal_55_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar16 .nv.constant0.Subsample_Lanczos_semiplanar10_planar16 .text.Subsample_Lanczos_semiplanar8_planar16_uv .nv.info.Subsample_Lanczos_semiplanar8_planar16_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar16_uv $__internal_56_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar16_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar16_uv .text.Subsample_Lanczos_semiplanar8_planar16 .nv.info.Subsample_Lanczos_semiplanar8_planar16 .nv.shared.Subsample_Lanczos_semiplanar8_planar16 $__internal_57_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar16 .nv.constant0.Subsample_Lanczos_semiplanar8_planar16 .text.Subsample_Lanczos_planar16_planar16_uv .nv.info.Subsample_Lanczos_planar16_planar16_uv .nv.shared.Subsample_Lanczos_planar16_planar16_uv $__internal_58_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar16_uv .nv.constant0.Subsample_Lanczos_planar16_planar16_uv .text.Subsample_Lanczos_planar16_planar16 .nv.info.Subsample_Lanczos_planar16_planar16 .nv.shared.Subsample_Lanczos_planar16_planar16 $__internal_59_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar16 .nv.constant0.Subsample_Lanczos_planar16_planar16 .text.Subsample_Lanczos_planar10_planar16_uv .nv.info.Subsample_Lanczos_planar10_planar16_uv .nv.shared.Subsample_Lanczos_planar10_planar16_uv $__internal_60_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar16_uv .nv.constant0.Subsample_Lanczos_planar10_planar16_uv .text.Subsample_Lanczos_planar10_planar16 .nv.info.Subsample_Lanczos_planar10_planar16 .nv.shared.Subsample_Lanczos_planar10_planar16 $__internal_61_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar16 .nv.constant0.Subsample_Lanczos_planar10_planar16 .text.Subsample_Lanczos_planar8_planar16_uv .nv.info.Subsample_Lanczos_planar8_planar16_uv .nv.shared.Subsample_Lanczos_planar8_planar16_uv $__internal_62_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar16_uv .nv.constant0.Subsample_Lanczos_planar8_planar16_uv .text.Subsample_Lanczos_planar8_planar16 .nv.info.Subsample_Lanczos_planar8_planar16 .nv.shared.Subsample_Lanczos_planar8_planar16 $__internal_63_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar16 .nv.constant0.Subsample_Lanczos_planar8_planar16 .text.Subsample_Lanczos_semiplanar16_planar10_uv .nv.info.Subsample_Lanczos_semiplanar16_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar10_uv $__internal_64_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar10_uv .text.Subsample_Lanczos_semiplanar16_planar10 .nv.info.Subsample_Lanczos_semiplanar16_planar10 .nv.shared.Subsample_Lanczos_semiplanar16_planar10 $__internal_65_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar10 .nv.constant0.Subsample_Lanczos_semiplanar16_planar10 .text.Subsample_Lanczos_semiplanar10_planar10_uv .nv.info.Subsample_Lanczos_semiplanar10_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar10_uv $__internal_66_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar10_uv .text.Subsample_Lanczos_semiplanar10_planar10 .nv.info.Subsample_Lanczos_semiplanar10_planar10 .nv.shared.Subsample_Lanczos_semiplanar10_planar10 $__internal_67_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar10 .nv.constant0.Subsample_Lanczos_semiplanar10_planar10 .text.Subsample_Lanczos_semiplanar8_planar10_uv .nv.info.Subsample_Lanczos_semiplanar8_planar10_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar10_uv $__internal_68_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar10_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar10_uv .text.Subsample_Lanczos_semiplanar8_planar10 .nv.info.Subsample_Lanczos_semiplanar8_planar10 .nv.shared.Subsample_Lanczos_semiplanar8_planar10 $__internal_69_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar10 .nv.constant0.Subsample_Lanczos_semiplanar8_planar10 .text.Subsample_Lanczos_planar16_planar10_uv .nv.info.Subsample_Lanczos_planar16_planar10_uv .nv.shared.Subsample_Lanczos_planar16_planar10_uv $__internal_70_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar10_uv .nv.constant0.Subsample_Lanczos_planar16_planar10_uv .text.Subsample_Lanczos_planar16_planar10 .nv.info.Subsample_Lanczos_planar16_planar10 .nv.shared.Subsample_Lanczos_planar16_planar10 $__internal_71_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar10 .nv.constant0.Subsample_Lanczos_planar16_planar10 .text.Subsample_Lanczos_planar10_planar10_uv .nv.info.Subsample_Lanczos_planar10_planar10_uv .nv.shared.Subsample_Lanczos_planar10_planar10_uv $__internal_72_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar10_uv .nv.constant0.Subsample_Lanczos_planar10_planar10_uv .text.Subsample_Lanczos_planar10_planar10 .nv.info.Subsample_Lanczos_planar10_planar10 .nv.shared.Subsample_Lanczos_planar10_planar10 $__internal_73_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar10 .nv.constant0.Subsample_Lanczos_planar10_planar10 .text.Subsample_Lanczos_planar8_planar10_uv .nv.info.Subsample_Lanczos_planar8_planar10_uv .nv.shared.Subsample_Lanczos_planar8_planar10_uv $__internal_74_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar10_uv .nv.constant0.Subsample_Lanczos_planar8_planar10_uv .text.Subsample_Lanczos_planar8_planar10 .nv.info.Subsample_Lanczos_planar8_planar10 .nv.shared.Subsample_Lanczos_planar8_planar10 $__internal_75_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar10 .nv.constant0.Subsample_Lanczos_planar8_planar10 .text.Subsample_Lanczos_semiplanar16_planar8_uv .nv.info.Subsample_Lanczos_semiplanar16_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar16_planar8_uv $__internal_76_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar16_planar8_uv .text.Subsample_Lanczos_semiplanar16_planar8 .nv.info.Subsample_Lanczos_semiplanar16_planar8 .nv.shared.Subsample_Lanczos_semiplanar16_planar8 $__internal_77_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar16_planar8 .nv.constant0.Subsample_Lanczos_semiplanar16_planar8 .text.Subsample_Lanczos_semiplanar10_planar8_uv .nv.info.Subsample_Lanczos_semiplanar10_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar10_planar8_uv $__internal_78_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar10_planar8_uv .text.Subsample_Lanczos_semiplanar10_planar8 .nv.info.Subsample_Lanczos_semiplanar10_planar8 .nv.shared.Subsample_Lanczos_semiplanar10_planar8 $__internal_79_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar10_planar8 .nv.constant0.Subsample_Lanczos_semiplanar10_planar8 .text.Subsample_Lanczos_semiplanar8_planar8_uv .nv.info.Subsample_Lanczos_semiplanar8_planar8_uv .nv.shared.Subsample_Lanczos_semiplanar8_planar8_uv $__internal_80_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar8_uv .nv.constant0.Subsample_Lanczos_semiplanar8_planar8_uv .text.Subsample_Lanczos_semiplanar8_planar8 .nv.info.Subsample_Lanczos_semiplanar8_planar8 .nv.shared.Subsample_Lanczos_semiplanar8_planar8 $__internal_81_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_semiplanar8_planar8 .nv.constant0.Subsample_Lanczos_semiplanar8_planar8 .text.Subsample_Lanczos_planar16_planar8_uv .nv.info.Subsample_Lanczos_planar16_planar8_uv .nv.shared.Subsample_Lanczos_planar16_planar8_uv $__internal_82_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar8_uv .nv.constant0.Subsample_Lanczos_planar16_planar8_uv .text.Subsample_Lanczos_planar16_planar8 .nv.info.Subsample_Lanczos_planar16_planar8 .nv.shared.Subsample_Lanczos_planar16_planar8 $__internal_83_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar16_planar8 .nv.constant0.Subsample_Lanczos_planar16_planar8 .text.Subsample_Lanczos_planar10_planar8_uv .nv.info.Subsample_Lanczos_planar10_planar8_uv .nv.shared.Subsample_Lanczos_planar10_planar8_uv $__internal_84_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar8_uv .nv.constant0.Subsample_Lanczos_planar10_planar8_uv .text.Subsample_Lanczos_planar10_planar8 .nv.info.Subsample_Lanczos_planar10_planar8 .nv.shared.Subsample_Lanczos_planar10_planar8 $__internal_85_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar10_planar8 .nv.constant0.Subsample_Lanczos_planar10_planar8 .text.Subsample_Lanczos_planar8_planar8_uv .nv.info.Subsample_Lanczos_planar8_planar8_uv .nv.shared.Subsample_Lanczos_planar8_planar8_uv $__internal_86_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar8_uv .nv.constant0.Subsample_Lanczos_planar8_planar8_uv .text.Subsample_Lanczos_planar8_planar8 .nv.info.Subsample_Lanczos_planar8_planar8 .nv.shared.Subsample_Lanczos_planar8_planar8 $__internal_87_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Lanczos_planar8_planar8 .nv.constant0.Subsample_Lanczos_planar8_planar8 .text.Subsample_Bicubic_bgra_bgra_uv .nv.info.Subsample_Bicubic_bgra_bgra_uv .nv.shared.Subsample_Bicubic_bgra_bgra_uv .rel.nv.constant0.Subsample_Bicubic_bgra_bgra_uv .nv.constant0.Subsample_Bicubic_bgra_bgra_uv .text.Subsample_Bicubic_bgra_bgra .nv.info.Subsample_Bicubic_bgra_bgra .nv.shared.Subsample_Bicubic_bgra_bgra $__internal_88_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgra_bgra .nv.constant0.Subsample_Bicubic_bgra_bgra .text.Subsample_Bicubic_rgba_bgra_uv .nv.info.Subsample_Bicubic_rgba_bgra_uv .nv.shared.Subsample_Bicubic_rgba_bgra_uv .rel.nv.constant0.Subsample_Bicubic_rgba_bgra_uv .nv.constant0.Subsample_Bicubic_rgba_bgra_uv .text.Subsample_Bicubic_rgba_bgra .nv.info.Subsample_Bicubic_rgba_bgra .nv.shared.Subsample_Bicubic_rgba_bgra $__internal_89_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgba_bgra .nv.constant0.Subsample_Bicubic_rgba_bgra .text.Subsample_Bicubic_bgr0_bgra_uv .nv.info.Subsample_Bicubic_bgr0_bgra_uv .nv.shared.Subsample_Bicubic_bgr0_bgra_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_bgra_uv .nv.constant0.Subsample_Bicubic_bgr0_bgra_uv .text.Subsample_Bicubic_bgr0_bgra .nv.info.Subsample_Bicubic_bgr0_bgra .nv.shared.Subsample_Bicubic_bgr0_bgra $__internal_90_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgr0_bgra .nv.constant0.Subsample_Bicubic_bgr0_bgra .text.Subsample_Bicubic_rgb0_bgra_uv .nv.info.Subsample_Bicubic_rgb0_bgra_uv .nv.shared.Subsample_Bicubic_rgb0_bgra_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_bgra_uv .nv.constant0.Subsample_Bicubic_rgb0_bgra_uv .text.Subsample_Bicubic_rgb0_bgra .nv.info.Subsample_Bicubic_rgb0_bgra .nv.shared.Subsample_Bicubic_rgb0_bgra $__internal_91_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgb0_bgra .nv.constant0.Subsample_Bicubic_rgb0_bgra .text.Subsample_Bicubic_bgra_rgba_uv .nv.info.Subsample_Bicubic_bgra_rgba_uv .nv.shared.Subsample_Bicubic_bgra_rgba_uv .rel.nv.constant0.Subsample_Bicubic_bgra_rgba_uv .nv.constant0.Subsample_Bicubic_bgra_rgba_uv .text.Subsample_Bicubic_bgra_rgba .nv.info.Subsample_Bicubic_bgra_rgba .nv.shared.Subsample_Bicubic_bgra_rgba $__internal_92_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgra_rgba .nv.constant0.Subsample_Bicubic_bgra_rgba .text.Subsample_Bicubic_rgba_rgba_uv .nv.info.Subsample_Bicubic_rgba_rgba_uv .nv.shared.Subsample_Bicubic_rgba_rgba_uv .rel.nv.constant0.Subsample_Bicubic_rgba_rgba_uv .nv.constant0.Subsample_Bicubic_rgba_rgba_uv .text.Subsample_Bicubic_rgba_rgba .nv.info.Subsample_Bicubic_rgba_rgba .nv.shared.Subsample_Bicubic_rgba_rgba $__internal_93_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgba_rgba .nv.constant0.Subsample_Bicubic_rgba_rgba .text.Subsample_Bicubic_bgr0_rgba_uv .nv.info.Subsample_Bicubic_bgr0_rgba_uv .nv.shared.Subsample_Bicubic_bgr0_rgba_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_rgba_uv .nv.constant0.Subsample_Bicubic_bgr0_rgba_uv .text.Subsample_Bicubic_bgr0_rgba .nv.info.Subsample_Bicubic_bgr0_rgba .nv.shared.Subsample_Bicubic_bgr0_rgba $__internal_94_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgr0_rgba .nv.constant0.Subsample_Bicubic_bgr0_rgba .text.Subsample_Bicubic_rgb0_rgba_uv .nv.info.Subsample_Bicubic_rgb0_rgba_uv .nv.shared.Subsample_Bicubic_rgb0_rgba_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_rgba_uv .nv.constant0.Subsample_Bicubic_rgb0_rgba_uv .text.Subsample_Bicubic_rgb0_rgba .nv.info.Subsample_Bicubic_rgb0_rgba .nv.shared.Subsample_Bicubic_rgb0_rgba $__internal_95_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgb0_rgba .nv.constant0.Subsample_Bicubic_rgb0_rgba .text.Subsample_Bicubic_bgra_bgr0_uv .nv.info.Subsample_Bicubic_bgra_bgr0_uv .nv.shared.Subsample_Bicubic_bgra_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_bgra_bgr0_uv .nv.constant0.Subsample_Bicubic_bgra_bgr0_uv .text.Subsample_Bicubic_bgra_bgr0 .nv.info.Subsample_Bicubic_bgra_bgr0 .nv.shared.Subsample_Bicubic_bgra_bgr0 $__internal_96_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgra_bgr0 .nv.constant0.Subsample_Bicubic_bgra_bgr0 .text.Subsample_Bicubic_rgba_bgr0_uv .nv.info.Subsample_Bicubic_rgba_bgr0_uv .nv.shared.Subsample_Bicubic_rgba_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_rgba_bgr0_uv .nv.constant0.Subsample_Bicubic_rgba_bgr0_uv .text.Subsample_Bicubic_rgba_bgr0 .nv.info.Subsample_Bicubic_rgba_bgr0 .nv.shared.Subsample_Bicubic_rgba_bgr0 $__internal_97_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgba_bgr0 .nv.constant0.Subsample_Bicubic_rgba_bgr0 .text.Subsample_Bicubic_bgr0_bgr0_uv .nv.info.Subsample_Bicubic_bgr0_bgr0_uv .nv.shared.Subsample_Bicubic_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_bgr0_uv .nv.constant0.Subsample_Bicubic_bgr0_bgr0_uv .text.Subsample_Bicubic_bgr0_bgr0 .nv.info.Subsample_Bicubic_bgr0_bgr0 .nv.shared.Subsample_Bicubic_bgr0_bgr0 $__internal_98_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgr0_bgr0 .nv.constant0.Subsample_Bicubic_bgr0_bgr0 .text.Subsample_Bicubic_rgb0_bgr0_uv .nv.info.Subsample_Bicubic_rgb0_bgr0_uv .nv.shared.Subsample_Bicubic_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_bgr0_uv .nv.constant0.Subsample_Bicubic_rgb0_bgr0_uv .text.Subsample_Bicubic_rgb0_bgr0 .nv.info.Subsample_Bicubic_rgb0_bgr0 .nv.shared.Subsample_Bicubic_rgb0_bgr0 $__internal_99_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgb0_bgr0 .nv.constant0.Subsample_Bicubic_rgb0_bgr0 .text.Subsample_Bicubic_bgra_rgb0_uv .nv.info.Subsample_Bicubic_bgra_rgb0_uv .nv.shared.Subsample_Bicubic_bgra_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_bgra_rgb0_uv .nv.constant0.Subsample_Bicubic_bgra_rgb0_uv .text.Subsample_Bicubic_bgra_rgb0 .nv.info.Subsample_Bicubic_bgra_rgb0 .nv.shared.Subsample_Bicubic_bgra_rgb0 $__internal_100_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgra_rgb0 .nv.constant0.Subsample_Bicubic_bgra_rgb0 .text.Subsample_Bicubic_rgba_rgb0_uv .nv.info.Subsample_Bicubic_rgba_rgb0_uv .nv.shared.Subsample_Bicubic_rgba_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_rgba_rgb0_uv .nv.constant0.Subsample_Bicubic_rgba_rgb0_uv .text.Subsample_Bicubic_rgba_rgb0 .nv.info.Subsample_Bicubic_rgba_rgb0 .nv.shared.Subsample_Bicubic_rgba_rgb0 $__internal_101_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgba_rgb0 .nv.constant0.Subsample_Bicubic_rgba_rgb0 .text.Subsample_Bicubic_bgr0_rgb0_uv .nv.info.Subsample_Bicubic_bgr0_rgb0_uv .nv.shared.Subsample_Bicubic_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_bgr0_rgb0_uv .nv.constant0.Subsample_Bicubic_bgr0_rgb0_uv .text.Subsample_Bicubic_bgr0_rgb0 .nv.info.Subsample_Bicubic_bgr0_rgb0 .nv.shared.Subsample_Bicubic_bgr0_rgb0 $__internal_102_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_bgr0_rgb0 .nv.constant0.Subsample_Bicubic_bgr0_rgb0 .text.Subsample_Bicubic_rgb0_rgb0_uv .nv.info.Subsample_Bicubic_rgb0_rgb0_uv .nv.shared.Subsample_Bicubic_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Bicubic_rgb0_rgb0_uv .nv.constant0.Subsample_Bicubic_rgb0_rgb0_uv .text.Subsample_Bicubic_rgb0_rgb0 .nv.info.Subsample_Bicubic_rgb0_rgb0 .nv.shared.Subsample_Bicubic_rgb0_rgb0 $__internal_103_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_rgb0_rgb0 .nv.constant0.Subsample_Bicubic_rgb0_rgb0 .text.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar16_uv $__internal_104_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16_uv .text.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar16 $__internal_105_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar16 .text.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar16_uv $__internal_106_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16_uv .text.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar16 $__internal_107_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar16 .text.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar16_uv $__internal_108_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16_uv .text.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar16 $__internal_109_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar16 .text.Subsample_Bicubic_planar16_semiplanar16_uv .nv.info.Subsample_Bicubic_planar16_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar16_uv $__internal_110_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar16_uv .text.Subsample_Bicubic_planar16_semiplanar16 .nv.info.Subsample_Bicubic_planar16_semiplanar16 .nv.shared.Subsample_Bicubic_planar16_semiplanar16 $__internal_111_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar16 .nv.constant0.Subsample_Bicubic_planar16_semiplanar16 .text.Subsample_Bicubic_planar10_semiplanar16_uv .nv.info.Subsample_Bicubic_planar10_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar16_uv $__internal_112_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar16_uv .text.Subsample_Bicubic_planar10_semiplanar16 .nv.info.Subsample_Bicubic_planar10_semiplanar16 .nv.shared.Subsample_Bicubic_planar10_semiplanar16 $__internal_113_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar16 .nv.constant0.Subsample_Bicubic_planar10_semiplanar16 .text.Subsample_Bicubic_planar8_semiplanar16_uv .nv.info.Subsample_Bicubic_planar8_semiplanar16_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar16_uv $__internal_114_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar16_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar16_uv .text.Subsample_Bicubic_planar8_semiplanar16 .nv.info.Subsample_Bicubic_planar8_semiplanar16 .nv.shared.Subsample_Bicubic_planar8_semiplanar16 $__internal_115_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar16 .nv.constant0.Subsample_Bicubic_planar8_semiplanar16 .text.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar10_uv $__internal_116_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10_uv .text.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar10 $__internal_117_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar10 .text.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar10_uv $__internal_118_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10_uv .text.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar10 $__internal_119_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar10 .text.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar10_uv $__internal_120_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10_uv .text.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar10 $__internal_121_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar10 .text.Subsample_Bicubic_planar16_semiplanar10_uv .nv.info.Subsample_Bicubic_planar16_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar10_uv $__internal_122_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar10_uv .text.Subsample_Bicubic_planar16_semiplanar10 .nv.info.Subsample_Bicubic_planar16_semiplanar10 .nv.shared.Subsample_Bicubic_planar16_semiplanar10 $__internal_123_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar10 .nv.constant0.Subsample_Bicubic_planar16_semiplanar10 .text.Subsample_Bicubic_planar10_semiplanar10_uv .nv.info.Subsample_Bicubic_planar10_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar10_uv $__internal_124_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar10_uv .text.Subsample_Bicubic_planar10_semiplanar10 .nv.info.Subsample_Bicubic_planar10_semiplanar10 .nv.shared.Subsample_Bicubic_planar10_semiplanar10 $__internal_125_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar10 .nv.constant0.Subsample_Bicubic_planar10_semiplanar10 .text.Subsample_Bicubic_planar8_semiplanar10_uv .nv.info.Subsample_Bicubic_planar8_semiplanar10_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar10_uv $__internal_126_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar10_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar10_uv .text.Subsample_Bicubic_planar8_semiplanar10 .nv.info.Subsample_Bicubic_planar8_semiplanar10 .nv.shared.Subsample_Bicubic_planar8_semiplanar10 $__internal_127_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar10 .nv.constant0.Subsample_Bicubic_planar8_semiplanar10 .text.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar8_uv $__internal_128_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8_uv .text.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar16_semiplanar8 $__internal_129_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar16_semiplanar8 .text.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar8_uv $__internal_130_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8_uv .text.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar10_semiplanar8 $__internal_131_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar10_semiplanar8 .text.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.info.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar8_uv $__internal_132_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8_uv .text.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.info.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.shared.Subsample_Bicubic_semiplanar8_semiplanar8 $__internal_133_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8 .nv.constant0.Subsample_Bicubic_semiplanar8_semiplanar8 .text.Subsample_Bicubic_planar16_semiplanar8_uv .nv.info.Subsample_Bicubic_planar16_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar16_semiplanar8_uv $__internal_134_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar16_semiplanar8_uv .text.Subsample_Bicubic_planar16_semiplanar8 .nv.info.Subsample_Bicubic_planar16_semiplanar8 .nv.shared.Subsample_Bicubic_planar16_semiplanar8 $__internal_135_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_semiplanar8 .nv.constant0.Subsample_Bicubic_planar16_semiplanar8 .text.Subsample_Bicubic_planar10_semiplanar8_uv .nv.info.Subsample_Bicubic_planar10_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar10_semiplanar8_uv $__internal_136_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar10_semiplanar8_uv .text.Subsample_Bicubic_planar10_semiplanar8 .nv.info.Subsample_Bicubic_planar10_semiplanar8 .nv.shared.Subsample_Bicubic_planar10_semiplanar8 $__internal_137_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_semiplanar8 .nv.constant0.Subsample_Bicubic_planar10_semiplanar8 .text.Subsample_Bicubic_planar8_semiplanar8_uv .nv.info.Subsample_Bicubic_planar8_semiplanar8_uv .nv.shared.Subsample_Bicubic_planar8_semiplanar8_uv $__internal_138_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar8_uv .nv.constant0.Subsample_Bicubic_planar8_semiplanar8_uv .text.Subsample_Bicubic_planar8_semiplanar8 .nv.info.Subsample_Bicubic_planar8_semiplanar8 .nv.shared.Subsample_Bicubic_planar8_semiplanar8 $__internal_139_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_semiplanar8 .nv.constant0.Subsample_Bicubic_planar8_semiplanar8 .text.Subsample_Bicubic_semiplanar16_planar16_uv .nv.info.Subsample_Bicubic_semiplanar16_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar16_uv $__internal_140_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar16_uv .text.Subsample_Bicubic_semiplanar16_planar16 .nv.info.Subsample_Bicubic_semiplanar16_planar16 .nv.shared.Subsample_Bicubic_semiplanar16_planar16 $__internal_141_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar16 .nv.constant0.Subsample_Bicubic_semiplanar16_planar16 .text.Subsample_Bicubic_semiplanar10_planar16_uv .nv.info.Subsample_Bicubic_semiplanar10_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar16_uv $__internal_142_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar16_uv .text.Subsample_Bicubic_semiplanar10_planar16 .nv.info.Subsample_Bicubic_semiplanar10_planar16 .nv.shared.Subsample_Bicubic_semiplanar10_planar16 $__internal_143_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar16 .nv.constant0.Subsample_Bicubic_semiplanar10_planar16 .text.Subsample_Bicubic_semiplanar8_planar16_uv .nv.info.Subsample_Bicubic_semiplanar8_planar16_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar16_uv $__internal_144_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar16_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar16_uv .text.Subsample_Bicubic_semiplanar8_planar16 .nv.info.Subsample_Bicubic_semiplanar8_planar16 .nv.shared.Subsample_Bicubic_semiplanar8_planar16 $__internal_145_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar16 .nv.constant0.Subsample_Bicubic_semiplanar8_planar16 .text.Subsample_Bicubic_planar16_planar16_uv .nv.info.Subsample_Bicubic_planar16_planar16_uv .nv.shared.Subsample_Bicubic_planar16_planar16_uv $__internal_146_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar16_uv .nv.constant0.Subsample_Bicubic_planar16_planar16_uv .text.Subsample_Bicubic_planar16_planar16 .nv.info.Subsample_Bicubic_planar16_planar16 .nv.shared.Subsample_Bicubic_planar16_planar16 $__internal_147_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar16 .nv.constant0.Subsample_Bicubic_planar16_planar16 .text.Subsample_Bicubic_planar10_planar16_uv .nv.info.Subsample_Bicubic_planar10_planar16_uv .nv.shared.Subsample_Bicubic_planar10_planar16_uv $__internal_148_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar16_uv .nv.constant0.Subsample_Bicubic_planar10_planar16_uv .text.Subsample_Bicubic_planar10_planar16 .nv.info.Subsample_Bicubic_planar10_planar16 .nv.shared.Subsample_Bicubic_planar10_planar16 $__internal_149_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar16 .nv.constant0.Subsample_Bicubic_planar10_planar16 .text.Subsample_Bicubic_planar8_planar16_uv .nv.info.Subsample_Bicubic_planar8_planar16_uv .nv.shared.Subsample_Bicubic_planar8_planar16_uv $__internal_150_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar16_uv .nv.constant0.Subsample_Bicubic_planar8_planar16_uv .text.Subsample_Bicubic_planar8_planar16 .nv.info.Subsample_Bicubic_planar8_planar16 .nv.shared.Subsample_Bicubic_planar8_planar16 $__internal_151_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar16 .nv.constant0.Subsample_Bicubic_planar8_planar16 .text.Subsample_Bicubic_semiplanar16_planar10_uv .nv.info.Subsample_Bicubic_semiplanar16_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar10_uv $__internal_152_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar10_uv .text.Subsample_Bicubic_semiplanar16_planar10 .nv.info.Subsample_Bicubic_semiplanar16_planar10 .nv.shared.Subsample_Bicubic_semiplanar16_planar10 $__internal_153_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar10 .nv.constant0.Subsample_Bicubic_semiplanar16_planar10 .text.Subsample_Bicubic_semiplanar10_planar10_uv .nv.info.Subsample_Bicubic_semiplanar10_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar10_uv $__internal_154_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar10_uv .text.Subsample_Bicubic_semiplanar10_planar10 .nv.info.Subsample_Bicubic_semiplanar10_planar10 .nv.shared.Subsample_Bicubic_semiplanar10_planar10 $__internal_155_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar10 .nv.constant0.Subsample_Bicubic_semiplanar10_planar10 .text.Subsample_Bicubic_semiplanar8_planar10_uv .nv.info.Subsample_Bicubic_semiplanar8_planar10_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar10_uv $__internal_156_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar10_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar10_uv .text.Subsample_Bicubic_semiplanar8_planar10 .nv.info.Subsample_Bicubic_semiplanar8_planar10 .nv.shared.Subsample_Bicubic_semiplanar8_planar10 $__internal_157_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar10 .nv.constant0.Subsample_Bicubic_semiplanar8_planar10 .text.Subsample_Bicubic_planar16_planar10_uv .nv.info.Subsample_Bicubic_planar16_planar10_uv .nv.shared.Subsample_Bicubic_planar16_planar10_uv $__internal_158_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar10_uv .nv.constant0.Subsample_Bicubic_planar16_planar10_uv .text.Subsample_Bicubic_planar16_planar10 .nv.info.Subsample_Bicubic_planar16_planar10 .nv.shared.Subsample_Bicubic_planar16_planar10 $__internal_159_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar10 .nv.constant0.Subsample_Bicubic_planar16_planar10 .text.Subsample_Bicubic_planar10_planar10_uv .nv.info.Subsample_Bicubic_planar10_planar10_uv .nv.shared.Subsample_Bicubic_planar10_planar10_uv $__internal_160_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar10_uv .nv.constant0.Subsample_Bicubic_planar10_planar10_uv .text.Subsample_Bicubic_planar10_planar10 .nv.info.Subsample_Bicubic_planar10_planar10 .nv.shared.Subsample_Bicubic_planar10_planar10 $__internal_161_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar10 .nv.constant0.Subsample_Bicubic_planar10_planar10 .text.Subsample_Bicubic_planar8_planar10_uv .nv.info.Subsample_Bicubic_planar8_planar10_uv .nv.shared.Subsample_Bicubic_planar8_planar10_uv $__internal_162_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar10_uv .nv.constant0.Subsample_Bicubic_planar8_planar10_uv .text.Subsample_Bicubic_planar8_planar10 .nv.info.Subsample_Bicubic_planar8_planar10 .nv.shared.Subsample_Bicubic_planar8_planar10 $__internal_163_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar10 .nv.constant0.Subsample_Bicubic_planar8_planar10 .text.Subsample_Bicubic_semiplanar16_planar8_uv .nv.info.Subsample_Bicubic_semiplanar16_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar16_planar8_uv $__internal_164_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar16_planar8_uv .text.Subsample_Bicubic_semiplanar16_planar8 .nv.info.Subsample_Bicubic_semiplanar16_planar8 .nv.shared.Subsample_Bicubic_semiplanar16_planar8 $__internal_165_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar16_planar8 .nv.constant0.Subsample_Bicubic_semiplanar16_planar8 .text.Subsample_Bicubic_semiplanar10_planar8_uv .nv.info.Subsample_Bicubic_semiplanar10_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar10_planar8_uv $__internal_166_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar10_planar8_uv .text.Subsample_Bicubic_semiplanar10_planar8 .nv.info.Subsample_Bicubic_semiplanar10_planar8 .nv.shared.Subsample_Bicubic_semiplanar10_planar8 $__internal_167_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar10_planar8 .nv.constant0.Subsample_Bicubic_semiplanar10_planar8 .text.Subsample_Bicubic_semiplanar8_planar8_uv .nv.info.Subsample_Bicubic_semiplanar8_planar8_uv .nv.shared.Subsample_Bicubic_semiplanar8_planar8_uv $__internal_168_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar8_uv .nv.constant0.Subsample_Bicubic_semiplanar8_planar8_uv .text.Subsample_Bicubic_semiplanar8_planar8 .nv.info.Subsample_Bicubic_semiplanar8_planar8 .nv.shared.Subsample_Bicubic_semiplanar8_planar8 $__internal_169_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_semiplanar8_planar8 .nv.constant0.Subsample_Bicubic_semiplanar8_planar8 .text.Subsample_Bicubic_planar16_planar8_uv .nv.info.Subsample_Bicubic_planar16_planar8_uv .nv.shared.Subsample_Bicubic_planar16_planar8_uv $__internal_170_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar8_uv .nv.constant0.Subsample_Bicubic_planar16_planar8_uv .text.Subsample_Bicubic_planar16_planar8 .nv.info.Subsample_Bicubic_planar16_planar8 .nv.shared.Subsample_Bicubic_planar16_planar8 $__internal_171_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar16_planar8 .nv.constant0.Subsample_Bicubic_planar16_planar8 .text.Subsample_Bicubic_planar10_planar8_uv .nv.info.Subsample_Bicubic_planar10_planar8_uv .nv.shared.Subsample_Bicubic_planar10_planar8_uv $__internal_172_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar8_uv .nv.constant0.Subsample_Bicubic_planar10_planar8_uv .text.Subsample_Bicubic_planar10_planar8 .nv.info.Subsample_Bicubic_planar10_planar8 .nv.shared.Subsample_Bicubic_planar10_planar8 $__internal_173_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar10_planar8 .nv.constant0.Subsample_Bicubic_planar10_planar8 .text.Subsample_Bicubic_planar8_planar8_uv .nv.info.Subsample_Bicubic_planar8_planar8_uv .nv.shared.Subsample_Bicubic_planar8_planar8_uv $__internal_174_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar8_uv .nv.constant0.Subsample_Bicubic_planar8_planar8_uv .text.Subsample_Bicubic_planar8_planar8 .nv.info.Subsample_Bicubic_planar8_planar8 .nv.shared.Subsample_Bicubic_planar8_planar8 $__internal_175_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bicubic_planar8_planar8 .nv.constant0.Subsample_Bicubic_planar8_planar8 .text.Subsample_Bilinear_bgra_bgra_uv .nv.info.Subsample_Bilinear_bgra_bgra_uv .nv.shared.Subsample_Bilinear_bgra_bgra_uv .rel.nv.constant0.Subsample_Bilinear_bgra_bgra_uv .nv.constant0.Subsample_Bilinear_bgra_bgra_uv .text.Subsample_Bilinear_bgra_bgra .nv.info.Subsample_Bilinear_bgra_bgra .nv.shared.Subsample_Bilinear_bgra_bgra $__internal_176_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgra_bgra .nv.constant0.Subsample_Bilinear_bgra_bgra .text.Subsample_Bilinear_rgba_bgra_uv .nv.info.Subsample_Bilinear_rgba_bgra_uv .nv.shared.Subsample_Bilinear_rgba_bgra_uv .rel.nv.constant0.Subsample_Bilinear_rgba_bgra_uv .nv.constant0.Subsample_Bilinear_rgba_bgra_uv .text.Subsample_Bilinear_rgba_bgra .nv.info.Subsample_Bilinear_rgba_bgra .nv.shared.Subsample_Bilinear_rgba_bgra $__internal_177_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgba_bgra .nv.constant0.Subsample_Bilinear_rgba_bgra .text.Subsample_Bilinear_bgr0_bgra_uv .nv.info.Subsample_Bilinear_bgr0_bgra_uv .nv.shared.Subsample_Bilinear_bgr0_bgra_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_bgra_uv .nv.constant0.Subsample_Bilinear_bgr0_bgra_uv .text.Subsample_Bilinear_bgr0_bgra .nv.info.Subsample_Bilinear_bgr0_bgra .nv.shared.Subsample_Bilinear_bgr0_bgra $__internal_178_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgr0_bgra .nv.constant0.Subsample_Bilinear_bgr0_bgra .text.Subsample_Bilinear_rgb0_bgra_uv .nv.info.Subsample_Bilinear_rgb0_bgra_uv .nv.shared.Subsample_Bilinear_rgb0_bgra_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_bgra_uv .nv.constant0.Subsample_Bilinear_rgb0_bgra_uv .text.Subsample_Bilinear_rgb0_bgra .nv.info.Subsample_Bilinear_rgb0_bgra .nv.shared.Subsample_Bilinear_rgb0_bgra $__internal_179_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgb0_bgra .nv.constant0.Subsample_Bilinear_rgb0_bgra .text.Subsample_Bilinear_bgra_rgba_uv .nv.info.Subsample_Bilinear_bgra_rgba_uv .nv.shared.Subsample_Bilinear_bgra_rgba_uv .rel.nv.constant0.Subsample_Bilinear_bgra_rgba_uv .nv.constant0.Subsample_Bilinear_bgra_rgba_uv .text.Subsample_Bilinear_bgra_rgba .nv.info.Subsample_Bilinear_bgra_rgba .nv.shared.Subsample_Bilinear_bgra_rgba $__internal_180_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgra_rgba .nv.constant0.Subsample_Bilinear_bgra_rgba .text.Subsample_Bilinear_rgba_rgba_uv .nv.info.Subsample_Bilinear_rgba_rgba_uv .nv.shared.Subsample_Bilinear_rgba_rgba_uv .rel.nv.constant0.Subsample_Bilinear_rgba_rgba_uv .nv.constant0.Subsample_Bilinear_rgba_rgba_uv .text.Subsample_Bilinear_rgba_rgba .nv.info.Subsample_Bilinear_rgba_rgba .nv.shared.Subsample_Bilinear_rgba_rgba $__internal_181_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgba_rgba .nv.constant0.Subsample_Bilinear_rgba_rgba .text.Subsample_Bilinear_bgr0_rgba_uv .nv.info.Subsample_Bilinear_bgr0_rgba_uv .nv.shared.Subsample_Bilinear_bgr0_rgba_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_rgba_uv .nv.constant0.Subsample_Bilinear_bgr0_rgba_uv .text.Subsample_Bilinear_bgr0_rgba .nv.info.Subsample_Bilinear_bgr0_rgba .nv.shared.Subsample_Bilinear_bgr0_rgba $__internal_182_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgr0_rgba .nv.constant0.Subsample_Bilinear_bgr0_rgba .text.Subsample_Bilinear_rgb0_rgba_uv .nv.info.Subsample_Bilinear_rgb0_rgba_uv .nv.shared.Subsample_Bilinear_rgb0_rgba_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_rgba_uv .nv.constant0.Subsample_Bilinear_rgb0_rgba_uv .text.Subsample_Bilinear_rgb0_rgba .nv.info.Subsample_Bilinear_rgb0_rgba .nv.shared.Subsample_Bilinear_rgb0_rgba $__internal_183_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgb0_rgba .nv.constant0.Subsample_Bilinear_rgb0_rgba .text.Subsample_Bilinear_bgra_bgr0_uv .nv.info.Subsample_Bilinear_bgra_bgr0_uv .nv.shared.Subsample_Bilinear_bgra_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_bgra_bgr0_uv .nv.constant0.Subsample_Bilinear_bgra_bgr0_uv .text.Subsample_Bilinear_bgra_bgr0 .nv.info.Subsample_Bilinear_bgra_bgr0 .nv.shared.Subsample_Bilinear_bgra_bgr0 $__internal_184_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgra_bgr0 .nv.constant0.Subsample_Bilinear_bgra_bgr0 .text.Subsample_Bilinear_rgba_bgr0_uv .nv.info.Subsample_Bilinear_rgba_bgr0_uv .nv.shared.Subsample_Bilinear_rgba_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_rgba_bgr0_uv .nv.constant0.Subsample_Bilinear_rgba_bgr0_uv .text.Subsample_Bilinear_rgba_bgr0 .nv.info.Subsample_Bilinear_rgba_bgr0 .nv.shared.Subsample_Bilinear_rgba_bgr0 $__internal_185_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgba_bgr0 .nv.constant0.Subsample_Bilinear_rgba_bgr0 .text.Subsample_Bilinear_bgr0_bgr0_uv .nv.info.Subsample_Bilinear_bgr0_bgr0_uv .nv.shared.Subsample_Bilinear_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_bgr0_uv .nv.constant0.Subsample_Bilinear_bgr0_bgr0_uv .text.Subsample_Bilinear_bgr0_bgr0 .nv.info.Subsample_Bilinear_bgr0_bgr0 .nv.shared.Subsample_Bilinear_bgr0_bgr0 $__internal_186_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgr0_bgr0 .nv.constant0.Subsample_Bilinear_bgr0_bgr0 .text.Subsample_Bilinear_rgb0_bgr0_uv .nv.info.Subsample_Bilinear_rgb0_bgr0_uv .nv.shared.Subsample_Bilinear_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_bgr0_uv .nv.constant0.Subsample_Bilinear_rgb0_bgr0_uv .text.Subsample_Bilinear_rgb0_bgr0 .nv.info.Subsample_Bilinear_rgb0_bgr0 .nv.shared.Subsample_Bilinear_rgb0_bgr0 $__internal_187_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgb0_bgr0 .nv.constant0.Subsample_Bilinear_rgb0_bgr0 .text.Subsample_Bilinear_bgra_rgb0_uv .nv.info.Subsample_Bilinear_bgra_rgb0_uv .nv.shared.Subsample_Bilinear_bgra_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_bgra_rgb0_uv .nv.constant0.Subsample_Bilinear_bgra_rgb0_uv .text.Subsample_Bilinear_bgra_rgb0 .nv.info.Subsample_Bilinear_bgra_rgb0 .nv.shared.Subsample_Bilinear_bgra_rgb0 $__internal_188_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgra_rgb0 .nv.constant0.Subsample_Bilinear_bgra_rgb0 .text.Subsample_Bilinear_rgba_rgb0_uv .nv.info.Subsample_Bilinear_rgba_rgb0_uv .nv.shared.Subsample_Bilinear_rgba_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_rgba_rgb0_uv .nv.constant0.Subsample_Bilinear_rgba_rgb0_uv .text.Subsample_Bilinear_rgba_rgb0 .nv.info.Subsample_Bilinear_rgba_rgb0 .nv.shared.Subsample_Bilinear_rgba_rgb0 $__internal_189_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgba_rgb0 .nv.constant0.Subsample_Bilinear_rgba_rgb0 .text.Subsample_Bilinear_bgr0_rgb0_uv .nv.info.Subsample_Bilinear_bgr0_rgb0_uv .nv.shared.Subsample_Bilinear_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_bgr0_rgb0_uv .nv.constant0.Subsample_Bilinear_bgr0_rgb0_uv .text.Subsample_Bilinear_bgr0_rgb0 .nv.info.Subsample_Bilinear_bgr0_rgb0 .nv.shared.Subsample_Bilinear_bgr0_rgb0 $__internal_190_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_bgr0_rgb0 .nv.constant0.Subsample_Bilinear_bgr0_rgb0 .text.Subsample_Bilinear_rgb0_rgb0_uv .nv.info.Subsample_Bilinear_rgb0_rgb0_uv .nv.shared.Subsample_Bilinear_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Bilinear_rgb0_rgb0_uv .nv.constant0.Subsample_Bilinear_rgb0_rgb0_uv .text.Subsample_Bilinear_rgb0_rgb0 .nv.info.Subsample_Bilinear_rgb0_rgb0 .nv.shared.Subsample_Bilinear_rgb0_rgb0 $__internal_191_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_rgb0_rgb0 .nv.constant0.Subsample_Bilinear_rgb0_rgb0 .text.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar16_uv $__internal_192_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16_uv .text.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar16 $__internal_193_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar16 .text.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar16_uv $__internal_194_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16_uv .text.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar16 $__internal_195_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar16 .text.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar16_uv $__internal_196_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16_uv .text.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar16 $__internal_197_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar16 .text.Subsample_Bilinear_planar16_semiplanar16_uv .nv.info.Subsample_Bilinear_planar16_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar16_uv $__internal_198_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar16_uv .text.Subsample_Bilinear_planar16_semiplanar16 .nv.info.Subsample_Bilinear_planar16_semiplanar16 .nv.shared.Subsample_Bilinear_planar16_semiplanar16 $__internal_199_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar16 .nv.constant0.Subsample_Bilinear_planar16_semiplanar16 .text.Subsample_Bilinear_planar10_semiplanar16_uv .nv.info.Subsample_Bilinear_planar10_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar16_uv $__internal_200_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar16_uv .text.Subsample_Bilinear_planar10_semiplanar16 .nv.info.Subsample_Bilinear_planar10_semiplanar16 .nv.shared.Subsample_Bilinear_planar10_semiplanar16 $__internal_201_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar16 .nv.constant0.Subsample_Bilinear_planar10_semiplanar16 .text.Subsample_Bilinear_planar8_semiplanar16_uv .nv.info.Subsample_Bilinear_planar8_semiplanar16_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar16_uv $__internal_202_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar16_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar16_uv .text.Subsample_Bilinear_planar8_semiplanar16 .nv.info.Subsample_Bilinear_planar8_semiplanar16 .nv.shared.Subsample_Bilinear_planar8_semiplanar16 $__internal_203_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar16 .nv.constant0.Subsample_Bilinear_planar8_semiplanar16 .text.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar10_uv $__internal_204_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10_uv .text.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar10 $__internal_205_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar10 .text.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar10_uv $__internal_206_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10_uv .text.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar10 $__internal_207_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar10 .text.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar10_uv $__internal_208_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10_uv .text.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar10 $__internal_209_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar10 .text.Subsample_Bilinear_planar16_semiplanar10_uv .nv.info.Subsample_Bilinear_planar16_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar10_uv $__internal_210_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar10_uv .text.Subsample_Bilinear_planar16_semiplanar10 .nv.info.Subsample_Bilinear_planar16_semiplanar10 .nv.shared.Subsample_Bilinear_planar16_semiplanar10 $__internal_211_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar10 .nv.constant0.Subsample_Bilinear_planar16_semiplanar10 .text.Subsample_Bilinear_planar10_semiplanar10_uv .nv.info.Subsample_Bilinear_planar10_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar10_uv $__internal_212_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar10_uv .text.Subsample_Bilinear_planar10_semiplanar10 .nv.info.Subsample_Bilinear_planar10_semiplanar10 .nv.shared.Subsample_Bilinear_planar10_semiplanar10 $__internal_213_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar10 .nv.constant0.Subsample_Bilinear_planar10_semiplanar10 .text.Subsample_Bilinear_planar8_semiplanar10_uv .nv.info.Subsample_Bilinear_planar8_semiplanar10_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar10_uv $__internal_214_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar10_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar10_uv .text.Subsample_Bilinear_planar8_semiplanar10 .nv.info.Subsample_Bilinear_planar8_semiplanar10 .nv.shared.Subsample_Bilinear_planar8_semiplanar10 $__internal_215_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar10 .nv.constant0.Subsample_Bilinear_planar8_semiplanar10 .text.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar8_uv $__internal_216_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8_uv .text.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar16_semiplanar8 $__internal_217_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar16_semiplanar8 .text.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar8_uv $__internal_218_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8_uv .text.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar10_semiplanar8 $__internal_219_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar10_semiplanar8 .text.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.info.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar8_uv $__internal_220_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8_uv .text.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.info.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.shared.Subsample_Bilinear_semiplanar8_semiplanar8 $__internal_221_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8 .nv.constant0.Subsample_Bilinear_semiplanar8_semiplanar8 .text.Subsample_Bilinear_planar16_semiplanar8_uv .nv.info.Subsample_Bilinear_planar16_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar16_semiplanar8_uv $__internal_222_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar16_semiplanar8_uv .text.Subsample_Bilinear_planar16_semiplanar8 .nv.info.Subsample_Bilinear_planar16_semiplanar8 .nv.shared.Subsample_Bilinear_planar16_semiplanar8 $__internal_223_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_semiplanar8 .nv.constant0.Subsample_Bilinear_planar16_semiplanar8 .text.Subsample_Bilinear_planar10_semiplanar8_uv .nv.info.Subsample_Bilinear_planar10_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar10_semiplanar8_uv $__internal_224_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar10_semiplanar8_uv .text.Subsample_Bilinear_planar10_semiplanar8 .nv.info.Subsample_Bilinear_planar10_semiplanar8 .nv.shared.Subsample_Bilinear_planar10_semiplanar8 $__internal_225_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_semiplanar8 .nv.constant0.Subsample_Bilinear_planar10_semiplanar8 .text.Subsample_Bilinear_planar8_semiplanar8_uv .nv.info.Subsample_Bilinear_planar8_semiplanar8_uv .nv.shared.Subsample_Bilinear_planar8_semiplanar8_uv $__internal_226_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar8_uv .nv.constant0.Subsample_Bilinear_planar8_semiplanar8_uv .text.Subsample_Bilinear_planar8_semiplanar8 .nv.info.Subsample_Bilinear_planar8_semiplanar8 .nv.shared.Subsample_Bilinear_planar8_semiplanar8 $__internal_227_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_semiplanar8 .nv.constant0.Subsample_Bilinear_planar8_semiplanar8 .text.Subsample_Bilinear_semiplanar16_planar16_uv .nv.info.Subsample_Bilinear_semiplanar16_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar16_uv $__internal_228_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar16_uv .text.Subsample_Bilinear_semiplanar16_planar16 .nv.info.Subsample_Bilinear_semiplanar16_planar16 .nv.shared.Subsample_Bilinear_semiplanar16_planar16 $__internal_229_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar16 .nv.constant0.Subsample_Bilinear_semiplanar16_planar16 .text.Subsample_Bilinear_semiplanar10_planar16_uv .nv.info.Subsample_Bilinear_semiplanar10_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar16_uv $__internal_230_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar16_uv .text.Subsample_Bilinear_semiplanar10_planar16 .nv.info.Subsample_Bilinear_semiplanar10_planar16 .nv.shared.Subsample_Bilinear_semiplanar10_planar16 $__internal_231_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar16 .nv.constant0.Subsample_Bilinear_semiplanar10_planar16 .text.Subsample_Bilinear_semiplanar8_planar16_uv .nv.info.Subsample_Bilinear_semiplanar8_planar16_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar16_uv $__internal_232_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar16_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar16_uv .text.Subsample_Bilinear_semiplanar8_planar16 .nv.info.Subsample_Bilinear_semiplanar8_planar16 .nv.shared.Subsample_Bilinear_semiplanar8_planar16 $__internal_233_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar16 .nv.constant0.Subsample_Bilinear_semiplanar8_planar16 .text.Subsample_Bilinear_planar16_planar16_uv .nv.info.Subsample_Bilinear_planar16_planar16_uv .nv.shared.Subsample_Bilinear_planar16_planar16_uv $__internal_234_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar16_uv .nv.constant0.Subsample_Bilinear_planar16_planar16_uv .text.Subsample_Bilinear_planar16_planar16 .nv.info.Subsample_Bilinear_planar16_planar16 .nv.shared.Subsample_Bilinear_planar16_planar16 $__internal_235_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar16 .nv.constant0.Subsample_Bilinear_planar16_planar16 .text.Subsample_Bilinear_planar10_planar16_uv .nv.info.Subsample_Bilinear_planar10_planar16_uv .nv.shared.Subsample_Bilinear_planar10_planar16_uv $__internal_236_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar16_uv .nv.constant0.Subsample_Bilinear_planar10_planar16_uv .text.Subsample_Bilinear_planar10_planar16 .nv.info.Subsample_Bilinear_planar10_planar16 .nv.shared.Subsample_Bilinear_planar10_planar16 $__internal_237_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar16 .nv.constant0.Subsample_Bilinear_planar10_planar16 .text.Subsample_Bilinear_planar8_planar16_uv .nv.info.Subsample_Bilinear_planar8_planar16_uv .nv.shared.Subsample_Bilinear_planar8_planar16_uv $__internal_238_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar16_uv .nv.constant0.Subsample_Bilinear_planar8_planar16_uv .text.Subsample_Bilinear_planar8_planar16 .nv.info.Subsample_Bilinear_planar8_planar16 .nv.shared.Subsample_Bilinear_planar8_planar16 $__internal_239_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar16 .nv.constant0.Subsample_Bilinear_planar8_planar16 .text.Subsample_Bilinear_semiplanar16_planar10_uv .nv.info.Subsample_Bilinear_semiplanar16_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar10_uv $__internal_240_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar10_uv .text.Subsample_Bilinear_semiplanar16_planar10 .nv.info.Subsample_Bilinear_semiplanar16_planar10 .nv.shared.Subsample_Bilinear_semiplanar16_planar10 $__internal_241_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar10 .nv.constant0.Subsample_Bilinear_semiplanar16_planar10 .text.Subsample_Bilinear_semiplanar10_planar10_uv .nv.info.Subsample_Bilinear_semiplanar10_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar10_uv $__internal_242_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar10_uv .text.Subsample_Bilinear_semiplanar10_planar10 .nv.info.Subsample_Bilinear_semiplanar10_planar10 .nv.shared.Subsample_Bilinear_semiplanar10_planar10 $__internal_243_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar10 .nv.constant0.Subsample_Bilinear_semiplanar10_planar10 .text.Subsample_Bilinear_semiplanar8_planar10_uv .nv.info.Subsample_Bilinear_semiplanar8_planar10_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar10_uv $__internal_244_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar10_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar10_uv .text.Subsample_Bilinear_semiplanar8_planar10 .nv.info.Subsample_Bilinear_semiplanar8_planar10 .nv.shared.Subsample_Bilinear_semiplanar8_planar10 $__internal_245_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar10 .nv.constant0.Subsample_Bilinear_semiplanar8_planar10 .text.Subsample_Bilinear_planar16_planar10_uv .nv.info.Subsample_Bilinear_planar16_planar10_uv .nv.shared.Subsample_Bilinear_planar16_planar10_uv $__internal_246_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar10_uv .nv.constant0.Subsample_Bilinear_planar16_planar10_uv .text.Subsample_Bilinear_planar16_planar10 .nv.info.Subsample_Bilinear_planar16_planar10 .nv.shared.Subsample_Bilinear_planar16_planar10 $__internal_247_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar10 .nv.constant0.Subsample_Bilinear_planar16_planar10 .text.Subsample_Bilinear_planar10_planar10_uv .nv.info.Subsample_Bilinear_planar10_planar10_uv .nv.shared.Subsample_Bilinear_planar10_planar10_uv $__internal_248_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar10_uv .nv.constant0.Subsample_Bilinear_planar10_planar10_uv .text.Subsample_Bilinear_planar10_planar10 .nv.info.Subsample_Bilinear_planar10_planar10 .nv.shared.Subsample_Bilinear_planar10_planar10 $__internal_249_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar10 .nv.constant0.Subsample_Bilinear_planar10_planar10 .text.Subsample_Bilinear_planar8_planar10_uv .nv.info.Subsample_Bilinear_planar8_planar10_uv .nv.shared.Subsample_Bilinear_planar8_planar10_uv $__internal_250_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar10_uv .nv.constant0.Subsample_Bilinear_planar8_planar10_uv .text.Subsample_Bilinear_planar8_planar10 .nv.info.Subsample_Bilinear_planar8_planar10 .nv.shared.Subsample_Bilinear_planar8_planar10 $__internal_251_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar10 .nv.constant0.Subsample_Bilinear_planar8_planar10 .text.Subsample_Bilinear_semiplanar16_planar8_uv .nv.info.Subsample_Bilinear_semiplanar16_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar16_planar8_uv $__internal_252_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar16_planar8_uv .text.Subsample_Bilinear_semiplanar16_planar8 .nv.info.Subsample_Bilinear_semiplanar16_planar8 .nv.shared.Subsample_Bilinear_semiplanar16_planar8 $__internal_253_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar16_planar8 .nv.constant0.Subsample_Bilinear_semiplanar16_planar8 .text.Subsample_Bilinear_semiplanar10_planar8_uv .nv.info.Subsample_Bilinear_semiplanar10_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar10_planar8_uv $__internal_254_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar10_planar8_uv .text.Subsample_Bilinear_semiplanar10_planar8 .nv.info.Subsample_Bilinear_semiplanar10_planar8 .nv.shared.Subsample_Bilinear_semiplanar10_planar8 $__internal_255_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar10_planar8 .nv.constant0.Subsample_Bilinear_semiplanar10_planar8 .text.Subsample_Bilinear_semiplanar8_planar8_uv .nv.info.Subsample_Bilinear_semiplanar8_planar8_uv .nv.shared.Subsample_Bilinear_semiplanar8_planar8_uv $__internal_256_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar8_uv .nv.constant0.Subsample_Bilinear_semiplanar8_planar8_uv .text.Subsample_Bilinear_semiplanar8_planar8 .nv.info.Subsample_Bilinear_semiplanar8_planar8 .nv.shared.Subsample_Bilinear_semiplanar8_planar8 $__internal_257_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_semiplanar8_planar8 .nv.constant0.Subsample_Bilinear_semiplanar8_planar8 .text.Subsample_Bilinear_planar16_planar8_uv .nv.info.Subsample_Bilinear_planar16_planar8_uv .nv.shared.Subsample_Bilinear_planar16_planar8_uv $__internal_258_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar8_uv .nv.constant0.Subsample_Bilinear_planar16_planar8_uv .text.Subsample_Bilinear_planar16_planar8 .nv.info.Subsample_Bilinear_planar16_planar8 .nv.shared.Subsample_Bilinear_planar16_planar8 $__internal_259_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar16_planar8 .nv.constant0.Subsample_Bilinear_planar16_planar8 .text.Subsample_Bilinear_planar10_planar8_uv .nv.info.Subsample_Bilinear_planar10_planar8_uv .nv.shared.Subsample_Bilinear_planar10_planar8_uv $__internal_260_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar8_uv .nv.constant0.Subsample_Bilinear_planar10_planar8_uv .text.Subsample_Bilinear_planar10_planar8 .nv.info.Subsample_Bilinear_planar10_planar8 .nv.shared.Subsample_Bilinear_planar10_planar8 $__internal_261_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar10_planar8 .nv.constant0.Subsample_Bilinear_planar10_planar8 .text.Subsample_Bilinear_planar8_planar8_uv .nv.info.Subsample_Bilinear_planar8_planar8_uv .nv.shared.Subsample_Bilinear_planar8_planar8_uv $__internal_262_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar8_uv .nv.constant0.Subsample_Bilinear_planar8_planar8_uv .text.Subsample_Bilinear_planar8_planar8 .nv.info.Subsample_Bilinear_planar8_planar8 .nv.shared.Subsample_Bilinear_planar8_planar8 $__internal_263_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Bilinear_planar8_planar8 .nv.constant0.Subsample_Bilinear_planar8_planar8 .text.Subsample_Nearest_bgra_bgra_uv .nv.info.Subsample_Nearest_bgra_bgra_uv .nv.shared.Subsample_Nearest_bgra_bgra_uv .rel.nv.constant0.Subsample_Nearest_bgra_bgra_uv .nv.constant0.Subsample_Nearest_bgra_bgra_uv .text.Subsample_Nearest_bgra_bgra .nv.info.Subsample_Nearest_bgra_bgra .nv.shared.Subsample_Nearest_bgra_bgra $__internal_264_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgra_bgra .nv.constant0.Subsample_Nearest_bgra_bgra .text.Subsample_Nearest_rgba_bgra_uv .nv.info.Subsample_Nearest_rgba_bgra_uv .nv.shared.Subsample_Nearest_rgba_bgra_uv .rel.nv.constant0.Subsample_Nearest_rgba_bgra_uv .nv.constant0.Subsample_Nearest_rgba_bgra_uv .text.Subsample_Nearest_rgba_bgra .nv.info.Subsample_Nearest_rgba_bgra .nv.shared.Subsample_Nearest_rgba_bgra $__internal_265_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgba_bgra .nv.constant0.Subsample_Nearest_rgba_bgra .text.Subsample_Nearest_bgr0_bgra_uv .nv.info.Subsample_Nearest_bgr0_bgra_uv .nv.shared.Subsample_Nearest_bgr0_bgra_uv .rel.nv.constant0.Subsample_Nearest_bgr0_bgra_uv .nv.constant0.Subsample_Nearest_bgr0_bgra_uv .text.Subsample_Nearest_bgr0_bgra .nv.info.Subsample_Nearest_bgr0_bgra .nv.shared.Subsample_Nearest_bgr0_bgra $__internal_266_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgr0_bgra .nv.constant0.Subsample_Nearest_bgr0_bgra .text.Subsample_Nearest_rgb0_bgra_uv .nv.info.Subsample_Nearest_rgb0_bgra_uv .nv.shared.Subsample_Nearest_rgb0_bgra_uv .rel.nv.constant0.Subsample_Nearest_rgb0_bgra_uv .nv.constant0.Subsample_Nearest_rgb0_bgra_uv .text.Subsample_Nearest_rgb0_bgra .nv.info.Subsample_Nearest_rgb0_bgra .nv.shared.Subsample_Nearest_rgb0_bgra $__internal_267_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgb0_bgra .nv.constant0.Subsample_Nearest_rgb0_bgra .text.Subsample_Nearest_bgra_rgba_uv .nv.info.Subsample_Nearest_bgra_rgba_uv .nv.shared.Subsample_Nearest_bgra_rgba_uv .rel.nv.constant0.Subsample_Nearest_bgra_rgba_uv .nv.constant0.Subsample_Nearest_bgra_rgba_uv .text.Subsample_Nearest_bgra_rgba .nv.info.Subsample_Nearest_bgra_rgba .nv.shared.Subsample_Nearest_bgra_rgba $__internal_268_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgra_rgba .nv.constant0.Subsample_Nearest_bgra_rgba .text.Subsample_Nearest_rgba_rgba_uv .nv.info.Subsample_Nearest_rgba_rgba_uv .nv.shared.Subsample_Nearest_rgba_rgba_uv .rel.nv.constant0.Subsample_Nearest_rgba_rgba_uv .nv.constant0.Subsample_Nearest_rgba_rgba_uv .text.Subsample_Nearest_rgba_rgba .nv.info.Subsample_Nearest_rgba_rgba .nv.shared.Subsample_Nearest_rgba_rgba $__internal_269_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgba_rgba .nv.constant0.Subsample_Nearest_rgba_rgba .text.Subsample_Nearest_bgr0_rgba_uv .nv.info.Subsample_Nearest_bgr0_rgba_uv .nv.shared.Subsample_Nearest_bgr0_rgba_uv .rel.nv.constant0.Subsample_Nearest_bgr0_rgba_uv .nv.constant0.Subsample_Nearest_bgr0_rgba_uv .text.Subsample_Nearest_bgr0_rgba .nv.info.Subsample_Nearest_bgr0_rgba .nv.shared.Subsample_Nearest_bgr0_rgba $__internal_270_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgr0_rgba .nv.constant0.Subsample_Nearest_bgr0_rgba .text.Subsample_Nearest_rgb0_rgba_uv .nv.info.Subsample_Nearest_rgb0_rgba_uv .nv.shared.Subsample_Nearest_rgb0_rgba_uv .rel.nv.constant0.Subsample_Nearest_rgb0_rgba_uv .nv.constant0.Subsample_Nearest_rgb0_rgba_uv .text.Subsample_Nearest_rgb0_rgba .nv.info.Subsample_Nearest_rgb0_rgba .nv.shared.Subsample_Nearest_rgb0_rgba $__internal_271_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgb0_rgba .nv.constant0.Subsample_Nearest_rgb0_rgba .text.Subsample_Nearest_bgra_bgr0_uv .nv.info.Subsample_Nearest_bgra_bgr0_uv .nv.shared.Subsample_Nearest_bgra_bgr0_uv .rel.nv.constant0.Subsample_Nearest_bgra_bgr0_uv .nv.constant0.Subsample_Nearest_bgra_bgr0_uv .text.Subsample_Nearest_bgra_bgr0 .nv.info.Subsample_Nearest_bgra_bgr0 .nv.shared.Subsample_Nearest_bgra_bgr0 $__internal_272_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgra_bgr0 .nv.constant0.Subsample_Nearest_bgra_bgr0 .text.Subsample_Nearest_rgba_bgr0_uv .nv.info.Subsample_Nearest_rgba_bgr0_uv .nv.shared.Subsample_Nearest_rgba_bgr0_uv .rel.nv.constant0.Subsample_Nearest_rgba_bgr0_uv .nv.constant0.Subsample_Nearest_rgba_bgr0_uv .text.Subsample_Nearest_rgba_bgr0 .nv.info.Subsample_Nearest_rgba_bgr0 .nv.shared.Subsample_Nearest_rgba_bgr0 $__internal_273_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgba_bgr0 .nv.constant0.Subsample_Nearest_rgba_bgr0 .text.Subsample_Nearest_bgr0_bgr0_uv .nv.info.Subsample_Nearest_bgr0_bgr0_uv .nv.shared.Subsample_Nearest_bgr0_bgr0_uv .rel.nv.constant0.Subsample_Nearest_bgr0_bgr0_uv .nv.constant0.Subsample_Nearest_bgr0_bgr0_uv .text.Subsample_Nearest_bgr0_bgr0 .nv.info.Subsample_Nearest_bgr0_bgr0 .nv.shared.Subsample_Nearest_bgr0_bgr0 $__internal_274_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgr0_bgr0 .nv.constant0.Subsample_Nearest_bgr0_bgr0 .text.Subsample_Nearest_rgb0_bgr0_uv .nv.info.Subsample_Nearest_rgb0_bgr0_uv .nv.shared.Subsample_Nearest_rgb0_bgr0_uv .rel.nv.constant0.Subsample_Nearest_rgb0_bgr0_uv .nv.constant0.Subsample_Nearest_rgb0_bgr0_uv .text.Subsample_Nearest_rgb0_bgr0 .nv.info.Subsample_Nearest_rgb0_bgr0 .nv.shared.Subsample_Nearest_rgb0_bgr0 $__internal_275_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgb0_bgr0 .nv.constant0.Subsample_Nearest_rgb0_bgr0 .text.Subsample_Nearest_bgra_rgb0_uv .nv.info.Subsample_Nearest_bgra_rgb0_uv .nv.shared.Subsample_Nearest_bgra_rgb0_uv .rel.nv.constant0.Subsample_Nearest_bgra_rgb0_uv .nv.constant0.Subsample_Nearest_bgra_rgb0_uv .text.Subsample_Nearest_bgra_rgb0 .nv.info.Subsample_Nearest_bgra_rgb0 .nv.shared.Subsample_Nearest_bgra_rgb0 $__internal_276_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgra_rgb0 .nv.constant0.Subsample_Nearest_bgra_rgb0 .text.Subsample_Nearest_rgba_rgb0_uv .nv.info.Subsample_Nearest_rgba_rgb0_uv .nv.shared.Subsample_Nearest_rgba_rgb0_uv .rel.nv.constant0.Subsample_Nearest_rgba_rgb0_uv .nv.constant0.Subsample_Nearest_rgba_rgb0_uv .text.Subsample_Nearest_rgba_rgb0 .nv.info.Subsample_Nearest_rgba_rgb0 .nv.shared.Subsample_Nearest_rgba_rgb0 $__internal_277_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgba_rgb0 .nv.constant0.Subsample_Nearest_rgba_rgb0 .text.Subsample_Nearest_bgr0_rgb0_uv .nv.info.Subsample_Nearest_bgr0_rgb0_uv .nv.shared.Subsample_Nearest_bgr0_rgb0_uv .rel.nv.constant0.Subsample_Nearest_bgr0_rgb0_uv .nv.constant0.Subsample_Nearest_bgr0_rgb0_uv .text.Subsample_Nearest_bgr0_rgb0 .nv.info.Subsample_Nearest_bgr0_rgb0 .nv.shared.Subsample_Nearest_bgr0_rgb0 $__internal_278_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_bgr0_rgb0 .nv.constant0.Subsample_Nearest_bgr0_rgb0 .text.Subsample_Nearest_rgb0_rgb0_uv .nv.info.Subsample_Nearest_rgb0_rgb0_uv .nv.shared.Subsample_Nearest_rgb0_rgb0_uv .rel.nv.constant0.Subsample_Nearest_rgb0_rgb0_uv .nv.constant0.Subsample_Nearest_rgb0_rgb0_uv .text.Subsample_Nearest_rgb0_rgb0 .nv.info.Subsample_Nearest_rgb0_rgb0 .nv.shared.Subsample_Nearest_rgb0_rgb0 $__internal_279_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_rgb0_rgb0 .nv.constant0.Subsample_Nearest_rgb0_rgb0 .text.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar16_uv $__internal_280_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16_uv .text.Subsample_Nearest_semiplanar16_semiplanar16 .nv.info.Subsample_Nearest_semiplanar16_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar16 $__internal_281_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar16 .text.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar16_uv $__internal_282_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16_uv .text.Subsample_Nearest_semiplanar10_semiplanar16 .nv.info.Subsample_Nearest_semiplanar10_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar16 $__internal_283_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar16 .text.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar16_uv $__internal_284_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16_uv .text.Subsample_Nearest_semiplanar8_semiplanar16 .nv.info.Subsample_Nearest_semiplanar8_semiplanar16 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar16 $__internal_285_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar16 .text.Subsample_Nearest_planar16_semiplanar16_uv .nv.info.Subsample_Nearest_planar16_semiplanar16_uv .nv.shared.Subsample_Nearest_planar16_semiplanar16_uv $__internal_286_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar16_uv .text.Subsample_Nearest_planar16_semiplanar16 .nv.info.Subsample_Nearest_planar16_semiplanar16 .nv.shared.Subsample_Nearest_planar16_semiplanar16 $__internal_287_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar16 .nv.constant0.Subsample_Nearest_planar16_semiplanar16 .text.Subsample_Nearest_planar10_semiplanar16_uv .nv.info.Subsample_Nearest_planar10_semiplanar16_uv .nv.shared.Subsample_Nearest_planar10_semiplanar16_uv $__internal_288_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar16_uv .text.Subsample_Nearest_planar10_semiplanar16 .nv.info.Subsample_Nearest_planar10_semiplanar16 .nv.shared.Subsample_Nearest_planar10_semiplanar16 $__internal_289_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar16 .nv.constant0.Subsample_Nearest_planar10_semiplanar16 .text.Subsample_Nearest_planar8_semiplanar16_uv .nv.info.Subsample_Nearest_planar8_semiplanar16_uv .nv.shared.Subsample_Nearest_planar8_semiplanar16_uv $__internal_290_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar16_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar16_uv .text.Subsample_Nearest_planar8_semiplanar16 .nv.info.Subsample_Nearest_planar8_semiplanar16 .nv.shared.Subsample_Nearest_planar8_semiplanar16 $__internal_291_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar16 .nv.constant0.Subsample_Nearest_planar8_semiplanar16 .text.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar10_uv $__internal_292_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10_uv .text.Subsample_Nearest_semiplanar16_semiplanar10 .nv.info.Subsample_Nearest_semiplanar16_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar10 $__internal_293_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar10 .text.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar10_uv $__internal_294_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10_uv .text.Subsample_Nearest_semiplanar10_semiplanar10 .nv.info.Subsample_Nearest_semiplanar10_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar10 $__internal_295_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar10 .text.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar10_uv $__internal_296_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10_uv .text.Subsample_Nearest_semiplanar8_semiplanar10 .nv.info.Subsample_Nearest_semiplanar8_semiplanar10 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar10 $__internal_297_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar10 .text.Subsample_Nearest_planar16_semiplanar10_uv .nv.info.Subsample_Nearest_planar16_semiplanar10_uv .nv.shared.Subsample_Nearest_planar16_semiplanar10_uv $__internal_298_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar10_uv .text.Subsample_Nearest_planar16_semiplanar10 .nv.info.Subsample_Nearest_planar16_semiplanar10 .nv.shared.Subsample_Nearest_planar16_semiplanar10 $__internal_299_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar10 .nv.constant0.Subsample_Nearest_planar16_semiplanar10 .text.Subsample_Nearest_planar10_semiplanar10_uv .nv.info.Subsample_Nearest_planar10_semiplanar10_uv .nv.shared.Subsample_Nearest_planar10_semiplanar10_uv $__internal_300_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar10_uv .text.Subsample_Nearest_planar10_semiplanar10 .nv.info.Subsample_Nearest_planar10_semiplanar10 .nv.shared.Subsample_Nearest_planar10_semiplanar10 $__internal_301_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar10 .nv.constant0.Subsample_Nearest_planar10_semiplanar10 .text.Subsample_Nearest_planar8_semiplanar10_uv .nv.info.Subsample_Nearest_planar8_semiplanar10_uv .nv.shared.Subsample_Nearest_planar8_semiplanar10_uv $__internal_302_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar10_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar10_uv .text.Subsample_Nearest_planar8_semiplanar10 .nv.info.Subsample_Nearest_planar8_semiplanar10 .nv.shared.Subsample_Nearest_planar8_semiplanar10 $__internal_303_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar10 .nv.constant0.Subsample_Nearest_planar8_semiplanar10 .text.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar16_semiplanar8_uv $__internal_304_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8_uv .text.Subsample_Nearest_semiplanar16_semiplanar8 .nv.info.Subsample_Nearest_semiplanar16_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar16_semiplanar8 $__internal_305_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar16_semiplanar8 .text.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar10_semiplanar8_uv $__internal_306_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8_uv .text.Subsample_Nearest_semiplanar10_semiplanar8 .nv.info.Subsample_Nearest_semiplanar10_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar10_semiplanar8 $__internal_307_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar10_semiplanar8 .text.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.info.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.shared.Subsample_Nearest_semiplanar8_semiplanar8_uv $__internal_308_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8_uv .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8_uv .text.Subsample_Nearest_semiplanar8_semiplanar8 .nv.info.Subsample_Nearest_semiplanar8_semiplanar8 .nv.shared.Subsample_Nearest_semiplanar8_semiplanar8 $__internal_309_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8 .nv.constant0.Subsample_Nearest_semiplanar8_semiplanar8 .text.Subsample_Nearest_planar16_semiplanar8_uv .nv.info.Subsample_Nearest_planar16_semiplanar8_uv .nv.shared.Subsample_Nearest_planar16_semiplanar8_uv $__internal_310_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar16_semiplanar8_uv .text.Subsample_Nearest_planar16_semiplanar8 .nv.info.Subsample_Nearest_planar16_semiplanar8 .nv.shared.Subsample_Nearest_planar16_semiplanar8 $__internal_311_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_semiplanar8 .nv.constant0.Subsample_Nearest_planar16_semiplanar8 .text.Subsample_Nearest_planar10_semiplanar8_uv .nv.info.Subsample_Nearest_planar10_semiplanar8_uv .nv.shared.Subsample_Nearest_planar10_semiplanar8_uv $__internal_312_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar10_semiplanar8_uv .text.Subsample_Nearest_planar10_semiplanar8 .nv.info.Subsample_Nearest_planar10_semiplanar8 .nv.shared.Subsample_Nearest_planar10_semiplanar8 $__internal_313_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_semiplanar8 .nv.constant0.Subsample_Nearest_planar10_semiplanar8 .text.Subsample_Nearest_planar8_semiplanar8_uv .nv.info.Subsample_Nearest_planar8_semiplanar8_uv .nv.shared.Subsample_Nearest_planar8_semiplanar8_uv $__internal_314_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar8_uv .nv.constant0.Subsample_Nearest_planar8_semiplanar8_uv .text.Subsample_Nearest_planar8_semiplanar8 .nv.info.Subsample_Nearest_planar8_semiplanar8 .nv.shared.Subsample_Nearest_planar8_semiplanar8 $__internal_315_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_semiplanar8 .nv.constant0.Subsample_Nearest_planar8_semiplanar8 .text.Subsample_Nearest_semiplanar16_planar16_uv .nv.info.Subsample_Nearest_semiplanar16_planar16_uv .nv.shared.Subsample_Nearest_semiplanar16_planar16_uv $__internal_316_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar16_uv .text.Subsample_Nearest_semiplanar16_planar16 .nv.info.Subsample_Nearest_semiplanar16_planar16 .nv.shared.Subsample_Nearest_semiplanar16_planar16 $__internal_317_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar16 .nv.constant0.Subsample_Nearest_semiplanar16_planar16 .text.Subsample_Nearest_semiplanar10_planar16_uv .nv.info.Subsample_Nearest_semiplanar10_planar16_uv .nv.shared.Subsample_Nearest_semiplanar10_planar16_uv $__internal_318_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar16_uv .text.Subsample_Nearest_semiplanar10_planar16 .nv.info.Subsample_Nearest_semiplanar10_planar16 .nv.shared.Subsample_Nearest_semiplanar10_planar16 $__internal_319_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar16 .nv.constant0.Subsample_Nearest_semiplanar10_planar16 .text.Subsample_Nearest_semiplanar8_planar16_uv .nv.info.Subsample_Nearest_semiplanar8_planar16_uv .nv.shared.Subsample_Nearest_semiplanar8_planar16_uv $__internal_320_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar16_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar16_uv .text.Subsample_Nearest_semiplanar8_planar16 .nv.info.Subsample_Nearest_semiplanar8_planar16 .nv.shared.Subsample_Nearest_semiplanar8_planar16 $__internal_321_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar16 .nv.constant0.Subsample_Nearest_semiplanar8_planar16 .text.Subsample_Nearest_planar16_planar16_uv .nv.info.Subsample_Nearest_planar16_planar16_uv .nv.shared.Subsample_Nearest_planar16_planar16_uv $__internal_322_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar16_uv .nv.constant0.Subsample_Nearest_planar16_planar16_uv .text.Subsample_Nearest_planar16_planar16 .nv.info.Subsample_Nearest_planar16_planar16 .nv.shared.Subsample_Nearest_planar16_planar16 $__internal_323_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar16 .nv.constant0.Subsample_Nearest_planar16_planar16 .text.Subsample_Nearest_planar10_planar16_uv .nv.info.Subsample_Nearest_planar10_planar16_uv .nv.shared.Subsample_Nearest_planar10_planar16_uv $__internal_324_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar16_uv .nv.constant0.Subsample_Nearest_planar10_planar16_uv .text.Subsample_Nearest_planar10_planar16 .nv.info.Subsample_Nearest_planar10_planar16 .nv.shared.Subsample_Nearest_planar10_planar16 $__internal_325_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar16 .nv.constant0.Subsample_Nearest_planar10_planar16 .text.Subsample_Nearest_planar8_planar16_uv .nv.info.Subsample_Nearest_planar8_planar16_uv .nv.shared.Subsample_Nearest_planar8_planar16_uv $__internal_326_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar16_uv .nv.constant0.Subsample_Nearest_planar8_planar16_uv .text.Subsample_Nearest_planar8_planar16 .nv.info.Subsample_Nearest_planar8_planar16 .nv.shared.Subsample_Nearest_planar8_planar16 $__internal_327_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar16 .nv.constant0.Subsample_Nearest_planar8_planar16 .text.Subsample_Nearest_semiplanar16_planar10_uv .nv.info.Subsample_Nearest_semiplanar16_planar10_uv .nv.shared.Subsample_Nearest_semiplanar16_planar10_uv $__internal_328_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar10_uv .text.Subsample_Nearest_semiplanar16_planar10 .nv.info.Subsample_Nearest_semiplanar16_planar10 .nv.shared.Subsample_Nearest_semiplanar16_planar10 $__internal_329_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar10 .nv.constant0.Subsample_Nearest_semiplanar16_planar10 .text.Subsample_Nearest_semiplanar10_planar10_uv .nv.info.Subsample_Nearest_semiplanar10_planar10_uv .nv.shared.Subsample_Nearest_semiplanar10_planar10_uv $__internal_330_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar10_uv .text.Subsample_Nearest_semiplanar10_planar10 .nv.info.Subsample_Nearest_semiplanar10_planar10 .nv.shared.Subsample_Nearest_semiplanar10_planar10 $__internal_331_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar10 .nv.constant0.Subsample_Nearest_semiplanar10_planar10 .text.Subsample_Nearest_semiplanar8_planar10_uv .nv.info.Subsample_Nearest_semiplanar8_planar10_uv .nv.shared.Subsample_Nearest_semiplanar8_planar10_uv $__internal_332_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar10_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar10_uv .text.Subsample_Nearest_semiplanar8_planar10 .nv.info.Subsample_Nearest_semiplanar8_planar10 .nv.shared.Subsample_Nearest_semiplanar8_planar10 $__internal_333_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar10 .nv.constant0.Subsample_Nearest_semiplanar8_planar10 .text.Subsample_Nearest_planar16_planar10_uv .nv.info.Subsample_Nearest_planar16_planar10_uv .nv.shared.Subsample_Nearest_planar16_planar10_uv $__internal_334_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar10_uv .nv.constant0.Subsample_Nearest_planar16_planar10_uv .text.Subsample_Nearest_planar16_planar10 .nv.info.Subsample_Nearest_planar16_planar10 .nv.shared.Subsample_Nearest_planar16_planar10 $__internal_335_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar10 .nv.constant0.Subsample_Nearest_planar16_planar10 .text.Subsample_Nearest_planar10_planar10_uv .nv.info.Subsample_Nearest_planar10_planar10_uv .nv.shared.Subsample_Nearest_planar10_planar10_uv $__internal_336_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar10_uv .nv.constant0.Subsample_Nearest_planar10_planar10_uv .text.Subsample_Nearest_planar10_planar10 .nv.info.Subsample_Nearest_planar10_planar10 .nv.shared.Subsample_Nearest_planar10_planar10 $__internal_337_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar10 .nv.constant0.Subsample_Nearest_planar10_planar10 .text.Subsample_Nearest_planar8_planar10_uv .nv.info.Subsample_Nearest_planar8_planar10_uv .nv.shared.Subsample_Nearest_planar8_planar10_uv $__internal_338_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar10_uv .nv.constant0.Subsample_Nearest_planar8_planar10_uv .text.Subsample_Nearest_planar8_planar10 .nv.info.Subsample_Nearest_planar8_planar10 .nv.shared.Subsample_Nearest_planar8_planar10 $__internal_339_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar10 .nv.constant0.Subsample_Nearest_planar8_planar10 .text.Subsample_Nearest_semiplanar16_planar8_uv .nv.info.Subsample_Nearest_semiplanar16_planar8_uv .nv.shared.Subsample_Nearest_semiplanar16_planar8_uv $__internal_340_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar16_planar8_uv .text.Subsample_Nearest_semiplanar16_planar8 .nv.info.Subsample_Nearest_semiplanar16_planar8 .nv.shared.Subsample_Nearest_semiplanar16_planar8 $__internal_341_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar16_planar8 .nv.constant0.Subsample_Nearest_semiplanar16_planar8 .text.Subsample_Nearest_semiplanar10_planar8_uv .nv.info.Subsample_Nearest_semiplanar10_planar8_uv .nv.shared.Subsample_Nearest_semiplanar10_planar8_uv $__internal_342_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar10_planar8_uv .text.Subsample_Nearest_semiplanar10_planar8 .nv.info.Subsample_Nearest_semiplanar10_planar8 .nv.shared.Subsample_Nearest_semiplanar10_planar8 $__internal_343_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar10_planar8 .nv.constant0.Subsample_Nearest_semiplanar10_planar8 .text.Subsample_Nearest_semiplanar8_planar8_uv .nv.info.Subsample_Nearest_semiplanar8_planar8_uv .nv.shared.Subsample_Nearest_semiplanar8_planar8_uv $__internal_344_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar8_uv .nv.constant0.Subsample_Nearest_semiplanar8_planar8_uv .text.Subsample_Nearest_semiplanar8_planar8 .nv.info.Subsample_Nearest_semiplanar8_planar8 .nv.shared.Subsample_Nearest_semiplanar8_planar8 $__internal_345_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_semiplanar8_planar8 .nv.constant0.Subsample_Nearest_semiplanar8_planar8 .text.Subsample_Nearest_planar16_planar8_uv .nv.info.Subsample_Nearest_planar16_planar8_uv .nv.shared.Subsample_Nearest_planar16_planar8_uv $__internal_346_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar8_uv .nv.constant0.Subsample_Nearest_planar16_planar8_uv .text.Subsample_Nearest_planar16_planar8 .nv.info.Subsample_Nearest_planar16_planar8 .nv.shared.Subsample_Nearest_planar16_planar8 $__internal_347_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar16_planar8 .nv.constant0.Subsample_Nearest_planar16_planar8 .text.Subsample_Nearest_planar10_planar8_uv .nv.info.Subsample_Nearest_planar10_planar8_uv .nv.shared.Subsample_Nearest_planar10_planar8_uv $__internal_348_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar8_uv .nv.constant0.Subsample_Nearest_planar10_planar8_uv .text.Subsample_Nearest_planar10_planar8 .nv.info.Subsample_Nearest_planar10_planar8 .nv.shared.Subsample_Nearest_planar10_planar8 $__internal_349_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar10_planar8 .nv.constant0.Subsample_Nearest_planar10_planar8 .text.Subsample_Nearest_planar8_planar8_uv .nv.info.Subsample_Nearest_planar8_planar8_uv .nv.shared.Subsample_Nearest_planar8_planar8_uv $__internal_350_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar8_uv .nv.constant0.Subsample_Nearest_planar8_planar8_uv .text.Subsample_Nearest_planar8_planar8 .nv.info.Subsample_Nearest_planar8_planar8 .nv.shared.Subsample_Nearest_planar8_planar8 $__internal_351_$__cuda_sm3x_div_rn_noftz_f32_slowpath .rel.nv.constant0.Subsample_Nearest_planar8_planar8 .nv.constant0.Subsample_Nearest_planar8_planar8 .debug_frame .rel.debug_frame .rela.debug_frame .nv.callgraph .nv.prototype .nv.rel.action Subsample_Lanczos_bgra_bgra_uv Subsample_Lanczos_bgra_bgra Subsample_Lanczos_rgba_bgra_uv Subsample_Lanczos_rgba_bgra Subsample_Lanczos_bgr0_bgra_uv Subsample_Lanczos_bgr0_bgra Subsample_Lanczos_rgb0_bgra_uv Subsample_Lanczos_rgb0_bgra Subsample_Lanczos_bgra_rgba_uv Subsample_Lanczos_bgra_rgba Subsample_Lanczos_rgba_rgba_uv Subsample_Lanczos_rgba_rgba Subsample_Lanczos_bgr0_rgba_uv Subsample_Lanczos_bgr0_rgba Subsample_Lanczos_rgb0_rgba_uv Subsample_Lanczos_rgb0_rgba Subsample_Lanczos_bgra_bgr0_uv Subsample_Lanczos_bgra_bgr0 Subsample_Lanczos_rgba_bgr0_uv Subsample_Lanczos_rgba_bgr0 Subsample_Lanczos_bgr0_bgr0_uv Subsample_Lanczos_bgr0_bgr0 Subsample_Lanczos_rgb0_bgr0_uv Subsample_Lanczos_rgb0_bgr0 Subsample_Lanczos_bgra_rgb0_uv Subsample_Lanczos_bgra_rgb0 Subsample_Lanczos_rgba_rgb0_uv Subsample_Lanczos_rgba_rgb0 Subsample_Lanczos_bgr0_rgb0_uv Subsample_Lanczos_bgr0_rgb0 Subsample_Lanczos_rgb0_rgb0_uv Subsample_Lanczos_rgb0_rgb0 Subsample_Lanczos_semiplanar16_semiplanar16_uv Subsample_Lanczos_semiplanar16_semiplanar16 Subsample_Lanczos_semiplanar10_semiplanar16_uv Subsample_Lanczos_semiplanar10_semiplanar16 Subsample_Lanczos_semiplanar8_semiplanar16_uv Subsample_Lanczos_semiplanar8_semiplanar16 Subsample_Lanczos_planar16_semiplanar16_uv Subsample_Lanczos_planar16_semiplanar16 Subsample_Lanczos_planar10_semiplanar16_uv Subsample_Lanczos_planar10_semiplanar16 Subsample_Lanczos_planar8_semiplanar16_uv Subsample_Lanczos_planar8_semiplanar16 Subsample_Lanczos_semiplanar16_semiplanar10_uv Subsample_Lanczos_semiplanar16_semiplanar10 Subsample_Lanczos_semiplanar10_semiplanar10_uv Subsample_Lanczos_semiplanar10_semiplanar10 Subsample_Lanczos_semiplanar8_semiplanar10_uv Subsample_Lanczos_semiplanar8_semiplanar10 Subsample_Lanczos_planar16_semiplanar10_uv Subsample_Lanczos_planar16_semiplanar10 Subsample_Lanczos_planar10_semiplanar10_uv Subsample_Lanczos_planar10_semiplanar10 Subsample_Lanczos_planar8_semiplanar10_uv Subsample_Lanczos_planar8_semiplanar10 Subsample_Lanczos_semiplanar16_semiplanar8_uv Subsample_Lanczos_semiplanar16_semiplanar8 Subsample_Lanczos_semiplanar10_semiplanar8_uv Subsample_Lanczos_semiplanar10_semiplanar8 Subsample_Lanczos_semiplanar8_semiplanar8_uv Subsample_Lanczos_semiplanar8_semiplanar8 Subsample_Lanczos_planar16_semiplanar8_uv Subsample_Lanczos_planar16_semiplanar8 Subsample_Lanczos_planar10_semiplanar8_uv Subsample_Lanczos_planar10_semiplanar8 Subsample_Lanczos_planar8_semiplanar8_uv Subsample_Lanczos_planar8_semiplanar8 Subsample_Lanczos_semiplanar16_planar16_uv Subsample_Lanczos_semiplanar16_planar16 Subsample_Lanczos_semiplanar10_planar16_uv Subsample_Lanczos_semiplanar10_planar16 Subsample_Lanczos_semiplanar8_planar16_uv Subsample_Lanczos_semiplanar8_planar16 Subsample_Lanczos_planar16_planar16_uv Subsample_Lanczos_planar16_planar16 Subsample_Lanczos_planar10_planar16_uv Subsample_Lanczos_planar10_planar16 Subsample_Lanczos_planar8_planar16_uv Subsample_Lanczos_planar8_planar16 Subsample_Lanczos_semiplanar16_planar10_uv Subsample_Lanczos_semiplanar16_planar10 Subsample_Lanczos_semiplanar10_planar10_uv Subsample_Lanczos_semiplanar10_planar10 Subsample_Lanczos_semiplanar8_planar10_uv Subsample_Lanczos_semiplanar8_planar10 Subsample_Lanczos_planar16_planar10_uv Subsample_Lanczos_planar16_planar10 Subsample_Lanczos_planar10_planar10_uv Subsample_Lanczos_planar10_planar10 Subsample_Lanczos_planar8_planar10_uv Subsample_Lanczos_planar8_planar10 Subsample_Lanczos_semiplanar16_planar8_uv Subsample_Lanczos_semiplanar16_planar8 Subsample_Lanczos_semiplanar10_planar8_uv Subsample_Lanczos_semiplanar10_planar8 Subsample_Lanczos_semiplanar8_planar8_uv Subsample_Lanczos_semiplanar8_planar8 Subsample_Lanczos_planar16_planar8_uv Subsample_Lanczos_planar16_planar8 Subsample_Lanczos_planar10_planar8_uv Subsample_Lanczos_planar10_planar8 Subsample_Lanczos_planar8_planar8_uv Subsample_Lanczos_planar8_planar8 Subsample_Bicubic_bgra_bgra_uv Subsample_Bicubic_bgra_bgra Subsample_Bicubic_rgba_bgra_uv Subsample_Bicubic_rgba_bgra Subsample_Bicubic_bgr0_bgra_uv Subsample_Bicubic_bgr0_bgra Subsample_Bicubic_rgb0_bgra_uv Subsample_Bicubic_rgb0_bgra Subsample_Bicubic_bgra_rgba_uv Subsample_Bicubic_bgra_rgba Subsample_Bicubic_rgba_rgba_uv Subsample_Bicubic_rgba_rgba Subsample_Bicubic_bgr0_rgba_uv Subsample_Bicubic_bgr0_rgba Subsample_Bicubic_rgb0_rgba_uv Subsample_Bicubic_rgb0_rgba Subsample_Bicubic_bgra_bgr0_uv Subsample_Bicubic_bgra_bgr0 Subsample_Bicubic_rgba_bgr0_uv Subsample_Bicubic_rgba_bgr0 Subsample_Bicubic_bgr0_bgr0_uv Subsample_Bicubic_bgr0_bgr0 Subsample_Bicubic_rgb0_bgr0_uv Subsample_Bicubic_rgb0_bgr0 Subsample_Bicubic_bgra_rgb0_uv Subsample_Bicubic_bgra_rgb0 Subsample_Bicubic_rgba_rgb0_uv Subsample_Bicubic_rgba_rgb0 Subsample_Bicubic_bgr0_rgb0_uv Subsample_Bicubic_bgr0_rgb0 Subsample_Bicubic_rgb0_rgb0_uv Subsample_Bicubic_rgb0_rgb0 Subsample_Bicubic_semiplanar16_semiplanar16_uv Subsample_Bicubic_semiplanar16_semiplanar16 Subsample_Bicubic_semiplanar10_semiplanar16_uv Subsample_Bicubic_semiplanar10_semiplanar16 Subsample_Bicubic_semiplanar8_semiplanar16_uv Subsample_Bicubic_semiplanar8_semiplanar16 Subsample_Bicubic_planar16_semiplanar16_uv Subsample_Bicubic_planar16_semiplanar16 Subsample_Bicubic_planar10_semiplanar16_uv Subsample_Bicubic_planar10_semiplanar16 Subsample_Bicubic_planar8_semiplanar16_uv Subsample_Bicubic_planar8_semiplanar16 Subsample_Bicubic_semiplanar16_semiplanar10_uv Subsample_Bicubic_semiplanar16_semiplanar10 Subsample_Bicubic_semiplanar10_semiplanar10_uv Subsample_Bicubic_semiplanar10_semiplanar10 Subsample_Bicubic_semiplanar8_semiplanar10_uv Subsample_Bicubic_semiplanar8_semiplanar10 Subsample_Bicubic_planar16_semiplanar10_uv Subsample_Bicubic_planar16_semiplanar10 Subsample_Bicubic_planar10_semiplanar10_uv Subsample_Bicubic_planar10_semiplanar10 Subsample_Bicubic_planar8_semiplanar10_uv Subsample_Bicubic_planar8_semiplanar10 Subsample_Bicubic_semiplanar16_semiplanar8_uv Subsample_Bicubic_semiplanar16_semiplanar8 Subsample_Bicubic_semiplanar10_semiplanar8_uv Subsample_Bicubic_semiplanar10_semiplanar8 Subsample_Bicubic_semiplanar8_semiplanar8_uv Subsample_Bicubic_semiplanar8_semiplanar8 Subsample_Bicubic_planar16_semiplanar8_uv Subsample_Bicubic_planar16_semiplanar8 Subsample_Bicubic_planar10_semiplanar8_uv Subsample_Bicubic_planar10_semiplanar8 Subsample_Bicubic_planar8_semiplanar8_uv Subsample_Bicubic_planar8_semiplanar8 Subsample_Bicubic_semiplanar16_planar16_uv Subsample_Bicubic_semiplanar16_planar16 Subsample_Bicubic_semiplanar10_planar16_uv Subsample_Bicubic_semiplanar10_planar16 Subsample_Bicubic_semiplanar8_planar16_uv Subsample_Bicubic_semiplanar8_planar16 Subsample_Bicubic_planar16_planar16_uv Subsample_Bicubic_planar16_planar16 Subsample_Bicubic_planar10_planar16_uv Subsample_Bicubic_planar10_planar16 Subsample_Bicubic_planar8_planar16_uv Subsample_Bicubic_planar8_planar16 Subsample_Bicubic_semiplanar16_planar10_uv Subsample_Bicubic_semiplanar16_planar10 Subsample_Bicubic_semiplanar10_planar10_uv Subsample_Bicubic_semiplanar10_planar10 Subsample_Bicubic_semiplanar8_planar10_uv Subsample_Bicubic_semiplanar8_planar10 Subsample_Bicubic_planar16_planar10_uv Subsample_Bicubic_planar16_planar10 Subsample_Bicubic_planar10_planar10_uv Subsample_Bicubic_planar10_planar10 Subsample_Bicubic_planar8_planar10_uv Subsample_Bicubic_planar8_planar10 Subsample_Bicubic_semiplanar16_planar8_uv Subsample_Bicubic_semiplanar16_planar8 Subsample_Bicubic_semiplanar10_planar8_uv Subsample_Bicubic_semiplanar10_planar8 Subsample_Bicubic_semiplanar8_planar8_uv Subsample_Bicubic_semiplanar8_planar8 Subsample_Bicubic_planar16_planar8_uv Subsample_Bicubic_planar16_planar8 Subsample_Bicubic_planar10_planar8_uv Subsample_Bicubic_planar10_planar8 Subsample_Bicubic_planar8_planar8_uv Subsample_Bicubic_planar8_planar8 Subsample_Bilinear_bgra_bgra_uv Subsample_Bilinear_bgra_bgra Subsample_Bilinear_rgba_bgra_uv Subsample_Bilinear_rgba_bgra Subsample_Bilinear_bgr0_bgra_uv Subsample_Bilinear_bgr0_bgra Subsample_Bilinear_rgb0_bgra_uv Subsample_Bilinear_rgb0_bgra Subsample_Bilinear_bgra_rgba_uv Subsample_Bilinear_bgra_rgba Subsample_Bilinear_rgba_rgba_uv Subsample_Bilinear_rgba_rgba Subsample_Bilinear_bgr0_rgba_uv Subsample_Bilinear_bgr0_rgba Subsample_Bilinear_rgb0_rgba_uv Subsample_Bilinear_rgb0_rgba Subsample_Bilinear_bgra_bgr0_uv Subsample_Bilinear_bgra_bgr0 Subsample_Bilinear_rgba_bgr0_uv Subsample_Bilinear_rgba_bgr0 Subsample_Bilinear_bgr0_bgr0_uv Subsample_Bilinear_bgr0_bgr0 Subsample_Bilinear_rgb0_bgr0_uv Subsample_Bilinear_rgb0_bgr0 Subsample_Bilinear_bgra_rgb0_uv Subsample_Bilinear_bgra_rgb0 Subsample_Bilinear_rgba_rgb0_uv Subsample_Bilinear_rgba_rgb0 Subsample_Bilinear_bgr0_rgb0_uv Subsample_Bilinear_bgr0_rgb0 Subsample_Bilinear_rgb0_rgb0_uv Subsample_Bilinear_rgb0_rgb0 Subsample_Bilinear_semiplanar16_semiplanar16_uv Subsample_Bilinear_semiplanar16_semiplanar16 Subsample_Bilinear_semiplanar10_semiplanar16_uv Subsample_Bilinear_semiplanar10_semiplanar16 Subsample_Bilinear_semiplanar8_semiplanar16_uv Subsample_Bilinear_semiplanar8_semiplanar16 Subsample_Bilinear_planar16_semiplanar16_uv Subsample_Bilinear_planar16_semiplanar16 Subsample_Bilinear_planar10_semiplanar16_uv Subsample_Bilinear_planar10_semiplanar16 Subsample_Bilinear_planar8_semiplanar16_uv Subsample_Bilinear_planar8_semiplanar16 Subsample_Bilinear_semiplanar16_semiplanar10_uv Subsample_Bilinear_semiplanar16_semiplanar10 Subsample_Bilinear_semiplanar10_semiplanar10_uv Subsample_Bilinear_semiplanar10_semiplanar10 Subsample_Bilinear_semiplanar8_semiplanar10_uv Subsample_Bilinear_semiplanar8_semiplanar10 Subsample_Bilinear_planar16_semiplanar10_uv Subsample_Bilinear_planar16_semiplanar10 Subsample_Bilinear_planar10_semiplanar10_uv Subsample_Bilinear_planar10_semiplanar10 Subsample_Bilinear_planar8_semiplanar10_uv Subsample_Bilinear_planar8_semiplanar10 Subsample_Bilinear_semiplanar16_semiplanar8_uv Subsample_Bilinear_semiplanar16_semiplanar8 Subsample_Bilinear_semiplanar10_semiplanar8_uv Subsample_Bilinear_semiplanar10_semiplanar8 Subsample_Bilinear_semiplanar8_semiplanar8_uv Subsample_Bilinear_semiplanar8_semiplanar8 Subsample_Bilinear_planar16_semiplanar8_uv Subsample_Bilinear_planar16_semiplanar8 Subsample_Bilinear_planar10_semiplanar8_uv Subsample_Bilinear_planar10_semiplanar8 Subsample_Bilinear_planar8_semiplanar8_uv Subsample_Bilinear_planar8_semiplanar8 Subsample_Bilinear_semiplanar16_planar16_uv Subsample_Bilinear_semiplanar16_planar16 Subsample_Bilinear_semiplanar10_planar16_uv Subsample_Bilinear_semiplanar10_planar16 Subsample_Bilinear_semiplanar8_planar16_uv Subsample_Bilinear_semiplanar8_planar16 Subsample_Bilinear_planar16_planar16_uv Subsample_Bilinear_planar16_planar16 Subsample_Bilinear_planar10_planar16_uv Subsample_Bilinear_planar10_planar16 Subsample_Bilinear_planar8_planar16_uv Subsample_Bilinear_planar8_planar16 Subsample_Bilinear_semiplanar16_planar10_uv Subsample_Bilinear_semiplanar16_planar10 Subsample_Bilinear_semiplanar10_planar10_uv Subsample_Bilinear_semiplanar10_planar10 Subsample_Bilinear_semiplanar8_planar10_uv Subsample_Bilinear_semiplanar8_planar10 Subsample_Bilinear_planar16_planar10_uv Subsample_Bilinear_planar16_planar10 Subsample_Bilinear_planar10_planar10_uv Subsample_Bilinear_planar10_planar10 Subsample_Bilinear_planar8_planar10_uv Subsample_Bilinear_planar8_planar10 Subsample_Bilinear_semiplanar16_planar8_uv Subsample_Bilinear_semiplanar16_planar8 Subsample_Bilinear_semiplanar10_planar8_uv Subsample_Bilinear_semiplanar10_planar8 Subsample_Bilinear_semiplanar8_planar8_uv Subsample_Bilinear_semiplanar8_planar8 Subsample_Bilinear_planar16_planar8_uv Subsample_Bilinear_planar16_planar8 Subsample_Bilinear_planar10_planar8_uv Subsample_Bilinear_planar10_planar8 Subsample_Bilinear_planar8_planar8_uv Subsample_Bilinear_planar8_planar8 Subsample_Nearest_bgra_bgra_uv Subsample_Nearest_bgra_bgra Subsample_Nearest_rgba_bgra_uv Subsample_Nearest_rgba_bgra Subsample_Nearest_bgr0_bgra_uv Subsample_Nearest_bgr0_bgra Subsample_Nearest_rgb0_bgra_uv Subsample_Nearest_rgb0_bgra Subsample_Nearest_bgra_rgba_uv Subsample_Nearest_bgra_rgba Subsample_Nearest_rgba_rgba_uv Subsample_Nearest_rgba_rgba Subsample_Nearest_bgr0_rgba_uv Subsample_Nearest_bgr0_rgba Subsample_Nearest_rgb0_rgba_uv Subsample_Nearest_rgb0_rgba Subsample_Nearest_bgra_bgr0_uv Subsample_Nearest_bgra_bgr0 Subsample_Nearest_rgba_bgr0_uv Subsample_Nearest_rgba_bgr0 Subsample_Nearest_bgr0_bgr0_uv Subsample_Nearest_bgr0_bgr0 Subsample_Nearest_rgb0_bgr0_uv Subsample_Nearest_rgb0_bgr0 Subsample_Nearest_bgra_rgb0_uv Subsample_Nearest_bgra_rgb0 Subsample_Nearest_rgba_rgb0_uv Subsample_Nearest_rgba_rgb0 Subsample_Nearest_bgr0_rgb0_uv Subsample_Nearest_bgr0_rgb0 Subsample_Nearest_rgb0_rgb0_uv Subsample_Nearest_rgb0_rgb0 Subsample_Nearest_semiplanar16_semiplanar16_uv Subsample_Nearest_semiplanar16_semiplanar16 Subsample_Nearest_semiplanar10_semiplanar16_uv Subsample_Nearest_semiplanar10_semiplanar16 Subsample_Nearest_semiplanar8_semiplanar16_uv Subsample_Nearest_semiplanar8_semiplanar16 Subsample_Nearest_planar16_semiplanar16_uv Subsample_Nearest_planar16_semiplanar16 Subsample_Nearest_planar10_semiplanar16_uv Subsample_Nearest_planar10_semiplanar16 Subsample_Nearest_planar8_semiplanar16_uv Subsample_Nearest_planar8_semiplanar16 Subsample_Nearest_semiplanar16_semiplanar10_uv Subsample_Nearest_semiplanar16_semiplanar10 Subsample_Nearest_semiplanar10_semiplanar10_uv Subsample_Nearest_semiplanar10_semiplanar10 Subsample_Nearest_semiplanar8_semiplanar10_uv Subsample_Nearest_semiplanar8_semiplanar10 Subsample_Nearest_planar16_semiplanar10_uv Subsample_Nearest_planar16_semiplanar10 Subsample_Nearest_planar10_semiplanar10_uv Subsample_Nearest_planar10_semiplanar10 Subsample_Nearest_planar8_semiplanar10_uv Subsample_Nearest_planar8_semiplanar10 Subsample_Nearest_semiplanar16_semiplanar8_uv Subsample_Nearest_semiplanar16_semiplanar8 Subsample_Nearest_semiplanar10_semiplanar8_uv Subsample_Nearest_semiplanar10_semiplanar8 Subsample_Nearest_semiplanar8_semiplanar8_uv Subsample_Nearest_semiplanar8_semiplanar8 Subsample_Nearest_planar16_semiplanar8_uv Subsample_Nearest_planar16_semiplanar8 Subsample_Nearest_planar10_semiplanar8_uv Subsample_Nearest_planar10_semiplanar8 Subsample_Nearest_planar8_semiplanar8_uv Subsample_Nearest_planar8_semiplanar8 Subsample_Nearest_semiplanar16_planar16_uv Subsample_Nearest_semiplanar16_planar16 Subsample_Nearest_semiplanar10_planar16_uv Subsample_Nearest_semiplanar10_planar16 Subsample_Nearest_semiplanar8_planar16_uv Subsample_Nearest_semiplanar8_planar16 Subsample_Nearest_planar16_planar16_uv Subsample_Nearest_planar16_planar16 Subsample_Nearest_planar10_planar16_uv Subsample_Nearest_planar10_planar16 Subsample_Nearest_planar8_planar16_uv Subsample_Nearest_planar8_planar16 Subsample_Nearest_semiplanar16_planar10_uv Subsample_Nearest_semiplanar16_planar10 Subsample_Nearest_semiplanar10_planar10_uv Subsample_Nearest_semiplanar10_planar10 Subsample_Nearest_semiplanar8_planar10_uv Subsample_Nearest_semiplanar8_planar10 Subsample_Nearest_planar16_planar10_uv Subsample_Nearest_planar16_planar10 Subsample_Nearest_planar10_planar10_uv Subsample_Nearest_planar10_planar10 Subsample_Nearest_planar8_planar10_uv Subsample_Nearest_planar8_planar10 Subsample_Nearest_semiplanar16_planar8_uv Subsample_Nearest_semiplanar16_planar8 Subsample_Nearest_semiplanar10_planar8_uv Subsample_Nearest_semiplanar10_planar8 Subsample_Nearest_semiplanar8_planar8_uv Subsample_Nearest_semiplanar8_planar8 Subsample_Nearest_planar16_planar8_uv Subsample_Nearest_planar16_planar8 Subsample_Nearest_planar10_planar8_uv Subsample_Nearest_planar10_planar8 Subsample_Nearest_planar8_planar8_uv Subsample_Nearest_planar8_planar8                             )                     9                     R    K                ú    «                '   L                •   Lp"            ø   ¬                "   M                Ê   ­                ÷   N                e   Nð"            È   ®                ò   O                š   ¯                Ç   P                5   P@!      @      ˜   °                Â   Q                j   ±                —   R                   R !      `      h   ²                ’   S                :   ³                g   T                Õ   Tð"            8	   ´                b	   U                

   µ                7
   V                ¥
   Vp"               ¶                2   W                Ú   ·                   X                u   X !      `      Ø   ¸                   Y                ª   ¹                ×   Z                E   Z@!      @      ¨   º                Ò   [                z   »                §   \                   \p"            x   ¼                ¢   ]                J   ½                w   ^                å   ^ð"            H   ¾                r   _                   ¿                G   `                µ   `p"               À                C   a                ë   Á                   b                †   bð"            ê   Â                   c                ¼   Ã                é   d                W   dð"            »   Ä                å   e                �   Å                º   f                (   fp"            Œ   Æ                ¶   g                ^   Ç                ‹   h                ù   hð"            ]   È                ‡   i                /   É                \   j                Ê   jp"            .   Ê                X   k                ÿ   k@      @      v   Ë                ³   l                Q   lp            Å   Ì                ÿ   m                ¦    m°      P      !   Í                Z!   n                ø!   n°      P      l"   Î                ¦"   o                J#   o°      P      À#   Ï                ü#   p                —$   p°      P      
%   Ð                C%   q                Þ%   q°6      P      Q&   Ñ                Š&   r                '   rp            Œ'   Ò                Â'   s                ](   s@7      @      Ð(   Ó                	)   t                ›)   tÀ      @      *   Ô                A*   u                Ù*   u 7      `      K+   Õ                ƒ+   v                ,   v°      P      �,   Ö                ¶,   w                ]-   wP      0      Ô-   ×                .   x                ¯.   x€      €      #/   Ø                ]/   y                0   y@      @      {0   Ù                ¸0   z                V1   zp            Ê1   Ú                2   {                ¨2   {°      P      3   Û                Z3   |                õ3   |°      P      h4   Ü                ¡4   }                <5   }Ð6      °      ¯5   Ý                è5   ~                z6   ~€      €      ê6   Þ                 7                   »7   Ð6      °      .8   ß                g8   €                ù8   €€      €      i9   à                Ÿ9   �                7:   � 7      `      ©:   á                á:   ‚                p;   ‚°      P      ß;   â                <   ƒ                ¸<   ƒ`             .=   ã                j=   „                >   „       €      x>   ä                ±>   …                U?   …`             Ë?   å                @   †                ¢@   †       €      A   æ                NA   ‡                ïA   ‡0      P      dB   ç                ŸB   ˆ                7C   ˆð            ©C   è                áC   ‰                yD   ‰Ð6      °      ëD   é                #E   Š                ²E   Š       €      !F   ê                VF   ‹                îF   ‹Ð6      °      `G   ë                ˜G   Œ                'H   Œ       €      –H   ì                ËH   �                `I   �°6      P      ÑI   í                J   Ž                ”J   Žð            K   î                6K   �                ÑK   �€      €      DL   ï                }L   �                M   �p            M   ð                µM   ‘                PN   ‘°      P      ÃN   ñ                üN   ’                ŽO   ’°      P      þO   ò                4P   “                ÌP   “`             >Q   ó                vQ   ”                R   ”°      P      tR   ô                ©R   •                8S   •`6             §S   õ                ÜS   –                bT   –p            ÎT   ö                 U   —                �U   — 7      €      þU   ÷                3V   ˜                ¹V   ˜À      @      %W   ø                WW   ™                ãW   ™à6             QX   ù                …X   š                Y   š°      P      sY   ú                ¤Y   ›                ?Z   ›       `      ²Z   û                ëZ   œ                }[   œ€      €      í[   ü                #\   �                ¾\   �       `      1]   ý                j]   ž                ü]   ž€      €      l^   þ                ¢^   Ÿ                :_   Ÿð            ¬_   ÿ                ä_                    s`    Ð      0      â`                    a   ¡                ¦a   ¡€6      €      b                   Jb   ¢                Ðb   ¢€      €      <c                   nc   £                ýc   £`6             ld                   ¡d   ¤                'e   ¤p            “e                   Åe   ¥                Qf   ¥ 7      `      ¿f                   óf   ¦                vg   ¦Ð      0      ág                   h   §                ªh   §À      @      i                   Ti   ¨                ãi   ¨       €      Rj                   ‡j   ©                k   ©À      @      ‘k   	                Ék   ª                Xl   ª       €      Çl   
                ül   «                ‘m   «�      p      n                   9n   ¬                Ån   ¬ð            3o                   go   ­                óo   ­À5      @      ap                   •p   ®                q   ®       €      ƒq                   ´q   ¯                @r   ¯À5      @      ®r                   âr   °                es   °       €      Ðs                   t   ±                Št   ± 5      `      ÷t                   *u   ²                ªu   ²ð            v                   Dv   ³                ìv                   w   ´                ‡w   ´�      ð      ëw                   x   µ                ½x                   êx   ¶                Xy   ¶€             ¼y                   æy   ·                Žz                   »z   ¸                ){   ¸      ð      �{                   ·{   ¹                _|                   Œ|   º                ú|   º      ð      ^}                   ˆ}   »                0~                   ]~   ¼                Ë~   ¼€             /                   Y   ½                €                   .€   ¾                œ€   ¾�      ð       �                   *�   ¿                Ò�                   ÿ�   À                m‚   À      ð      Ñ‚                    û‚   Á                £ƒ   !                Ðƒ   Â                >„   Â      ð      ¢„   "                Ì„   Ã                t…   #                ¡…   Ä                †   Ä�      ð      s†   $                �†   Å                E‡   %                r‡   Æ                à‡   Æ€             Dˆ   &                nˆ   Ç                ‰   '                C‰   È                ±‰   È�      ð      Š   (                ?Š   É                çŠ   )                ‹   Ê                ‚‹   Ê€             æ‹   *                Œ   Ë                ¸Œ   +                åŒ   Ì                S�   Ì€             ¸�   ,                â�   Í                ŠŽ   -                ·Ž   Î                %�   Î�      ð      Š�   .                ´�   Ï                \�   /                ‰�   Ð                ÷�   Ð€             \‘   0                †‘   Ñ                .’   1                [’   Ò                É’   Ò�      ð      .“   2                X“   Ó                ÿ“   Ó       à      w”   3                ´”   Ô                R•   Ô�
      ð      Ç•   4                –   Õ                ¨–   ÕÀ      À       —   5                ]—   Ö                û—   ÖÐ
      °      p˜   6                ª˜   ×                N™   ×À      À      Å™   7                š   Ø                œš   ØÐ
      °      ›   8                I›   Ù                ä›   ÙP      °      Xœ   9                ‘œ   Ú                #�   Ú�
      ð      ”�   :                Ê�   Û                ež   Ûð            Ùž   ;                Ÿ   Ü                ¤Ÿ   Üà
                 <                K    Ý                ã    ÝÐ      °      V¡   =                Ž¡   Þ                ¢   ÞÐ
      °      �¢   >                Â¢   ß                i£   ß@      À      á£   ?                ¤   à                ¼¤   à 
      à      1¥   @                k¥   á                ¦   á       à      Š¦   A                Ç¦   â                e§   â�
      ð      Ú§   B                ¨   ã                ¸¨   ãÀ      À      /©   C                k©   ä                ª   äÐ
      °      zª   D                ³ª   å                N«   å`             Â«   E                û«   æ                �¬   æ 
      à      þ¬   F                4­   ç                Ï­   ç`             C®   G                |®   è                ¯   è 
      à      ¯   H                µ¯   é                M°   éÐ      °      À°   I                ø°   ê                ‡±   êÐ
      °      ÷±   J                ,²   ë                Ð²   ëP      °      G³   K                ƒ³   ì                ´   ì 
      à      ’´   L                Ë´   í                oµ   íP      °      æµ   M                "¶   î                ½¶   î 
      à      1·   N                j·   ï                ¸   ï       à      �¸   O                ¼¸   ð                T¹   ð
      ð      Ç¹   P                ÿ¹   ñ                —º   ñp            
»   Q                B»   ò                Ñ»   ò 
      à      A¼   R                v¼   ó                ½   óp            �½   S                ¹½   ô                H¾   ô 
      à      ¸¾   T                í¾   õ                ‚¿   õ@      À      ô¿   U                +À   ö                ·À   ö
      ð      &Á   V                ZÁ   ÷                õÁ   ÷`             iÂ   W                ¢Â   ø                4Ã   ø�
      ð      ¥Ã   X                ÛÃ   ù                vÄ   ùà             êÄ   Y                #Å   ú                µÅ   úÐ
      °      &Æ   Z                \Æ   û                ôÆ   ûà             gÇ   [                ŸÇ   ü                .È   üÐ
      °      žÈ   \                ÓÈ   ý                bÉ   ýð            ÒÉ   ]                Ê   þ                �Ê   þ�
      ð      úÊ   ^                ,Ë   ÿ                »Ë   ÿ      ð      +Ì   _                `Ì                    æÌ    à
             SÍ   `                …Í                   Î   ð            €Î   a                ´Î                   7Ï   Ð
      °      £Ï   b                ÔÏ                   oÐ   €             ãÐ   c                Ñ                   ®Ñ    
      à      Ò   d                UÒ                   ðÒ   €             dÓ   e                �Ó                   /Ô    
      à       Ô   f                ÖÔ                   nÕ          à      áÕ   g                Ö                   ¨Ö   ð
            ×   h                M×   	                Ü×   	      ð      LØ   i                �Ø   
                Ù   
 
      à      tÙ   j                ¦Ù                   5Ú   ð            ¥Ú   k                ÚÚ                   `Û   �
      ð      ÍÛ   l                ÿÛ                   ‹Ü   0      Ð      úÜ   m                .Ý                   ±Ý   ð
            Þ   n                NÞ                   æÞ   ð            Yß   o                ‘ß                    à    
      à      �à   p                Åà                   ]á   ð            Ðá   q                â                   —â    
      à      ã   r                <ã                   Ñã   Ð      0      Cä   s                zä                   å   
      ð      uå   t                ©å                   5æ   `             ¤æ   u                Øæ                   [ç    
      à      Çç   v                øç                   „è   `             óè   w                'é                   ªé    
      à      ê   x                Gê                   Ðê   @      À      >ë   y                që                   ñë   
      ð      \ì   z                Œì                   8í   {                fí                   ×í          à      =î   |                hî                   ï   }                Bï                   ³ï          à      ð   ~                Dð                   ðð                   ñ                    �ñ    P      0      õñ   €                 ò   !                Ìò   �                úò   "                kó   "P      0      Ñó   ‚                üó   #                ¨ô   ƒ                Öô   $                Gõ   $       à      ­õ   „                Øõ   %                „ö   …                ²ö   &                #÷   &       à      ‰÷   †                ´÷   '                `ø   ‡                Žø   (                ÿø   (P      0      eù   ˆ                �ù   )                <ú   ‰                jú   *                Ûú   *P      0      Aû   Š                lû   +                ü   ‹                Fü   ,                ·ü   ,       à      ý   Œ                Hý   -                ôý   �                "þ   .                “þ   .       à      ùþ   Ž                $ÿ   /                Ðÿ   �                þÿ   0                o   0       à      Õ   �                   1                ¬  ‘                Ú  2                K  2       à      ±  ’                Ü  3                ˆ  “                ¶  4                '  4       à      �  ”                ¸  5                d  •                ’  6                  6       à      i  –                ”  7                @  —                n  8                ß  8       à      E  ˜                p  9                	  ™                J	  :                »	  :       à      !
  š                L
  ;                ö
  ;       à      o  ›                ­  <                N  <       à      Ä  œ                ÿ  =                ©  =0      Ð      "  �                `  >                  >p            w  ž                ²  ?                Y  ?ð            Ñ  Ÿ                  @                ¬  @P      0      !                   [  A                ù  A@      À      n  ¡                ¨  B                =  B       à      ¯  ¢                æ  C                „  C 	             ù  £                3  D                È  D€             :  ¤                q  E                  E       à      €  ¥                ¹  F                K  FP      0      ¼  ¦                ò  G                œ  GÀ      À        §                S  H                ô  H0      Ð      j  ¨                ¥  I                O  I       à      È  ©                  J                §  J       à        ª                X  K                ÿ  K      ð      w   «                ´   L                R!  LP      0      Ç!  ¬                "  M                Ÿ"  Mp            #  ­                N#  N                ã#  N0      Ð      U$  ®                Œ$  O                *%  Oà             Ÿ%  ¯                Ù%  P                n&  Pà             à&  °                '  Q                ²'  QÀ      À      &(  ±                _(  R                ñ(  RP      0      b)  ²                ˜)  S                ?*  S       à      ·*  ³                ô*  T                ’+  T�      ð      ,  ´                A,  U                è,  U       à      `-  µ                �-  V                ;.  V�      ð      °.  ¶                ê.  W                Ž/  W       à      0  ·                A0  X                Ü0  X�      ð      P1  ¸                ‰1  Y                $2  Y@      À      ˜2  ¹                Ñ2  Z                c3  Z�      ð      Ô3  º                
4  [                ¥4  [À      À      5  »                R5  \                ä5  \P      0      U6  ¼                ‹6  ]                #7  ]@      À      –7  ½                Î7  ^                ]8  ^�      ð      Í8  ¾                9  _                 9  _à             :  ¿                O:  `                ä:  `       à      V;  À                �;  a                +<  ap             <  Á                Ú<  b                o=  bp            á=  Â                >  c                ³>  c0      Ð      '?  Ã                `?  d                ò?  dP      0      c@  Ä                ™@  e                +A  e�      ð      œA  Å                ÒA  f                [B  f       à      ÉB  Æ                üB  g                ŽC  g@	      À      ÿC  Ç                5D  h                ¾D  h€             ,E  È                _E  i                îE  ià             ^F  É                “F  j                G  jP      0      †G  Ê                ¸G  k                VH  kà             ËH  Ë                I  l                šI  l       à      J  Ì                CJ  m                áJ  mà             VK  Í                �K  n                %L  n       à      —L  Î                ÎL  o                iM  op            ÝM  Ï                N  p                ¨N  p`             O  Ð                OO  q                áO  q�      ð      RP  Ñ                ˆP  r                Q  r       à      Q  Ò                ²Q  s                DR  s�      ð      µR  Ó                ëR  t                tS  t       à      âS  Ô                T  u                ¤T  u 	      à      U  Õ                IU  v                ÏU  v`             <V  Ö                nV  w                	W  w@      À      }W  ×                ¶W  x                HX  x�      ð      ¹X  Ø                ïX  y                ŠY  y@      À      þY  Ù                7Z  z                ÉZ  z�      ð      :[  Ú                p[  {                \  {@      À      {\  Û                ³\  |                B]  |�      ð      ²]  Ü                ç]  }                v^  }ð            æ^  Ý                _  ~                ¡_  ~�      ð      `  Þ                @`                  Ï`  `             ?a  ß                ta  €                úa  €P      0      gb  à                ™b  �                %c  �ð            ”c  á                Èc  ‚                Kd  ‚�      ð      ·d  â                èd  ƒ                �e  ã                ½e  „                +f  „      ð      �f  ä                ºf  …                bg  å                �g  †                ýg  †      ð      bh  æ                Œh  ‡                4i  ç                ai  ˆ                Ïi  ˆ0      Ð      4j  è                ^j  ‰                k  é                3k  Š                ¡k  Š0      Ð      l  ê                0l  ‹                Øl  ë                m  Œ                sm  Œ      ð      Øm  ì                n  �                ªn  í                ×n  Ž                Eo  Ž      ð      ªo  î                Ôo  �                |p  ï                ©p  �                q  �0      Ð      |q  ð                ¦q  ‘                Nr  ñ                {r  ’                ér  ’0      Ð      Ns  ò                xs  “                 t  ó                Mt  ”                »t  ”      ð       u  ô                Ju  •                òu  õ                v  –                �v  –      ð      òv  ö                w  —                Äw  ÷                ñw  ˜                _x  ˜      ð      Äx  ø                îx  ™                –y  ù                Ãy  š                1z  š      ð      –z  ú                Àz  ›                h{  û                •{  œ                |  œ      ð      h|  ü                ’|  �                :}  ý                g}  ž                Õ}  ž      ð      :~  þ                d~  Ÿ                  ÿ                9                   §         ð      €                   6€  ¡                Þ€                  �  ¢                y�  ¢      ð      Þ�                  ‚  £                ¯‚  £ð            'ƒ                  dƒ  ¤                „  ¤à             w„                  ±„  ¥                X…  ¥€             Ð…                  †  ¦                «†  ¦0      Ð       ‡                  Z‡  §                þ‡  §`             uˆ                  ±ˆ  ¨                L‰  ¨       à      À‰                  ù‰  ©                ”Š  ©              ‹  	                A‹  ª                Ó‹  ªà             DŒ  
                zŒ  «                �  «°      Ð      ‰�                  Â�  ¬                TŽ  ¬@      À      ÅŽ                  ûŽ  ­                “�  ­p            �                  >�  ®                Í�  ®       à      =‘                  r‘  ¯                ’  ¯      ð      ‘’                  Î’  °                l“  °ð            á“                  ”  ±                Â”  ±ð            :•                  w•  ²                –  ²à             Š–                  Ä–  ³                h—  ³`             ß—                  ˜  ´                ¶˜  ´       à      *™                  c™  µ                þ™  µ       à      rš                  «š  ¶                =›  ¶ð            ®›                  ä›  ·                œ  ·       à      óœ                  ,�  ¸                ¾�  ¸ð            /ž                  ež  ¹                ýž  ¹p            pŸ                  ¨Ÿ  º                7   º       à      §                   Ü   »                €¡  »      ð      ÷¡                  3¢  ¼                Î¢  ¼p            B£                  {£  ½                ¤  ½      ð      –¤                  Ò¤  ¾                m¥  ¾p            á¥                  ¦  ¿                »¦  ¿ð            1§                  l§  À                ¨  À`             w¨                   ¯¨  Á                G©  Á       à      º©  !                ò©  Â                �ª  Âp            ñª  "                &«  Ã                ¾«  Ã       à      1¬  #                i¬  Ä                ø¬  Äp            h­  $                �­  Å                2®  Å              ¤®  %                Û®  Æ                g¯  Æ`             Ö¯  &                
°  Ç                ¥°  Ç0      Ð      ±  '                R±  È                ä±  Èà             U²  (                ‹²  É                &³  ÉÀ      @      š³  )                Ó³  Ê                e´  Ê0      Ð      Ö´  *                µ  Ë                ¤µ  Ë       à      ¶  +                O¶  Ì                Þ¶  Ì       à      N·  ,                ƒ·  Í                ¸  Í@      @      ‚¸  -                ·¸  Î                =¹  Îà             ª¹  .                Ü¹  Ï                kº  Ïð            Ûº  /                »  Ð                –»  Ð@      À      ¼  0                5¼  Ñ                Á¼  Ñ°      Ð      0½  1                d½  Ò                ç½  Ò       à      S¾  2                „¾  Ó                ¿  Óp            “¿  3                Ì¿  Ô                ^À  Ô              ÏÀ  4                Á  Õ                 Á  Õp            Â  5                MÂ  Ö                ßÂ  Ö              PÃ  6                †Ã  ×                Ä  ×              ‘Ä  7                ÉÄ  Ø                XÅ  ØP      °      ÈÅ  8                ýÅ  Ù                ŒÆ  Ù€             üÆ  9                1Ç  Ú                ·Ç  Ú              $È  :                VÈ  Û                åÈ  Û@      @      UÉ  ;                ŠÉ  Ü                Ê  Üà             }Ê  <                ¯Ê  Ý                ;Ë  Ý      ð      ªË  =                ÞË  Þ                aÌ  ÞP      °      ÍÌ  >                þÌ  ß                –Í  ß°      Ð      	Î  ?                AÎ  à                ÐÎ  àp            @Ï  @                uÏ  á                Ð  á°      Ð      €Ð  A                ¸Ð  â                GÑ  âp            ·Ñ  B                ìÑ  ã                �Ò  ã�      ð      óÒ  C                *Ó  ä                ¶Ó  ä`             %Ô  D                YÔ  å                åÔ  åÀ      @      TÕ  E                ˆÕ  æ                Ö  æp            wÖ  F                ¨Ö  ç                4×  çÀ      @      £×  G                ××  è                ZØ  èp            ÆØ  H                ÷Ø  é                €Ù  é       à      îÙ  I                !Ú  ê                ¡Ú  ê`             Û  J                <Û                   lÛ  ¨                ˆÛ  ©                —Û K               ¶Û L        €)      ÒÛ M               ñÛ N         *      Ü O               ,Ü P        €(      HÜ Q               gÜ R        €(      ƒÜ S               ¢Ü T         *      ¾Ü U               ÝÜ V        €)      ùÜ W               Ý X        €(      4Ý Y               SÝ Z        €(      oÝ [               ŽÝ \        €)      ªÝ ]               ÉÝ ^         *      åÝ _               Þ `        €)       Þ a               ?Þ b         *      [Þ c               zÞ d         *      –Þ e               µÞ f        €)      ÑÞ g               ðÞ h         *      ß i               +ß j        €)      Gß k        €&      vß l        €$      ¢ß m         '      Ñß n         %      ýß o         '      +à p         %      Và q         >      �à r        €$      ©à s        €>      Ôà t         %      üà u        €>      &á v         %      Má w        €&      |á x         %      ¨á y        €&      ×á z        €$      â {         '      1â |         %      \â }        €>      ‡â ~         %      ¯â         €>      Úâ €         %      ã �        €>      ,ã ‚         %      Sã ƒ        €&      �ã „        €$      ¬ã …        €&      Úã †        €$      ä ‡        €&      2ä ˆ         $      \ä ‰        €>      †ä Š        €$      ­ä ‹        €>      ×ä Œ        €$      þä �         >      'å Ž         $      Må �         '      xå �        €$       å ‘         '      Ëå ’         %      óå “        €&      æ ”         %      Dæ •        €=      kæ –        €$      �æ —        €>      ¶æ ˜         %      Úæ ™         >       ç š         %      #ç ›         '      Nç œ         %      vç �         '      ¡ç ž         %      Éç Ÿ         '      óç           %      è ¡         >      Aè ¢         %      eè £        €=      Œè ¤        €$      °è ¥        €>      Öè ¦         %      ùè §         &      #é ¨        €$      Jé ©         &      té ª        €$      ›é «         &      Äé ¬         $      êé ­         =      ê ®        €$      3ê ¯         =      Yê °        €$      |ê ±         =      ¡ê ²         $      Ãê ³               âê ´        €      þê µ               ë ¶        €      9ë ·               Xë ¸               të ¹               “ë º               ¯ë »               Îë ¼        €      êë ½               	ì ¾        €      %ì ¿               Dì À               `ì Á               ì Â               ›ì Ã               ºì Ä        €      Öì Å               õì Æ        €      í Ç               0í È        €      Lí É               kí Ê        €      ‡í Ë               ¦í Ì        €      Âí Í               áí Î        €      ýí Ï               î Ð        €      8î Ñ               Wî Ò        €      sî Ó               ¢î Ô        €      Îî Õ        €      ýî Ö        €      )ï ×        €      Wï Ø        €      ‚ï Ù               ­ï Ú        €      Õï Û                ð Ü               (ð Ý        €      Rð Þ        €      yð ß               ¨ð à        €      Ôð á               ñ â        €      /ñ ã        €      ]ñ ä        €      ˆñ å        €      ³ñ æ        €      Ûñ ç        €      ò è        €      .ò é        €      Xò ê        €      ò ë               ­ò ì               Øò í               ó î               1ó ï               ^ó ð               ˆó ñ        €      ²ó ò               Ùó ó        €      ô ô               *ô õ               Sô ö               yô ÷        €      ¤ô ø        €      Ìô ù               ÷ô ú        €      õ û               Iõ ü        €      põ ý               —õ þ        €      »õ ÿ               âõ                 ö                ,ö         €      Oö         €      zö         €      ¢ö         €      Íö         €      õö                ÷                F÷ 	               m÷ 
        €      ‘÷                ¸÷         €      Ü÷                ø                %ø                Oø                vø                 ø                Çø                ðø                ù         €      <ù                _ù         €      …ù                ¨ù                Íù                ïù                ú         €      ,ú                Lú         €      iú                ‰ú          €      ¦ú !               Æú "        €      ãú #               û $        €       û %               @û &        €      ]û '               }û (        €      šû )               ºû *        €      ×û +               ÷û ,        €      ü -               4ü .        €      Qü /               qü 0        €      Žü 1               ®ü 2        €      Ëü 3               ëü 4        €      ý 5               (ý 6        €      Eý 7               eý 8        €      ‚ý 9               ¢ý :        €      ¿ý ;        €      ïý <               þ =               Lþ >        €      yþ ?               ¨þ @        €      Ôþ A                ÿ B               )ÿ C               Uÿ D        €      ~ÿ E        €      ©ÿ F        €      Ñÿ G        €        H               .  I        €      ^  J               ‹  K               º  L        €      æ  M        €       N               ; O               g P               � Q        €      » R        €      ã S        €       T        €      > U        €      m V        €      ™ W        €      Ç X        €      ò Y                Z        €      E [        €      p \        €      ˜ ]               Â ^        €      é _                `               > a        €      j b        €      “ c               ¾ d        €      æ e        €       f               3 g               [ h        €      € i               § j        €      Ë k               ÷ l                 m               L n               u o        €        p        €      È q        €      ð r                s        €      = t               b u               ‰ v        €      ­ w               Ø x        €        y               + z        €      S {               } |        €      ¤ }               Ë ~        €      ï         €      	 €        €      :	 �               `	 ‚        €      ƒ	 ƒ               ¢	 „               ¾	 …               Ý	 †               ù	 ‡               
 ˆ               4
 ‰               S
 Š               o
 ‹               Ž
 Œ               ª
 �               É
 Ž               å
 �                �                 ‘               ? ’               [ “               z ”               – •               µ –               Ñ —               ð ˜                ™               + š               G ›               f œ               ‚ �               ¡ ž               ½ Ÿ               Ü                 ø ¡                ¢               3 £               b ¤               Ž ¥        €      ½ ¦               é §        €       ¨               B ©               m ª               • «        €      À ¬               è ­        €       ®               9 ¯               h °               ” ±               Ã ²               ï ³        €       ´               H µ               s ¶               › ·               Æ ¸               î ¹        €       º               ? »               m ¼        €
      ˜ ½               Æ ¾        €
      ñ ¿                À        €
      H Á               r Â        €
      ™ Ã               Ã Ä        €
      ê Å                Æ        €
      9 Ç               d È               Œ É               · Ê               ß Ë        €      	 Ì               0 Í        €      W Î               { Ï               ¢ Ð               Æ Ñ        €      ì Ò                Ó        €      : Ô               b Õ        €      � Ö               µ ×               ß Ø                Ù        €      - Ú               Q Û        €      x Ü               œ Ý               Â Þ               å ß        €
       à        €
      6 á        €
      ` â        €
      ‡ ã        €
      ° ä        €
      Ö å               ü æ        €
       ç               E è        €
      h é        €
      � ê        €
      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                    �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p               p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à       p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0      ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                   �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                     @!            �€€( 4         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       €      @!      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `               !            �€€( ,         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Œ€€(€‚€(        ’Œ€€( " ÿÿÿÿ       Ð       !      `          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ              ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p      p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P               !            �€€( ,         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Œ€€(€‚€(        ’Œ€€( " ÿÿÿÿ       À       !      `          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0	                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        	              @!            �€€( 4         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       
      @!      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €
                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð
              p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `      p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °      ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                   �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �              p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ              p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P      ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ              ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                  �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €              p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð      p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð              ð"            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @      ð"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      p"            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �      p"                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      @            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       p      @      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à              p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À              °            �€€( Ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       0      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ             °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €              °            �€€( Ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       ð      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       Ð      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @              °6            �€€( �         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       °      °6      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       �      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      @7            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       p      @7      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à              À            �€€( T         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P      À      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À               7            �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       0       7      `          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ             °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       ð      P      0          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `               €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       Ð       €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @!              @            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       °!      @      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        "              p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       �"      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        #              °            �€€( Ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       p#      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à#              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P$      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À$              Ð6            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       0%      Ð6      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        %              €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       &      €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €&              Ð6            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       ð&      Ð6      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `'              €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       Ð'      €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @(               7            �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       °(       7      `          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        )              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       �)      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        *              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       p*      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à*                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P+             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À+              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       0,      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ,                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       -             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €-              0            �€€( °         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(�€€(€‚€(        ’�€€( " ÿÿÿÿ       ð-      0      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `.              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       Ð.      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @/              Ð6            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       °/      Ð6      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        0                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       �0             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        1              Ð6            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       p1      Ð6      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à1                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P2             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À2              °6            �€€( �         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(È€€(€‚€(        ’È€€( " ÿÿÿÿ       03      °6      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        3              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       4      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €4              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       ð4      €      €      œ  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p5              p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       à5      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P6              °            �€€( Ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       À6      °      P      ˜  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @7              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       °7      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        8              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       �8      `             œ  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       9              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       €9      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð9              `6            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       `:      `6             ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à:              p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       P;      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À;               7            �€€( ¤         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       0<       7      €      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °<              À            �€€( T         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ        =      À      @          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �=              à6            �€€( œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,        >      à6             ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €>              °            �€€( P         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       ð>      °      P          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `?                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       Ð?             `      œ  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P@              €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       À@      €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0A                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,        A             `      œ  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        B              €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       �B      €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        C              ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       pC      ð            ˜  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðC              Ð            �€€( X         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       `D      Ð      0          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐD              €6            �€€( „         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       @E      €6      €      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀE              €            �€€( D         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       0F      €      €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        F              `6            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       G      `6             ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �G              p            �€€( @         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ        H      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pH               7            �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       àH       7      `      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `I              Ð            �€€( X         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       ÐI      Ð      0          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @J              À            �€€( ”         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       °J      À      @      ˜  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0K                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ        K             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       L              À            �€€( ”         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       €L      À      @      ˜  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        M                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       pM             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àM              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ,       PN      �      p      ˜  	Š€€(Ž€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐN              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       @O      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °O              À5            �€€( T         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,        P      À5      @      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        P                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       Q             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €Q              À5            �€€( T         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       ðQ      À5      @      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pR                           �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       àR             €          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       PS               5            �€€( L         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(š€€(€‚€(        ’š€€( " ÿÿÿÿ,       ÀS       5      `      ˜  	š€€(¤€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @T              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(’€€(€‚€(        ’’€€( " ÿÿÿÿ       °T      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        U                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �U              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,        V      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €V                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðV              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       `W      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àW                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       PX                          �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       ÀX            ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0Y                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Y                          �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       Z            ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €Z                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðZ              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       `[      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à[                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P\              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       À\      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @]                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °]                          �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ        ^            ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �^                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        _                          �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       p_            ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à_                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P`              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       À`      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @a                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °a              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,        b      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        b                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       c              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       €c      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        d                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pd              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       àd      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `e                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ðe              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       @f      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Àf                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0g              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,        g      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        h                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �h              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,        i      €             „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €i                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ði              �            �€€( È         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(‹€€(€‚€(        ’‹€€( " ÿÿÿÿ,       `j      �      ð      „  	‹€€(†€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àj                           �€€( ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Pk             à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Àk              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0l      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        l              À            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       m      À      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €m              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ðm      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `n              À            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ðn      À      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @o              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °o      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        p              P            �€€( x         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �p      P      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        q              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       pq      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àq              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Pr      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Àr              à
            �€€( œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0s      à
                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        s              Ð            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       t      Ð      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €t              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ðt      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `u              @            �€€( ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ðu      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @v               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °v       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        w                           �€€( ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �w             à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        x              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       px      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àx              À            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Py      À      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ày              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0z      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        z              `            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       {      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €{               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð{       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `|              `            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ð|      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @}               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °}       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ~              Ð            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �~      Ð      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P€      P      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À€               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0�       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        �              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ‚      P      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €‚               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð‚       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `ƒ                           �€€( ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ðƒ             à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @„              
            �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °„      
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        …              p            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �…      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        †               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p†       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à†              p            �€€( €         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P‡      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À‡               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0ˆ       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ˆ              @            �€€( t         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ‰      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €‰              
            �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð‰      
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `Š              `            �€€( ü         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ÐŠ      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @‹              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °‹      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Œ              à            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �Œ      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        �              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p�      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à�              à            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       PŽ      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀŽ              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0�      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        �              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       �      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €�              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð�      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `‘                          �€€( ¨         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       Ð‘            ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P’              à
            �€€( œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À’      à
                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0“              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,        “      ð            ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ”              Ð
            �€€( ˜         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �”      Ð
      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        •              €            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p•      €                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à•               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P–       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À–              €            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0—      €                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        —               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ˜       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €˜                           �€€( ,         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð˜             à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `™              ð
            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ð™      ð
                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @š                          �€€( ¨         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       °š            ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ›               
            �€€( Œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �›       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        œ              ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(„€€(€‚€(        ’„€€( " ÿÿÿÿ       pœ      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àœ              �
            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P�      �
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À�              0            �€€( °         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       0ž      0      Ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °ž              ð
            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        Ÿ      ð
                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �Ÿ              ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ               ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p                
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à        
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P¡              ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À¡      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0¢               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        ¢       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       £              Ð            �€€( Ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €£      Ð      0          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð£              
            �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `¤      
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð¤              `            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @¥      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °¥               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        ¦       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �¦              `            �€€( |         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        §      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p§               
            �€€( l         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à§       
      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P¨              @            �€€( t         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À¨      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0©              
            �€€( h         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        ©      
      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ª                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €ª                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ðª             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p«                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à«                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       P¬             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð¬                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @­              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       °­      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0®                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ®              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ¯      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �¯                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        °                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       p°             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð°                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `±                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Ð±             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P²                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À²              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       0³      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °³                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ´              P            �€€( ø         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       �´      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       µ                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €µ                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ðµ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p¶                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à¶                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       P·             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð·                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @¸                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       °¸             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0¹                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ¹                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       º             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �º                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        »                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       p»             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð»                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `¼                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Ð¼             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P½                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À½                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       0¾             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °¾                           �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ¿                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       �¿             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       €À             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Á                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       pÁ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðÁ              0            �€€( ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       `Â      0      Ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àÂ              p            �€€( À         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       PÃ      p            „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐÃ              ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       @Ä      ð            „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀÄ              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       0Å      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °Å              @            �€€( ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        Æ      @      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Æ                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Ç             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �Ç               	            �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        È       	             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €È              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ðÈ      €             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pÉ                           �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       àÉ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `Ê              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ÐÊ      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       PË              À            �€€( Ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ÀË      À      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @Ì              0            �€€( °         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       °Ì      0      Ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0Í                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        Í             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Î                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       �Î             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ï                          �€€( è         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       €Ï            ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Ð              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       pÐ      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðÐ              p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       `Ñ      p            „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àÑ              0            �€€( °         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       PÒ      0      Ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐÒ              à            �€€( Ü         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       @Ó      à             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀÓ              à            �€€( œ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       0Ô      à             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °Ô              À            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        Õ      À      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Õ              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Ö      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �Ö                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        ×             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €×              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ð×      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pØ                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       àØ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `Ù              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ÐÙ      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       PÚ                           �€€( Ì         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ÀÚ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @Û              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       °Û      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0Ü              @            �€€( ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        Ü      @      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        Ý              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       �Ý      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Þ              À            �€€( Ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       €Þ      À      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ß              P            �€€( x         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       pß      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðß              @            �€€( ô         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       `à      @      À      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àà              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Pá      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ðá              à            �€€( Ü         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       @â      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °â                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        ã             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ã              p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       ä      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €ä              p            �€€( À         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ðä      p            „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       på              0            �€€( ð         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       àå      0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Pæ              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Àæ      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @ç              �            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       °ç      �      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        è                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       �è             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       é              @	            �€€( 4         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       €é      @	      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðé              €            �€€( Ä         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       `ê      €             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àê              à            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       Pë      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Àë              P            �€€( ¸         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       0ì      P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °ì              à            �€€( Ü         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ        í      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �í                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        î             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €î              à            �€€( Ü         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       ðî      à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `ï                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Ðï             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Pð              p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       Àð      p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0ñ              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,        ñ      `             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ò              �            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       �ò      �      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ó                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       pó             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðó              �            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       `ô      �      ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ðô                           �€€( ¬         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       @õ             à      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Àõ               	            �€€( ,         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       0ö       	      à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ö              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ÷      `             „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �÷              @            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ        ø      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pø              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       àø      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `ù              @            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       Ðù      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @ú              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       °ú      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0û              @            �€€( ´         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ        û      @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ü              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       €ü      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ý              ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       pý      ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àý              �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       Pþ      �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ðþ              `            �€€( ¼         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ       @ÿ      `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °ÿ              P            �€€( x         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,              P      0      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                      ð            �€€( à         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(Š€€(€‚€(        ’Š€€( " ÿÿÿÿ            ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €             �            �€€( ˆ         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(ˆ€€(€‚€(        ’ˆ€€( " ÿÿÿÿ,       ð     �      ð      „  	ˆ€€(‚€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ                   ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                 �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €             0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð             0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                 �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        	                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p	                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à	           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P
                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À
             0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                  �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                    0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       Ð           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ                   ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                 �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       p           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                 �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ                  ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð                          �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                                  �€€( üÿÿ?       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ                   ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À     à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0             €            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ             €                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4                    0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð             `            �€€( ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `     `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °                          �€€( ä          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ                               ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ             à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p             °            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à     °      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P             @            �€€( ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À     @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0              p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ              p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       !                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €!            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð!                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `"           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð"             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @#     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °#             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        $     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �$             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        %     à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p%             `            �€€( ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à%     `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P&                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À&            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0'                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        '            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       (             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €(     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð(                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `)            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð)             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @*     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °*             p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        +     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �+                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        ,            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p,                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à,           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P-             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À-     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0.                         �€€( è          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        .           ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       /             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €/     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð/             ð            �€€( à          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `0     ð                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       Ð0             `            �€€( ¼          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @1     `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °1                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        2            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �2             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        3     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       p3                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       à3            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P4             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À4     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       05                          �€€( ä          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        5                       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       6             `            �€€( ¼          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €6     `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð6             0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       `7     0      Ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       à7             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       P8     à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       À8             À            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       09     À      @      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °9             0            �€€( ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        :     0      Ð          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �:                          �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,        ;            à      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €;                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ð;            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `<             @            �€€( ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       Ð<     @      @      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       P=             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       À=     à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0>             ð            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,        >     ð            ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        ?             @            �€€( ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       �?     @      À          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        @             °            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       p@     °      Ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ð@                          �€€( ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       `A            à          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐA             p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       @B     p            ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀB                          �€€( ä          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       0C                       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        C             p            �€€(           ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       D     p            ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       �D                          �€€( ä          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        E                       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pE                          �€€( $         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       àE                   ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       `F             P            �€€( ø          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       ÐF     P      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @G             €            �€€(          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       °G     €             ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       0H                          �€€( ä          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        H                       ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       I             @            �€€( ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       €I     @      @      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        J             à            �€€( Ü          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       pJ     à                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àJ                         �€€( (         ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       PK           ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÐK             P            �€€( ø          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       @L     P      °          ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °L             °            �€€( Ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,        M     °      Ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        M             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       N     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       €N             °            �€€( Ð          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       ðN     °      Ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       pO             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       àO     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       PP             �            �€€( È          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       ÀP     �      ð      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       @Q             `            �€€( ¼          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       °Q     `                 ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4        R             À            �€€( Ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       �R     À      @      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       S             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       €S     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ðS             À            �€€( Ô          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       `T     À      @      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       àT             p            �€€( À          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ       PU     p                ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       ÀU                          �€€( Ì          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ,       0V            à      ˆ  	†€€(ˆ€€(      ÿÿÿÿ$       ÿÿÿÿÿÿÿÿ |ÿÿÿÿ�€€( ÿ�€(�€€(   ÿÿÿÿ4       °V             `            �€€( ¼          ÿÿÿÿ<       ÿÿÿÿÿÿÿÿ |€‚€(�€€( ÿ�€(�€€(†€€(€‚€(        ’†€€( " ÿÿÿÿ        W     `                    Œ   Ð  NVIDIA Corp              6   f    ptxas Cuda compilation tools, release 13.4, V13.4.89 Build system must define TOOLS_VERSION_EXTENDED -arch sm_89         è  NVIDIA Corp   †   / E      ¡       E      / D      ž       D      / C      ›       C      / B      ˜       B      / A      •       A      / @      ’       @      / ?      �       ?      / >      Œ       >      / =      ‰       =      / <      †       <      / ;      ƒ       ;      / :      €       :      / 9      }       9      / 8      z       8      / 7      w       7      / 6      t       6      / 5      q       5      / 4      n       4      / 3      k       3      / 2      h       2      / 1      e       1      / 0      b       0      / /      _       /      / .      \       .      / -      Y       -      / ,      V       ,      / +      S       +      / *      P       *      / )      M       )      / (      J       (      / '      G       '      / &      D       &      / %      A       %      / $      >       $      / #      ;       #      / "      8       "      / !      5       !      /        2              /       /             /       ,             /       )             /       &             /       #             /                     /                    /                    /                    /                    /                    /                    /                    /                    /                    /                    /       ÿ             /       ü             /       ù             /       ö             /       ó             / 
      ð       
      / 	      í       	      /       ê             /       ç             /       ä             /       á             /       Þ             /       Û             /       Ø             /       Õ             /        Ò              / ÿ      Ï       ÿ      / þ      Ì       þ      / ý      É       ý      / ü      ü      / û      Ä       û      / ú      ú      / ù      ¿       ù      / ø      ø      / ÷      º       ÷      / ö      ö      / õ      µ       õ      / ô      ô      / ó      °       ó      / ò      ò      / ñ      «       ñ      / ð      ð      / ï      ¦       ï      / î      î      / í      ¡       í      / ì      ì      / ë      œ       ë      / ê      ê      / é      —       é      / è      è      / ç      ’       ç      / æ      æ      / å      �       å      / ä      ä      / ã      ˆ       ã      / â      â      / á      ƒ       á      / à      à      / ß      ~       ß      / Þ      Þ      / Ý      y       Ý      / Ü      v       Ü      / Û      s       Û      / Ú      p       Ú      / Ù      m       Ù      / Ø      j       Ø      / ×      g       ×      / Ö      d       Ö      / Õ      a       Õ      / Ô      ^       Ô      / Ó      [       Ó      / Ò      X       Ò      / Ñ      U       Ñ      / Ð      R       Ð      / Ï      O       Ï      / Î      L       Î      / Í      I       Í      / Ì      F       Ì      / Ë      C       Ë      / Ê      @       Ê      / É      =       É      / È      :       È      / Ç      7       Ç      / Æ      4       Æ      / Å      1       Å      / Ä      .       Ä      / Ã      +       Ã      / Â      (       Â      / Á      %       Á      / À      "       À      / ¿             ¿      / ¾             ¾      / ½             ½      / ¼             ¼      / »             »      / º             º      / ¹             ¹      / ¸      
       ¸      / ·             ·      / ¶             ¶      / µ             µ      / ´      þ       ´      / ³      û       ³      / ²      ø       ²      / ±      õ       ±      / °      ò       °      / ¯      ï       ¯      / ®      ì       ®      / ­      é       ­      / ¬      æ       ¬      / «      ã       «      / ª      à       ª      / ©      Ý       ©      / ¨      Ú       ¨      / §      ×       §      / ¦      Ô       ¦      / ¥      Ñ       ¥      / ¤      Î       ¤      / £      Ë       £      / ¢      È       ¢      / ¡      Å       ¡      /        Â              / Ÿ      ¿       Ÿ      / ž      ¼       ž      / �      ¹       �      / œ      ¶       œ      / ›      ³       ›      / š      °       š      / ™      ­       ™      / ˜      ª       ˜      / —      §       —      / –      ¤       –      / •      ¡       •      / ”      ”      / “      œ       “      / ’      ’      / ‘      —       ‘      / �      �      / �      ’       �      / Ž      Ž      / �      �       �      / Œ      Œ      / ‹      ˆ       ‹      / Š      Š      / ‰      ƒ       ‰      / ˆ      ˆ      / ‡      ~       ‡      / †      †      / …      y       …      / „      „      / ƒ      t       ƒ      / ‚      ‚      / �      o       �      / €      €      /       j             / ~      ~      / }      e       }      / |      |      / {      `       {      / z      z      / y      [       y      / x      x      / w      V       w      / v      v      / u  '    Q       u      / t  (    N       t      / s  '    K       s      / r  (    H       r      / q  '    E       q      / p  (    B       p      / o  '    ?       o      / n  '    <       n      / m  '    9       m      / l  '    6       l      / k  '    3       k      / j  '    0       j      / i  &    -       i      / h  (    *       h      / g  &    '       g      / f  '    $       f      / e  &    !       e      / d  '           d      / c  &           c      / b  (           b      / a  &           a      / `  (           `      / _  &           _      / ^  (           ^      / ]  &    	       ]      / \  (           \      / [  &           [      / Z  (            Z      / Y  &    ý       Y      / X  '    ú       X      / W  &    ÷       W      / V  (    ô       V      / U  &    ñ       U      / T  (    î       T      / S  &    ë       S      / R  (    è       R      / Q  '    å       Q      / P  (    â       P      / O  '    ß       O      / N  '    Ü       N      / M  '    Ù       M      / L  '    Ö       L      / K  '    Ó       K      / J  (    Ð       J      / I  '    Í       I      / H  '    Ê       H      / G  '    Ç       G      / F  '    Ä       F      / E  &    Á       E      / D  '    ¾       D      / C  &    »       C      / B  (    ¸       B      / A  &    µ       A      / @  (    ²       @      / ?  &    ¯       ?      / >  '    ¬       >      / =  &    ©       =      / <  (    ¦       <      / ;  &    £       ;      / :  (            :      / 9  &    �       9      / 8  '    š       8      / 7  &    —       7      / 6  '    ”       6      / 5  &    ‘       5      / 4  '    Ž       4      / 3  &    ‹       3      / 2  '    ˆ       2      / 1  &    …       1      / 0  '    ‚       0      / /  &           /      / .  (    |       .      / -  8    y       -      / ,      ,      / +  8    t       +      / *      *      / )  8    o       )      / (      (      / '  8    j       '      / &      &      / %  8    e       %      / $      $      / #  8    `       #      / "      "      / !  8    [       !      /               /   8    V             /             /   0    Q             /             /   0    L             /             /   8    G             /             /   8    B             /             /   0    =             /             /   0    8             /             /   8    3             /             /   8    .             /             /   (    )             /   @    &             /   (    #             / 
  @            
      / 	  (           	      /   @                 /   (                 /   *                 /   (                 /   *                 /   (                 /   *                 /   (                 /    @                  / ÿ  (    ÿ        ÿ      / þ  @    ü        þ      / ý  (    ù        ý      / ü  @    ö        ü      / û  (    ó        û      / ú  +    ð        ú      / ù  (    í        ù      / ø  *    ê        ø      / ÷  (    ç        ÷      / ö  *    ä        ö      / õ  (    á        õ      / ô  @    Þ        ô      / ó  (    Û        ó      / ò  @    Ø        ò      / ñ  (    Õ        ñ      / ð  @    Ò        ð      / ï  (    Ï        ï      / î  *    Ì        î      / í  (    É        í      / ì  +    Æ        ì      / ë  (    Ã        ë      / ê  *    À        ê      / é  (    ½        é      / è  O    º        è      / ç  (    ·        ç      / æ  O    ´        æ      / å  (    ±        å      / ä  O    ®        ä      / ã  (    «        ã      / â  *    ¨        â      / á  (    ¥        á      / à  *    ¢        à      / ß  (    Ÿ        ß      / Þ  *    œ        Þ      / Ý  (    ™        Ý      / Ü  O    –        Ü      / Û  (    “        Û      / Ú  O    �        Ú      / Ù  (    �        Ù      / Ø  O    Š        Ø      / ×  (    ‡        ×      / Ö  *    „        Ö      / Õ  (    �        Õ      / Ô  *    ~        Ô      / Ó  (    {        Ó      / Ò  *    x        Ò      / Ñ  (    u        Ñ      / Ð  O    r        Ð      / Ï  (    o        Ï      / Î  O    l        Î      / Í  (    i        Í      / Ì  O    f        Ì      / Ë  (    c        Ë      / Ê  *    `        Ê      / É  (    ]        É      / È  *    Z        È      / Ç  (    W        Ç      / Æ  *    T        Æ      / Å  =    Q        Å      / Ä      Ä      / Ã  =    L        Ã      / Â      Â      / Á  =    G        Á      / À      À      / ¿  =    B        ¿      / ¾      ¾      / ½  =    =        ½      / ¼      ¼      / »  =    8        »      / º      º      / ¹  =    3        ¹      / ¸      ¸      / ·  =    .        ·      / ¶      ¶      / µ  0    )        µ      / ´      ´      / ³  0    $        ³      / ²      ²      / ±  =            ±      / °      °      / ¯  =            ¯      / ®      ®      / ­  0            ­      / ¬      ¬      / «  0            «      / ª      ª      / ©  =            ©      / ¨      ¨      / §  =            §      / ¦      ¦       ¦       §       ¨       ©       ª       «       ¬       ­       ®       ¯       °       ±       ²       ³       ´       µ       ¶       ·       ¸       ¹       º       »       ¼       ½       ¾       ¿       À       Á       Â       Ã       Ä       Å       Æ       Ç       È       É       Ê       Ë       Ì       Í       Î       Ï       Ð       Ñ       Ò       Ó       Ô       Õ       Ö       ×       Ø       Ù       Ú       Û       Ü       Ý       Þ       ß       à       á       â       ã       ä       å       æ       ç       è       é       ê       ë       ì       í       î       ï       ð       ñ       ò       ó       ô       õ       ö       ÷       ø       ù       ú       û       ü       ý       þ       ÿ                                                                       	       
                                                                                                                                                                  !       "       #       $       %       &       '       (       )       *       +       ,       -       .       /       0       1       2       3       4       5       6       7       8       9       :       ;       <       =       >       ?       @       A       B       C       D       E       F       G       H       I       J       K       L       M       N       O       P       Q       R       S       T       U       V       W       X       Y       Z       [       \       ]       ^       _       `       a       b       c       d       e       f       g       h       i       j       k       l       m       n       o       p       q       r       s       t       u       v       w       x       y       z       {       |       }       ~              €       �       ‚       ƒ       „       …       †       ‡       ˆ       ‰       Š       ‹       Œ       �       Ž       �       �       ‘       ’       “       ”       •       –       —       ˜       ™       š       ›       œ       �       ž       Ÿ               ¡       ¢       £       ¤       ¥       ¦       §       ¨       ©       ª       «       ¬       ­       ®       ¯       °       ±       ²       ³       ´       µ       ¶       ·       ¸       ¹       º       »       ¼       ½       ¾       ¿       À       Á       Â       Ã       Ä       Å       Æ       Ç       È       É       Ê       Ë       Ì       Í       Î       Ï       Ð       Ñ       Ò       Ó       Ô       Õ       Ö       ×       Ø       Ù       Ú       Û       Ü       Ý       Þ       ß       à       á       â       ã       ä       å       æ       ç       è       é       ê       ë       ì       í       î       ï       ð       ñ       ò       ó       ô       õ       ö       ÷       ø       ù       ú       û       ü       ý       þ       ÿ                                                                       	       
                                                                                                                                                                  !       "       #       $       %       &       '       (       )       *       +       ,       -       .       /       0       1       2       3       4       5       6       7       8       9       :       ;       <       =       >       ?       @       A       B       C       D       E      f    7 †   
    `h h           ð¡ÿ _      f    7 †   
    `h h           ð¡ÿ _   P       `"       f    7 †   
 	   `h h           ð¡ÿ _      f    7 †   
    `h h           ð¡ÿ _   P       à"       f    7 †   
    `h h           ð¡ÿ _      f    7 †   
    `h h           ð¡ÿ _   P       0!       f    7 †   
    `h h           ð¡ÿ _      f    7 †   
    `h h           ð¡ÿ _   P       !       f    7 †   
    `h h           ð¡ÿ _      f    7 †   
    `h h           ð¡ÿ _   P       à"       f    7 †   
    `h h           ð¡ÿ _      f    7 †   
     `h h           ð¡ÿ _   P       `"       f    7 †   
 "   `h h           ð¡ÿ _      f    7 †   
 %   `h h           ð¡ÿ _   P       !       f    7 †   
 '   `h h           ð¡ÿ _      f    7 †   
 *   `h h           ð¡ÿ _   P       0!       f    7 †   
 ,   `h h           ð¡ÿ _      f    7 †   
 /   `h h           ð¡ÿ _   P       `"       f    7 †   
 1   `h h           ð¡ÿ _      f    7 †   
 4   `h h           ð¡ÿ _   P       à"       f    7 †   
 6   `h h           ð¡ÿ _      f    7 †   
 9   `h h           ð¡ÿ _   P       `"       f    7 †   
 ;   `h h           ð¡ÿ _      f    7 †   
 >   `h h           ð¡ÿ _   P       à"       f    7 †   
 @   `h h           ð¡ÿ _      f    7 †   
 C   `h h           ð¡ÿ _   P       à"       f    7 †   
 E   `h h           ð¡ÿ _      f    7 †   
 H   `h h           ð¡ÿ _   P       `"       f    7 †   
 J   `h h           ð¡ÿ _      f    7 †   
 M   `h h           ð¡ÿ _   P       à"       f    7 †   
 O   `h h           ð¡ÿ _      f    7 †   
 R   `h h           ð¡ÿ _   P       `"       f    7 †   
 U   `h h           ð¡ÿ _   P       0       f    7 †   
 X   `h h           ð¡ÿ _   P       `       f    7 †   
 [   `h h           ð¡ÿ _   P               f    7 †   
 ^   `h h           ð¡ÿ _   P               f    7 †   
 a   `h h           ð¡ÿ _   P               f    7 †   
 d   `h h           ð¡ÿ _   P               f    7 †   
 g   `h h           ð¡ÿ _   P        6       f    7 †   
 j   `h h           ð¡ÿ _   P       `       f    7 †   
 m   `h h           ð¡ÿ _   P       07       f    7 †   
 p   `h h           ð¡ÿ _   P       °       f    7 †   
 s   `h h           ð¡ÿ _   P       7       f    7 †   
 v   `h h           ð¡ÿ _   P               f    7 †   
 y   `h h           ð¡ÿ _   P       @       f    7 †   
 |   `h h           ð¡ÿ _   P       p       f    7 †   
    `h h           ð¡ÿ _   P       0       f    7 †   
 ‚   `h h           ð¡ÿ _   P       `       f    7 †   
 …   `h h           ð¡ÿ _   P               f    7 †   
 ˆ   `h h           ð¡ÿ _   P               f    7 †   
 ‹   `h h           ð¡ÿ _   P       À6       f    7 †   
 Ž   `h h           ð¡ÿ _   P       p       f    7 †   
 ‘   `h h           ð¡ÿ _   P       À6       f    7 †   
 ”   `h h           ð¡ÿ _   P       p       f    7 †   
 —   `h h           ð¡ÿ _   P       7       f    7 †   
 š   `h h           ð¡ÿ _   P               f    7 †   
 �   `h h           ð¡ÿ _   P       P       f    7 †   
     `h h           ð¡ÿ _   P       ð       f    7 †   
 £   `h h           ð¡ÿ _   P       P       f    7 †   
 ¦   `h h           ð¡ÿ _   P       ð       f    7 †   
 ©   `h h           ð¡ÿ _   P               f    7 †   
 ¬   `h h           ð¡ÿ _   P       à       f    7 †   
 ¯   `h h           ð¡ÿ _   P       À6       f    7 †   
 ²   `h h           ð¡ÿ _   P       ð       f    7 †   
 µ   `h h           ð¡ÿ _   P       À6       f    7 †   
 ¸   `h h           ð¡ÿ _   P       ð       f    7 †   
 »   `h h           ð¡ÿ _   P        6       f    7 †   
 ¾   `h h           ð¡ÿ _   P       à       f    7 †   
 Á   `h h           ð¡ÿ _   P       p       f    7 †   
 Ä   `h h           ð¡ÿ _   P       `       f    7 †   
 Ç   `h h           ð¡ÿ _   P               f    7 †   
 Ê   `h h           ð¡ÿ _   P               f    7 †   
 Í   `h h           ð¡ÿ _   P       P       f    7 †   
 Ð   `h h           ð¡ÿ _   P               f    7 †   
 Ó   `h h           ð¡ÿ _   P       P6       f    7 †   
 Ö   `h h           ð¡ÿ _   P       `       f    7 †   
 Ù   `h h           ð¡ÿ _   P       ð6       f    7 †   
 Ü   `h h           ð¡ÿ _   P       °       f    7 †   
 ß   `h h           ð¡ÿ _   P       Ð6       f    7 †   
 â   `h h           ð¡ÿ _   P               f    7 †   
 å   `h h           ð¡ÿ _   P       �       f    7 †   
 è   `h h           ð¡ÿ _   P       p       f    7 †   
 ë   `h h           ð¡ÿ _   P       �       f    7 †   
 î   `h h           ð¡ÿ _   P       p       f    7 †   
 ñ   `h h           ð¡ÿ _   P       à       f    7 †   
 ô   `h h           ð¡ÿ _   P       À       f    7 †   
 ÷   `h h           ð¡ÿ _   P       p6       f    7 †   
 ú   `h h           ð¡ÿ _   P       p       f    7 †   
 ý   `h h           ð¡ÿ _   P       P6       f    7 †   
    `h h           ð¡ÿ _   P       `       f    7 †   
   `h h           ð¡ÿ _   P       7       f    7 †   
   `h h           ð¡ÿ _   P       À       f    7 †   
 	  `h h           ð¡ÿ _   P       °       f    7 †   
   `h h           ð¡ÿ _   P       ð       f    7 †   
   `h h           ð¡ÿ _   P       °       f    7 †   
   `h h           ð¡ÿ _   P       ð       f    7 †   
   `h h           ð¡ÿ _   P       €       f    7 †   
   `h h           ð¡ÿ _   P       à       f    7 †   
   `h h           ð¡ÿ _   P       °5       f    7 †   
   `h h           ð¡ÿ _   P       ð       f    7 †   
 !  `h h           ð¡ÿ _   P       °5       f    7 †   
 $  `h h           ð¡ÿ _   P       ð       f    7 †   
 '  `h h           ð¡ÿ _   P       �5       f    7 †   
 *  `h h           ð¡ÿ _   P       à       f    7 †   
 ,  `h h           ð¡ÿ _      f    7 †   
 /  `h h           ð¡ÿ _   P       €       f    7 †   
 1  `h h           ð¡ÿ _      f    7 †   
 4  `h h           ð¡ÿ _   P       p       f    7 †   
 6  `h h           ð¡ÿ _      f    7 †   
 9  `h h           ð¡ÿ _   P               f    7 †   
 ;  `h h           ð¡ÿ _      f    7 †   
 >  `h h           ð¡ÿ _   P               f    7 †   
 @  `h h           ð¡ÿ _      f    7 †   
 C  `h h           ð¡ÿ _   P       p       f    7 †   
 E  `h h           ð¡ÿ _      f    7 †   
 H  `h h           ð¡ÿ _   P       €       f    7 †   
 J  `h h           ð¡ÿ _      f    7 †   
 M  `h h           ð¡ÿ _   P               f    7 †   
 O  `h h           ð¡ÿ _      f    7 †   
 R  `h h           ð¡ÿ _   P               f    7 †   
 T  `h h           ð¡ÿ _      f    7 †   
 W  `h h           ð¡ÿ _   P       €       f    7 †   
 Y  `h h           ð¡ÿ _      f    7 †   
 \  `h h           ð¡ÿ _   P       p       f    7 †   
 ^  `h h           ð¡ÿ _      f    7 †   
 a  `h h           ð¡ÿ _   P       €       f    7 †   
 c  `h h           ð¡ÿ _      f    7 †   
 f  `h h           ð¡ÿ _   P       p       f    7 †   
 h  `h h           ð¡ÿ _      f    7 †   
 k  `h h           ð¡ÿ _   P       p       f    7 †   
 m  `h h           ð¡ÿ _      f    7 †   
 p  `h h           ð¡ÿ _   P       €       f    7 †   
 r  `h h           ð¡ÿ _      f    7 †   
 u  `h h           ð¡ÿ _   P       p       f    7 †   
 w  `h h           ð¡ÿ _      f    7 †   
 z  `h h           ð¡ÿ _   P       €       f    7 †   
 }  `h h           ð¡ÿ _   P              f    7 †   
 €  `h h           ð¡ÿ _   P       €
       f    7 †   
 ƒ  `h h           ð¡ÿ _   P       °       f    7 †   
 †  `h h           ð¡ÿ _   P       À
       f    7 †   
 ‰  `h h           ð¡ÿ _   P       °       f    7 †   
 Œ  `h h           ð¡ÿ _   P       À
       f    7 †   
 �  `h h           ð¡ÿ _   P       @       f    7 †   
 ’  `h h           ð¡ÿ _   P       €
       f    7 †   
 •  `h h           ð¡ÿ _   P       à       f    7 †   
 ˜  `h h           ð¡ÿ _   P       Ð
       f    7 †   
 ›  `h h           ð¡ÿ _   P       À       f    7 †   
 ž  `h h           ð¡ÿ _   P       À
       f    7 †   
 ¡  `h h           ð¡ÿ _   P       0       f    7 †   
 ¤  `h h           ð¡ÿ _   P       �
       f    7 †   
 §  `h h           ð¡ÿ _   P              f    7 †   
 ª  `h h           ð¡ÿ _   P       €
       f    7 †   
 ­  `h h           ð¡ÿ _   P       °       f    7 †   
 °  `h h           ð¡ÿ _   P       À
       f    7 †   
 ³  `h h           ð¡ÿ _   P       P       f    7 †   
 ¶  `h h           ð¡ÿ _   P       �
       f    7 †   
 ¹  `h h           ð¡ÿ _   P       P       f    7 †   
 ¼  `h h           ð¡ÿ _   P       �
       f    7 †   
 ¿  `h h           ð¡ÿ _   P       À       f    7 †   
 Â  `h h           ð¡ÿ _   P       À
       f    7 †   
 Å  `h h           ð¡ÿ _   P       @       f    7 †   
 È  `h h           ð¡ÿ _   P       
       f    7 †   
 Ë  `h h           ð¡ÿ _   P       @       f    7 †   
 Î  `h h           ð¡ÿ _   P       
       f    7 †   
 Ñ  `h h           ð¡ÿ _   P              f    7 †   
 Ô  `h h           ð¡ÿ _   P        
       f    7 †   
 ×  `h h           ð¡ÿ _   P       `       f    7 †   
 Ú  `h h           ð¡ÿ _   P       
       f    7 †   
 Ý  `h h           ð¡ÿ _   P       `       f    7 †   
 à  `h h           ð¡ÿ _   P       
       f    7 †   
 ã  `h h           ð¡ÿ _   P       0       f    7 †   
 æ  `h h           ð¡ÿ _   P        
       f    7 †   
 é  `h h           ð¡ÿ _   P       P       f    7 †   
 ì  `h h           ð¡ÿ _   P       €
       f    7 †   
 ï  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ò  `h h           ð¡ÿ _   P       À
       f    7 †   
 õ  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ø  `h h           ð¡ÿ _   P       À
       f    7 †   
 û  `h h           ð¡ÿ _   P       à       f    7 †   
 þ  `h h           ð¡ÿ _   P       €
       f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
   `h h           ð¡ÿ _   P       Ð
       f    7 †   
   `h h           ð¡ÿ _   P       à       f    7 †   
 
  `h h           ð¡ÿ _   P       À
       f    7 †   
   `h h           ð¡ÿ _   P       p       f    7 †   
   `h h           ð¡ÿ _   P       �
       f    7 †   
   `h h           ð¡ÿ _   P       p       f    7 †   
   `h h           ð¡ÿ _   P       �
       f    7 †   
   `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P       à
       f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
 "  `h h           ð¡ÿ _   P       �
       f    7 †   
 %  `h h           ð¡ÿ _   P       à       f    7 †   
 (  `h h           ð¡ÿ _   P       €
       f    7 †   
 +  `h h           ð¡ÿ _   P               f    7 †   
 .  `h h           ð¡ÿ _   P       à
       f    7 †   
 1  `h h           ð¡ÿ _   P       à       f    7 †   
 4  `h h           ð¡ÿ _   P       
       f    7 †   
 7  `h h           ð¡ÿ _   P       à       f    7 †   
 :  `h h           ð¡ÿ _   P       
       f    7 †   
 =  `h h           ð¡ÿ _   P       À       f    7 †   
 @  `h h           ð¡ÿ _   P        
       f    7 †   
 C  `h h           ð¡ÿ _   P       P       f    7 †   
 F  `h h           ð¡ÿ _   P       
       f    7 †   
 I  `h h           ð¡ÿ _   P       P       f    7 †   
 L  `h h           ð¡ÿ _   P       
       f    7 †   
 O  `h h           ð¡ÿ _   P       0       f    7 †   
 R  `h h           ð¡ÿ _   P        
       f    7 †   
 T  `h h           ð¡ÿ _      f    7 †   
 W  `h h           ð¡ÿ _   P       �       f    7 †   
 Y  `h h           ð¡ÿ _      f    7 †   
 \  `h h           ð¡ÿ _   P       �       f    7 †   
 ^  `h h           ð¡ÿ _      f    7 †   
 a  `h h           ð¡ÿ _   P       @       f    7 †   
 c  `h h           ð¡ÿ _      f    7 †   
 f  `h h           ð¡ÿ _   P       @       f    7 †   
 h  `h h           ð¡ÿ _      f    7 †   
 k  `h h           ð¡ÿ _   P       �       f    7 †   
 m  `h h           ð¡ÿ _      f    7 †   
 p  `h h           ð¡ÿ _   P       �       f    7 †   
 r  `h h           ð¡ÿ _      f    7 †   
 u  `h h           ð¡ÿ _   P       @       f    7 †   
 w  `h h           ð¡ÿ _      f    7 †   
 z  `h h           ð¡ÿ _   P       @       f    7 †   
 |  `h h           ð¡ÿ _      f    7 †   
   `h h           ð¡ÿ _   P       �       f    7 †   
 �  `h h           ð¡ÿ _      f    7 †   
 „  `h h           ð¡ÿ _   P       �       f    7 †   
 †  `h h           ð¡ÿ _      f    7 †   
 ‰  `h h           ð¡ÿ _   P       �       f    7 †   
 ‹  `h h           ð¡ÿ _      f    7 †   
 Ž  `h h           ð¡ÿ _   P       �       f    7 †   
 �  `h h           ð¡ÿ _      f    7 †   
 “  `h h           ð¡ÿ _   P       �       f    7 †   
 •  `h h           ð¡ÿ _      f    7 †   
 ˜  `h h           ð¡ÿ _   P       �       f    7 †   
 š  `h h           ð¡ÿ _      f    7 †   
 �  `h h           ð¡ÿ _   P       �       f    7 †   
 Ÿ  `h h           ð¡ÿ _      f    7 †   
 ¢  `h h           ð¡ÿ _   P       �       f    7 †   
 ¥  `h h           ð¡ÿ _   P       �       f    7 †   
 ¨  `h h           ð¡ÿ _   P              f    7 †   
 «  `h h           ð¡ÿ _   P               f    7 †   
 ®  `h h           ð¡ÿ _   P       `       f    7 †   
 ±  `h h           ð¡ÿ _   P       à       f    7 †   
 ´  `h h           ð¡ÿ _   P       @       f    7 †   
 ·  `h h           ð¡ÿ _   P       0       f    7 †   
 º  `h h           ð¡ÿ _   P              f    7 †   
 ½  `h h           ð¡ÿ _   P       ð       f    7 †   
 À  `h h           ð¡ÿ _   P       p       f    7 †   
 Ã  `h h           ð¡ÿ _   P       �       f    7 †   
 Æ  `h h           ð¡ÿ _   P       @       f    7 †   
 É  `h h           ð¡ÿ _   P       °       f    7 †   
 Ì  `h h           ð¡ÿ _   P               f    7 †   
 Ï  `h h           ð¡ÿ _   P       �       f    7 †   
 Ò  `h h           ð¡ÿ _   P              f    7 †   
 Õ  `h h           ð¡ÿ _   P               f    7 †   
 Ø  `h h           ð¡ÿ _   P       @       f    7 †   
 Û  `h h           ð¡ÿ _   P       `       f    7 †   
 Þ  `h h           ð¡ÿ _   P               f    7 †   
 á  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ä  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ç  `h h           ð¡ÿ _   P       °       f    7 †   
 ê  `h h           ð¡ÿ _   P       @       f    7 †   
 í  `h h           ð¡ÿ _   P       �       f    7 †   
 ð  `h h           ð¡ÿ _   P       €       f    7 †   
 ó  `h h           ð¡ÿ _   P       �       f    7 †   
 ö  `h h           ð¡ÿ _   P       €       f    7 †   
 ù  `h h           ð¡ÿ _   P       �       f    7 †   
 ü  `h h           ð¡ÿ _   P       €       f    7 †   
 ÿ  `h h           ð¡ÿ _   P       0       f    7 †   
   `h h           ð¡ÿ _   P       €       f    7 †   
   `h h           ð¡ÿ _   P       °       f    7 †   
   `h h           ð¡ÿ _   P       @       f    7 †   
   `h h           ð¡ÿ _   P       0       f    7 †   
   `h h           ð¡ÿ _   P       €       f    7 †   
   `h h           ð¡ÿ _   P       Ð       f    7 †   
   `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P       `       f    7 †   
   `h h           ð¡ÿ _   P       `       f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
    `h h           ð¡ÿ _   P       @       f    7 †   
 #  `h h           ð¡ÿ _   P       €       f    7 †   
 &  `h h           ð¡ÿ _   P              f    7 †   
 )  `h h           ð¡ÿ _   P       0	       f    7 †   
 ,  `h h           ð¡ÿ _   P       p       f    7 †   
 /  `h h           ð¡ÿ _   P       Ð       f    7 †   
 2  `h h           ð¡ÿ _   P       @       f    7 †   
 5  `h h           ð¡ÿ _   P       Ð       f    7 †   
 8  `h h           ð¡ÿ _   P              f    7 †   
 ;  `h h           ð¡ÿ _   P       Ð       f    7 †   
 >  `h h           ð¡ÿ _   P              f    7 †   
 A  `h h           ð¡ÿ _   P       `       f    7 †   
 D  `h h           ð¡ÿ _   P       P       f    7 †   
 G  `h h           ð¡ÿ _   P       €       f    7 †   
 J  `h h           ð¡ÿ _   P              f    7 †   
 M  `h h           ð¡ÿ _   P       €       f    7 †   
 P  `h h           ð¡ÿ _   P              f    7 †   
 S  `h h           ð¡ÿ _   P       	       f    7 †   
 V  `h h           ð¡ÿ _   P       P       f    7 †   
 Y  `h h           ð¡ÿ _   P       0       f    7 †   
 \  `h h           ð¡ÿ _   P       €       f    7 †   
 _  `h h           ð¡ÿ _   P       0       f    7 †   
 b  `h h           ð¡ÿ _   P       €       f    7 †   
 e  `h h           ð¡ÿ _   P       0       f    7 †   
 h  `h h           ð¡ÿ _   P       €       f    7 †   
 k  `h h           ð¡ÿ _   P       à       f    7 †   
 n  `h h           ð¡ÿ _   P       €       f    7 †   
 q  `h h           ð¡ÿ _   P       P       f    7 †   
 t  `h h           ð¡ÿ _   P       @       f    7 †   
 w  `h h           ð¡ÿ _   P       à       f    7 †   
 z  `h h           ð¡ÿ _   P       €       f    7 †   
 |  `h h           ð¡ÿ _      f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
 �  `h h           ð¡ÿ _      f    7 †   
 „  `h h           ð¡ÿ _   P               f    7 †   
 †  `h h           ð¡ÿ _      f    7 †   
 ‰  `h h           ð¡ÿ _   P               f    7 †   
 ‹  `h h           ð¡ÿ _      f    7 †   
 Ž  `h h           ð¡ÿ _   P               f    7 †   
 �  `h h           ð¡ÿ _      f    7 †   
 “  `h h           ð¡ÿ _   P               f    7 †   
 •  `h h           ð¡ÿ _      f    7 †   
 ˜  `h h           ð¡ÿ _   P               f    7 †   
 š  `h h           ð¡ÿ _      f    7 †   
 �  `h h           ð¡ÿ _   P               f    7 †   
 Ÿ  `h h           ð¡ÿ _      f    7 †   
 ¢  `h h           ð¡ÿ _   P               f    7 †   
 ¤  `h h           ð¡ÿ _      f    7 †   
 §  `h h           ð¡ÿ _   P               f    7 †   
 ©  `h h           ð¡ÿ _      f    7 †   
 ¬  `h h           ð¡ÿ _   P               f    7 †   
 ®  `h h           ð¡ÿ _      f    7 †   
 ±  `h h           ð¡ÿ _   P               f    7 †   
 ³  `h h           ð¡ÿ _      f    7 †   
 ¶  `h h           ð¡ÿ _   P               f    7 †   
 ¸  `h h           ð¡ÿ _      f    7 †   
 »  `h h           ð¡ÿ _   P               f    7 †   
 ½  `h h           ð¡ÿ _      f    7 †   
 À  `h h           ð¡ÿ _   P               f    7 †   
 Â  `h h           ð¡ÿ _      f    7 †   
 Å  `h h           ð¡ÿ _   P               f    7 †   
 Ç  `h h           ð¡ÿ _      f    7 †   
 Ê  `h h           ð¡ÿ _   P               f    7 †   
 Í  `h h           ð¡ÿ _   P       à       f    7 †   
 Ð  `h h           ð¡ÿ _   P       Ð       f    7 †   
 Ó  `h h           ð¡ÿ _   P       p       f    7 †   
 Ö  `h h           ð¡ÿ _   P               f    7 †   
 Ù  `h h           ð¡ÿ _   P       P       f    7 †   
 Ü  `h h           ð¡ÿ _   P              f    7 †   
 ß  `h h           ð¡ÿ _   P       ð       f    7 †   
 â  `h h           ð¡ÿ _   P       Ð       f    7 †   
 å  `h h           ð¡ÿ _   P               f    7 †   
 è  `h h           ð¡ÿ _   P       0       f    7 †   
 ë  `h h           ð¡ÿ _   P       `       f    7 †   
 î  `h h           ð¡ÿ _   P              f    7 †   
 ñ  `h h           ð¡ÿ _   P               f    7 †   
 ô  `h h           ð¡ÿ _   P       à       f    7 †   
 ÷  `h h           ð¡ÿ _   P       à       f    7 †   
 ú  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ý  `h h           ð¡ÿ _   P       P       f    7 †   
    `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P       à       f    7 †   
 	  `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P       à       f    7 †   
   `h h           ð¡ÿ _   P       `       f    7 †   
   `h h           ð¡ÿ _   P              f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
   `h h           ð¡ÿ _   P       `       f    7 †   
   `h h           ð¡ÿ _   P               f    7 †   
   `h h           ð¡ÿ _   P       `       f    7 †   
 !  `h h           ð¡ÿ _   P       à       f    7 †   
 $  `h h           ð¡ÿ _   P       P       f    7 †   
 '  `h h           ð¡ÿ _   P              f    7 †   
 *  `h h           ð¡ÿ _   P       `       f    7 †   
 -  `h h           ð¡ÿ _   P              f    7 †   
 0  `h h           ð¡ÿ _   P       `       f    7 †   
 3  `h h           ð¡ÿ _   P       ð       f    7 †   
 6  `h h           ð¡ÿ _   P       P       f    7 †   
 9  `h h           ð¡ÿ _   P               f    7 †   
 <  `h h           ð¡ÿ _   P       Ð       f    7 †   
 ?  `h h           ð¡ÿ _   P       °       f    7 †   
 B  `h h           ð¡ÿ _   P               f    7 †   
 E  `h h           ð¡ÿ _   P       �       f    7 †   
 H  `h h           ð¡ÿ _   P              f    7 †   
 K  `h h           ð¡ÿ _   P       0       f    7 †   
 N  `h h           ð¡ÿ _   P       Ð       f    7 †   
 Q  `h h           ð¡ÿ _   P       à       f    7 †   
 T  `h h           ð¡ÿ _   P       0       f    7 †   
 W  `h h           ð¡ÿ _   P               f    7 †   
 Z  `h h           ð¡ÿ _   P              f    7 †   
 ]  `h h           ð¡ÿ _   P       `       f    7 †   
 `  `h h           ð¡ÿ _   P       ð       f    7 †   
 c  `h h           ð¡ÿ _   P       `       f    7 †   
 f  `h h           ð¡ÿ _   P       ð       f    7 †   
 i  `h h           ð¡ÿ _   P       ð       f    7 †   
 l  `h h           ð¡ÿ _   P       @       f    7 †   
 o  `h h           ð¡ÿ _   P       p       f    7 †   
 r  `h h           ð¡ÿ _   P       ð       f    7 †   
 u  `h h           ð¡ÿ _   P       0       f    7 †   
 x  `h h           ð¡ÿ _   P       Ð       f    7 †   
 {  `h h           ð¡ÿ _   P               f    7 †   
 ~  `h h           ð¡ÿ _   P       @       f    7 †   
 �  `h h           ð¡ÿ _   P               f    7 †   
 „  `h h           ð¡ÿ _   P       `       f    7 †   
 ‡  `h h           ð¡ÿ _   P               f    7 †   
 Š  `h h           ð¡ÿ _   P       `       f    7 †   
 �  `h h           ð¡ÿ _   P       €       f    7 †   
 �  `h h           ð¡ÿ _   P       P       f    7 †   
 “  `h h           ð¡ÿ _   P       °       f    7 †   
 –  `h h           ð¡ÿ _   P       `       f    7 †   
 ™  `h h           ð¡ÿ _   P       °       f    7 †   
 œ  `h h           ð¡ÿ _   P       `       f    7 †   
 Ÿ  `h h           ð¡ÿ _   P       �       f    7 †   
 ¢  `h h           ð¡ÿ _   P       P           ÿÿÿÿ    þÿÿÿ    ýÿÿÿ    üÿÿÿ    s          % 6|W        E  ôV        E  XW        E  ŒV        D  V        D  hV        D  ¬U        C  $U        C  ˆU        C  ¼T        B  4T        B  ˜T        B  ÜS        A  TS        A  ¸S        A  ìR        @  dR        @  ÈR        @  R        ?  „Q        ?  èQ        ?  Q        >  ”P        >  øP        >  <P        =  ´O        =  P        =  LO        <  ÄN        <  (O        <  lN        ;  äM        ;  HN        ;  |M        :  ôL        :  XM        :  œL        9  L        9  xL        9  ¬K        8  $K        8  ˆK        8  ÌJ        7  DJ        7  ¨J        7  ÜI        6  TI        6  ¸I        6  üH        5  tH        5  ØH        5  H        4  „G        4  èG        4  ,G        3  ¤F        3  G        3  <F        2  ´E        2  F        2  \E        1  ÔD        1  8E        1  lD        0  äC        0  HD        0  ŒC        /  C        /  hC        /  œB        .  B        .  xB        .  ¼A        -  4A        -  ˜A        -  Ì@        ,  D@        ,  ¨@        ,  ì?        +  d?        +  È?        +  ü>        *  t>        *  Ø>        *  >        )  ”=        )  ø=        )  ,=        (  ¤<        (  =        (  L<        '  Ä;        '  (<        '  \;        &  Ô:        &  8;        &  |:        %  ô9        %  X:        %  Œ9        $  9        $  h9        $  ¬8        #  $8        #  ˆ8        #  ¼7        "  47        "  ˜7        "  Ü6        !  T6        !  ¸6        !  ü5           t5           Ø5           5          ”4          ø4          <4          ´3          4          \3          Ô2          83          |2          ô1          X2          œ1          1          x1          ¼0          40          ˜0          Ü/          T/          ¸/          ü.          t.          Ø.          .          ”-          ø-          <-          ´,          -          \,          Ô+          8,          |+          ô*          X+          œ*          *          x*          ¼)          4)          ˜)          Ü(          T(          ¸(          ü'          t'          Ø'          '          ”&          ø&          <&          ´%          &          \%          Ô$          8%          |$          ô#          X$          œ#          #          x#          ¼"        
  4"        
  ˜"        
  Ü!        	  T!        	  ¸!        	  ü           t           Ø                      ”          ø          <          ´                    \          Ô          8          |          ô          X          œ                    x          ¼          4          ˜          Ü          T          ¸          ü           t           Ø                   ÿ  ”        ÿ  ø        ÿ  <        þ  ´        þ          þ  \        ý  Ô        ý  8        ý  d        ü          û  „        û  è        û          ú  ¼        ù  4        ù  ˜        ù  Ä        ø  l        ÷  ä        ÷  H        ÷  t        ö          õ  ”        õ  ø        õ  $        ô  Ì        ó  D        ó  ¨        ó  Ô        ò  |        ñ  ô        ñ  X        ñ  „        ð  ,        ï  ¤        ï          ï  4        î  Ü        í  T        í  ¸        í  ä        ì  Œ        ë          ë  h        ë  ”
        ê  <
        é  ´	        é  
        é  D	        è  ì        ç  d        ç  È        ç  ô        æ  œ        å          å  x        å  ¤        ä  L        ã  Ä        ã  (        ã  T        â  ü        á  t        á  Ø        á          à  ¬        ß  $        ß  ˆ        ß  ´        Þ  L        Ý  Ä        Ý  (        Ý  l        Ü  ä         Ü  H        Ü  |         Û  ôÿ         Û  X         Û  œÿ         Ú  ÿ         Ú  xÿ         Ú  ¬þ         Ù  $þ         Ù  ˆþ         Ù  Ìý         Ø  Dý         Ø  ¨ý         Ø  Üü         ×  Tü         ×  ¸ü         ×  üû         Ö  tû         Ö  Øû         Ö  û         Õ  „ú         Õ  èú         Õ  ,ú         Ô  ¤ù         Ô  ú         Ô  <ù         Ó  ´ø         Ó  ù         Ó  \ø         Ò  Ô÷         Ò  8ø         Ò  l÷         Ñ  äö         Ñ  H÷         Ñ  Œö         Ð  ö         Ð  hö         Ð  œõ         Ï  õ         Ï  xõ         Ï  ¼ô         Î  4ô         Î  ˜ô         Î  Ìó         Í  Dó         Í  ¨ó         Í  ìò         Ì  dò         Ì  Èò         Ì  üñ         Ë  tñ         Ë  Øñ         Ë  ñ         Ê  ”ð         Ê  øð         Ê  ,ð         É  ¤ï         É  ð         É  Lï         È  Äî         È  (ï         È  \î         Ç  Ôí         Ç  8î         Ç  |í         Æ  ôì         Æ  Xí         Æ  Œì         Å  ì         Å  hì         Å  ¬ë         Ä  $ë         Ä  ˆë         Ä  ¼ê         Ã  4ê         Ã  ˜ê         Ã  Üé         Â  Té         Â  ¸é         Â  ìè         Á  dè         Á  Èè         Á  è         À  „ç         À  èç         À  ç         ¿  ”æ         ¿  øæ         ¿  <æ         ¾  ´å         ¾  æ         ¾  Lå         ½  Ää         ½  (å         ½  lä         ¼  äã         ¼  Hä         ¼  |ã         »  ôâ         »  Xã         »  œâ         º  â         º  xâ         º  ¬á         ¹  $á         ¹  ˆá         ¹  ¼à         ¸  4à         ¸  ˜à         ¸  Ìß         ·  Dß         ·  ¨ß         ·  ÜÞ         ¶  TÞ         ¶  ¸Þ         ¶  ìÝ         µ  dÝ         µ  ÈÝ         µ  üÜ         ´  tÜ         ´  ØÜ         ´  Ü         ³  „Û         ³  èÛ         ³  Û         ²  ”Ú         ²  øÚ         ²  ,Ú         ±  ¤Ù         ±  Ú         ±  <Ù         °  ´Ø         °  Ù         °  LØ         ¯  Ä×         ¯  (Ø         ¯  \×         ®  ÔÖ         ®  8×         ®  lÖ         ­  äÕ         ­  HÖ         ­  |Õ         ¬  ôÔ         ¬  XÕ         ¬  ŒÔ         «  Ô         «  hÔ         «  œÓ         ª  Ó         ª  xÓ         ª  ¬Ò         ©  $Ò         ©  ˆÒ         ©  ¼Ñ         ¨  4Ñ         ¨  ˜Ñ         ¨  ÌÐ         §  DÐ         §  ¨Ð         §  ÜÏ         ¦  TÏ         ¦  ¸Ï         ¦  ìÎ         ¥  dÎ         ¥  ÈÎ         ¥  üÍ         ¤  tÍ         ¤  ØÍ         ¤  Í         £  „Ì         £  èÌ         £  Ì         ¢  ”Ë         ¢  øË         ¢  ,Ë         ¡  ¤Ê         ¡  Ë         ¡  <Ê            ´É            Ê            LÉ         Ÿ  ÄÈ         Ÿ  (É         Ÿ  \È         ž  ÔÇ         ž  8È         ž  lÇ         �  äÆ         �  HÇ         �  |Æ         œ  ôÅ         œ  XÆ         œ  ŒÅ         ›  Å         ›  hÅ         ›  œÄ         š  Ä         š  xÄ         š  ¬Ã         ™  $Ã         ™  ˆÃ         ™  ¼Â         ˜  4Â         ˜  ˜Â         ˜  ÌÁ         —  DÁ         —  ¨Á         —  ÜÀ         –  TÀ         –  ¸À         –  ì¿         •  d¿         •  È¿         •  ô¾         ”  Œ¾         “  ¾         “  h¾         “  ”½         ’  ,½         ‘  ¤¼         ‘  ½         ‘  4¼         �  Ì»         �  D»         �  ¨»         �  Ôº         Ž  lº         �  ä¹         �  Hº         �  t¹         Œ  ¹         ‹  „¸         ‹  è¸         ‹  ¸         Š  ¬·         ‰  $·         ‰  ˆ·         ‰  ´¶         ˆ  L¶         ‡  Äµ         ‡  (¶         ‡  Tµ         †  ì´         …  d´         …  È´         …  ô³         „  Œ³         ƒ  ³         ƒ  h³         ƒ  ”²         ‚  ,²         �  ¤±         �  ²         �  4±         €  Ì°           D°           ¨°           Ô¯         ~  l¯         }  ä®         }  H¯         }  t®         |  ®         {  „­         {  è­         {  ­         z  ¬¬         y  $¬         y  ˆ¬         y  ´«         x  L«         w  Äª         w  («         w  Tª         v  ü©         u  t©         u  Ø©         u  ©         t  ”¨         t  ø¨         t  <¨         s  ´§         s  ¨         s  \§         r  Ô¦         r  8§         r  |¦         q  ô¥         q  X¦         q  œ¥         p  ¥         p  x¥         p  ¼¤         o  4¤         o  ˜¤         o  Ü£         n  T£         n  ¸£         n  ü¢         m  t¢         m  Ø¢         m  ¢         l  ”¡         l  ø¡         l  <¡         k  ´          k  ¡         k  \          j  ÔŸ         j  8          j  |Ÿ         i  ôž         i  XŸ         i  Œž         h  ž         h  hž         h  ¬�         g  $�         g  ˆ�         g  Ìœ         f  Dœ         f  ¨œ         f  ì›         e  d›         e  È›         e  ›         d  „š         d  èš         d  ,š         c  ¤™         c  š         c  L™         b  Ä˜         b  (™         b  l˜         a  ä—         a  H˜         a  Œ—         `  —         `  h—         `  ¬–         _  $–         _  ˆ–         _  Ì•         ^  D•         ^  ¨•         ^  ì”         ]  d”         ]  È”         ]  ü“         \  t“         \  Ø“         \  “         [  ”’         [  ø’         [  ,’         Z  ¤‘         Z  ’         Z  L‘         Y  Ä�         Y  (‘         Y  l�         X  ä�         X  H�         X  Œ�         W  �         W  h�         W  ¬Ž         V  $Ž         V  ˆŽ         V  Ì�         U  D�         U  ¨�         U  ìŒ         T  dŒ         T  ÈŒ         T  Œ         S  „‹         S  è‹         S  ,‹         R  ¤Š         R  ‹         R  LŠ         Q  Ä‰         Q  (Š         Q  l‰         P  äˆ         P  H‰         P  Œˆ         O  ˆ         O  hˆ         O  ¬‡         N  $‡         N  ˆ‡         N  Ì†         M  D†         M  ¨†         M  ì…         L  d…         L  È…         L  …         K  „„         K  è„         K  ,„         J  ¤ƒ         J  „         J  Lƒ         I  Ä‚         I  (ƒ         I  l‚         H  ä�         H  H‚         H  Œ�         G  �         G  h�         G  ¬€         F  $€         F  ˆ€         F  Ì         E  D         E  ¨         E  ì~         D  d~         D  È~         D  ~         C  „}         C  è}         C  ,}         B  ¤|         B  }         B  L|         A  Ä{         A  (|         A  l{         @  äz         @  H{         @  Œz         ?  z         ?  hz         ?  ¬y         >  $y         >  ˆy         >  Ìx         =  Dx         =  ¨x         =  ìw         <  dw         <  Èw         <  w         ;  „v         ;  èv         ;  ,v         :  ¤u         :  v         :  Lu         9  Ät         9  (u         9  lt         8  äs         8  Ht         8  Œs         7  s         7  hs         7  ¬r         6  $r         6  ˆr         6  Ìq         5  Dq         5  ¨q         5  ìp         4  dp         4  Èp         4  p         3  „o         3  èo         3  ,o         2  ¤n         2  o         2  Ln         1  Äm         1  (n         1  lm         0  äl         0  Hm         0  Œl         /  l         /  hl         /  ¬k         .  $k         .  ˆk         .  ¼j         -  4j         -  ˜j         -  Äi         ,  \i         +  Ôh         +  8i         +  dh         *  üg         )  tg         )  Øg         )  g         (  œf         '  f         '  xf         '  ¤e         &  <e         %  ´d         %  e         %  Dd         $  Üc         #  Tc         #  ¸c         #  äb         "  |b         !  ôa         !  Xb         !  „a            a           ”`           ø`           $`           Ì_           D_           ¨_           Ô^           |^           ô]           X^           „]           ]           ”\           ø\           $\           ¼[           4[           ˜[           ÄZ           lZ           äY           HZ           tY           Y           ”X           øX           $X           ¼W           4W           ˜W           ÄV           \V           ÔU           8V           dU           U           „T           èT           T           ”S           øS           <S           ´R           S           LR         
  ÄQ         
  (R         
  lQ         	  äP         	  HQ         	  |P           ôO           XP           œO           O           xO           ¬N           $N           ˆN           ÌM           DM           ¨M           ÜL           TL           ¸L           üK           tK           ØK           K           „J           èJ           ,J           ¤I           J           <I            ´H            I            \H         ÿ  ÔG         ÿ  8H         ÿ  lG         þ  äF         þ  HG         þ  ŒF         ý  F         ý  hF         ý  œE         ü  E         ü  xE         ü  ¼D         û  4D         û  ˜D         û  ÌC         ú  DC         ú  ¨C         ú  ìB         ù  dB         ù  ÈB         ù  üA         ø  tA         ø  ØA         ø  A         ÷  ”@         ÷  ø@         ÷  ,@         ö  ¤?         ö  @         ö  L?         õ  Ä>         õ  (?         õ  \>         ô  Ô=         ô  8>         ô  |=         ó  ô<         ó  X=         ó  Œ<         ò  <         ò  h<         ò  ¬;         ñ  $;         ñ  ˆ;         ñ  ¼:         ð  4:         ð  ˜:         ð  Ü9         ï  T9         ï  ¸9         ï  ì8         î  d8         î  È8         î  8         í  „7         í  è7         í  7         ì  ”6         ì  ø6         ì  <6         ë  ´5         ë  6         ë  L5         ê  Ä4         ê  (5         ê  l4         é  ä3         é  H4         é  Œ3         è  3         è  h3         è  ¬2         ç  $2         ç  ˆ2         ç  Ì1         æ  D1         æ  ¨1         æ  ì0         å  d0         å  È0         å  0         ä  „/         ä  è/         ä  ,/         ã  ¤.         ã  /         ã  L.         â  Ä-         â  (.         â  l-         á  ä,         á  H-         á  Œ,         à  ,         à  h,         à  ¬+         ß  $+         ß  ˆ+         ß  Ì*         Þ  D*         Þ  ¨*         Þ  ì)         Ý  d)         Ý  È)         Ý  )         Ü  „(         Ü  è(         Ü  ,(         Û  ¤'         Û  (         Û  L'         Ú  Ä&         Ú  ('         Ú  l&         Ù  ä%         Ù  H&         Ù  Œ%         Ø  %         Ø  h%         Ø  ¬$         ×  $$         ×  ˆ$         ×  Ì#         Ö  D#         Ö  ¨#         Ö  ì"         Õ  d"         Õ  È"         Õ  "         Ô  „!         Ô  è!         Ô  ,!         Ó  ¤          Ó  !         Ó  L          Ò  Ä         Ò  (          Ò  l         Ñ  ä         Ñ  H         Ñ  Œ         Ð           Ð  h         Ð  ¬         Ï  $         Ï  ˆ         Ï  Ì         Î  D         Î  ¨         Î  ì         Í  d         Í  È         Í           Ì  „         Ì  è         Ì  ,         Ë  ¤         Ë           Ë  L         Ê  Ä         Ê  (         Ê  l         É  ä         É  H         É  Œ         È           È  h         È  ¬         Ç  $         Ç  ˆ         Ç  Ì         Æ  D         Æ  ¨         Æ  ì         Å  d         Å  È         Å  ô         Ä  œ         Ã           Ã  x         Ã  ¤         Â  L         Á  Ä         Á  (         Á  T         À  ü         ¿  t         ¿  Ø         ¿           ¾  ¬         ½  $         ½  ˆ         ½  ´         ¼  \         »  Ô         »  8         »  d         º           ¹  „         ¹  è         ¹           ¸  ¼         ·  4         ·  ˜         ·  Ä
         ¶  l
         µ  ä	         µ  H
         µ  t	         ´  	         ³  ”         ³  ø         ³  $         ²  Ì         ±  D         ±  ¨         ±  Ô         °  |         ¯  ô         ¯  X         ¯  „         ®  ,         ­  ¤         ­           ­  4         ¬  Ü         «  T         «  ¸         «  ä         ª  Œ         ©           ©  h         ©  ”         ¨  <         §  ´          §           §  D          ¦                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez
  h      ä Ez  m      ä s 
       0 s 
        b #t 
  €?   È #r         È #r    ÿ    È #r
      È #r         â G‰  0     € ê/ x p      ä Dy  Ð    À ê r         ä Ez
  i      ä Ez  n      ä s 
       0 s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r	       â G‰  0     € ê/ x @      ä Dy       À ê r	        ä Er        â Ey €    € â Ez  k      ä x   €?    â !t   ?     â x   €?    Æ #t    ¿     È !r         â Er         Æ s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â !t    ?     â Ez   l      Æ r ÿ    Ðð â #t	   ¿	    â  xÛI@  @  Ö G‰  P    € ê  x   ?  @  â x
ƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  ä s        0 s
 
       ð s        b #t  €?   È #r       â  r
     @  È/ s         " #r   ÿ    È #r
      È #r
       â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r 	         â !t	   À     â  xÛI@  @  Ò G‰  @    € ê  x
ƒù"> À@  âEy      € æ s 
       ä  r
     0  â x   ?  @  Ê s 
       "  xƒù"> À@  Î s        b #t
  €?   È #r       â  r     @  È/ s 
        " #r   ÿ    È #r
      È #r       â G‰  0     € ê x p      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s      P   b  Ey      € â  x		ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        ¢  r     @  Î s         " #t  €?
   ÈO #r

   
    È #r
   ÿ    È #r      È #r
       â G‰  @     € ê r
        ä x @      ä Dy       À ê/ r        ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey p    € â !r   €     Ö/ G‰  @    € ê  x
	ƒù"> À@  âEy      € æ s 
       ä  r
		     0  â x		   ?  @  Ê s 
       "  x		ƒù"> À@  Î s  	       b #t
  €?   È #r       â  r      @  È/ s 
        " #r   ÿ    È #r 
      È #r        â G‰  0     € ê x Ð	      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  x	ÛI@  @  â!t  €¿     â  x
 ÛI@  @  â x   €?    ä x    €?    ä r 
ÿ    Ðð Ú G‰  P    € ê  x 
   ?  @  â x
ƒù"> À@  â r

     0  â Ey     € â  x ƒù"> À@  â s        ð s         0 s
        b  r      @  Î s         " #t  €?
   È/ #r

   
    È #r
   ÿ    È #r       È #r 
        â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x	ƒù"> À@  â r		     0  â x		   ?  @  â Ey     € â s        ä  x	ƒù"> À@  Ì s
        0 s        b  r
     @  Î s         " #t	  €?   È/ #r	       È #r	   ÿ    È #r
	      È #r
   	    â G‰  @     € ê r
        ä x p      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  x	ÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t
  €?   È/ #r

       È #r
   ÿ    È #r      È #r
       â G‰  @     € ê r
        ä x 0      ä Dy      À ê r        ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey p    € Ø G‰  P    € ê  x	ƒù"> À@  â r		     0  â x		   ?  @  â Ey     € â s        ä  x	ƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t	  €?
   È/ #r

	   
    È #r	
   ÿ    È #r	      È #r
   	    â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x ð      ä Dy  P    À ê r        ä Ay       € ê s
        " Ey Ð     € î s         b #t  €?
   È #r
   
    È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x à      ä Dy  `    À ê r        ä Ay       € ê s
        " Ey Ð     € î s         b #t	  €?
   È #r	
	   
    È #r
	   ÿ    È #r
      È #r		   
    â G‰  P     € ê/ r        ä r
        ä x Ð      ä Dy  p    À ê r	        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê !r
         â Ey      € æ !r
        È !r        È s        0 s          b #t&  €?   È #r&&       È #r&    ÿ    È #r
       È #r&&
       â G‰  P     € ê/ r         ä r
        ä x à      ä Dy  `    À ê r&        ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r
      È #r  
       â G‰  P     € ê/ r        ä r
        ä x Ð      ä Dy  p
    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t$  €?   È #r$$       È #r$   ÿ    È #r
      È #r$$
       â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €	    À ê r$        ä Ay       € ê s        " ¹z  F   
   â Ey Ð     € ì s         b #t
  €?   È #r
       È #r   ÿ    È #r
      È #r
       â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê !t  €?     â !t   €?     âr        â !t"   @     âx%    Â    â !t  €¿     â r        Ä r         ä r        är        â `{%X 0(ž B `{%X 0ž B r "       ä r        â `{%X 0*ž Â r!        är#        â `{%X 0'ž Â `{%X 0ž B `{ %X 0,ž Â `{"%X 0ž Â r
        È `{
%X 0+ž B y  €Ð       È  r)	     @  â r	     @  â r((	     @  Æ #r       â#r   (    â#r)   )    â r "       â  r	     @  â#r       â#r**       â!t  €¿     â #r   )    â #r)       â  r
	     @  â#r       â r	     @  â r        â #r
   
    â#r       â r!        â #r++       â #r   
    â #r       â r#        â `{%X 0ž B `{%X 0ž B !t   @     â r         â #r       â `{  %X 0(ž B #r,   +    â r        â `{""%X 0+ž B r        â#r''   *    â r
        ä r        ä `{%X 0*ž B r        ä `{

%X 0-ž B `{%X 0,ž F `{%X 0ž B #r       â#r       â  r      @  â¹z  j      â  r      @  â r      @  â ™x?    È ™x?    ä ™x     â y  @Ñ       È  r 	     @  â r	     @  â r	     @  ä #r         â#r       â#r       ä #r !        â#r        â#r((       â y  €Ð       È #r #        â#r""       â#r(+   (    ä #r &       â r 	     @  â r	     @  â r**	     @  â #r""&       â #r         â#r
       â#r--   *    â #r((&       â #r         â
#r       â#r,,   -    â #r))$       â #r         â #r$   "    â#r''$   (    â #r       â#r,   ,    â #r     )    âxÿ     â #r       â#r',   '    â  x    C  @  â $|   ÿŽ â  x  C  @  â  x''  C  @  Ä $|   Ž â s       é   " %|   ÿ Ž â ‚x @3       È z `  ÿ€ ä s     é   b r   ÿàÿ È z a    ä |       â s' '    é   ¢ x ÿÿ  ÿÀŽ â %x   Ž â xÿÿ  ÿÀŽ È/ x@3      ä x 'ÿÿ  ÿÀŽ ÈO t ÿÿ      È xT      Ê †y     â My        € ê xÿ   
  â Ey  0    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x 
  € Âó È x      p5p  Ú G	  @    € ê xÿ
ÿÿÿÈ€ Ú G‰       € ê x   € Òõ äx 
  € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿ
ÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜

  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r
   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t
  €?    È #r

       È #r
   ÿ    È #r       È #r
       â x   èÿ Æ #r       â r   ÿàÿ Æ #r
       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r
   À   âx    ÿàÿ â#r
   €   â#r
   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä x
ÿ       È x

   øŽ È r

   ÿÀŽ È r

   ÿàÿ È r
   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x
   €HŽ È x  €ÿüŽ â Gy  P     € ê x
   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r
       ä Ay        € ê x         È Py PØÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  à    À ê r        ä Er        â Ey €    € â Ez  k      ä x	   €?    â !t   ?     â x
   €?    Æ #t   ¿    â Er         Æ !r        ä !t   ?     ä s     P   $ #t   ¿    â !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  â s        ð s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r   ÿ    È #r
      È #r

       â G‰  @     € ê r        ä x À      ä Dy  `    À ê r
        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t	  €?   È/ #r		       È #r	   ÿ    È #r      È #r		       â G‰  0     € ê x p      ä Dy  °    À ê r	        ä Ay       € ê Ay       € ê r ÿ    Ðð â s     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x @      ä Dy  à    À ê/ r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê x Ð	      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x   €?    ä x   €?    ä r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  â s        ð s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x À      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x p      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x 0      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  âEy      € æ s        ä  r     0  â x   ?  @  Ê s        "  xƒù"> À@  Î s        b #t  €?   È #r       â  r     @  È/ s         " #r   ÿ    È #r      È #r       â G‰  0     € ê x °      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê !r
	        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x à      ä Dy  @    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x Ð      ä Dy  P    À ê r        ä Ay       € ê s$        " Ey Ð     € î s 	        b #t  €?$   È #r$$   $    È #r$	   ÿ    È #r   	   È #r$$       â G‰  P     € ê/ r 	       ä r        ä x À      ä Dy  `    À ê r$        ä Ay       € ê s        " Ey Ð     € î s 
        b #t	  €?   È #r		       È #r	
   ÿ    È #r   
   È #r		       â G‰  P     € ê/ r 
       ä r        ä x °      ä Dy  p    À ê r	        ä Ay       € ê !r        â Ey      € æ !r
        È !r

        È s 
       0 s 
        b #t&
  €?   È #r&&       È #r&   ÿ    È #r
      È #r&&       â G‰  P     € ê/ r        ä r 
       ä x Ð      ä Dy  P    À ê r&        ä Ay       € ê s 
       " Ey Ð     € î s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r       â G‰  P     € ê/ r        ä r 
       ä x À      ä Dy  `
    À ê r        ä Ay       € ê s% 
       " Ey Ð     € î s 
        b #t
  €?%   È #r%%   %    È #r%   ÿ    È #r
      È #r%%       â G‰  P     € ê/ r        ä r 
       ä x °      ä Dy  p	    À ê r%        ä Ay       € ê s 
       " ¹z  F   
   â Ey À     € ì s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r       â G‰  @     € ê/ r        ä r 
       ä x °      ä Dy  p    À ê Ay       € ê !t  €?     â r        â !t   €?     âx    Â    â !t"   @     âr        â !t  €¿     â r         Ä r        ä `{X 0'ž B `{X 0(ž B r        ä r "       ä r        är!        â `{X 0*ž B `{X 0,ž Â r
        â `{X 0ž B r#        â `{ X 0!ž Æ `{"X 0ž Â `{
X 0
ž B !t  €¿     Ê/ r#        âO y  €Ð       È  r)$     @  â r$     @  â r''$     @  ä #r)	   )    â#r	       â#r'(	   '    â r        â !t   @     â #r       â#r'*   '    â#r)   )    â  r$     @  â
#r*       â r$     @  â r$     @  â #r(,   '    â r        â #r

	       â r        â #r	       â#r	       â #r!   
    â `{X 0ž B r!        â #r       â#r       â r         â `{X 0ž B r        â `{  X 0,ž B r
 "       â #r   )    â `{""X 0'ž B #r       â `{X 0)ž B r        är        ä `{X 0+ž D `{X 0-ž D `{

X 0ž B #r       â#r       â  r     @  â¹z  j      â  r     @  â r     @  â ™x?    È ™x?    ä ™x     â y  @Ñ       È  r$     @  â r$     @  Æ #r	       â#r	       â  r$     @  ä #r,,       â#r!       â #r	       â y  €Ð       È #r,'   ,    â#r#       â  r$     @  â/ #r        â #r,&       â#r&       â #r	       â  r)$     @  â#r((%       â  r$     @  â #r""       â #r+	       â #r       â#r	       â #r"&       â #r--       â #r**%       â #r       â #r%       â #r       â#r-   -    â#r
       â xÿ      â #r   *    â#r(-   (    â#r       â $|    ÿŽ â x  C  @  â %|    ÿ Ž â  x((  C  @  â  x   C  @  Ä $|   Ž â s     é   " z `  ÿ€ â‚x @3       ä r   ÿàÿ ä |       ä s( (    é   b z a    Ê %x   Ž ä s       é   ¢ xÿÿ  ÿÀŽ ä x((ÿÿ  ÿÀŽ È/ x(@3      ä x ÿÿ  ÿÀŽ ÈO tÿÿ      È xT      Ê †y     â My        € ê xÿ     â Ey  0    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t  €?    È #r       È #r   ÿ    È #r       È #r       â x   èÿ Æ #r       â r   ÿàÿ Æ #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê x         È Py pØÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  à    À ê r        ä Er        â Ey €    € â Ez  k      ä x	   €?    â !t   ?     â x
   €?    Æ #t   ¿    â Er         Æ !r        ä !t   ?     ä s     P   $ #t   ¿    â !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  â s        ð s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r   ÿ    È #r
      È #r

       â G‰  @     € ê r        ä x À      ä Dy  `    À ê r
        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t	  €?   È/ #r		       È #r	   ÿ    È #r      È #r		       â G‰  0     € ê x p      ä Dy  °    À ê r	        ä Ay       € ê Ay       € ê r ÿ    Ðð â s     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x @      ä Dy  à    À ê/ r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê x Ð	      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x   €?    ä x   €?    ä r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  â s        ð s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x À      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x p      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x 0      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  âEy      € æ s        ä  r     0  â x   ?  @  Ê s        "  xƒù"> À@  Î s        b #t  €?   È #r       â  r     @  È/ s         " #r   ÿ    È #r      È #r       â G‰  0     € ê x °      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê !r
	        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x à      ä Dy  @    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x Ð      ä Dy  P    À ê r        ä Ay       € ê s$        " Ey Ð     € î s 	        b #t  €?$   È #r$$   $    È #r$	   ÿ    È #r   	   È #r$$       â G‰  P     € ê/ r 	       ä r        ä x À      ä Dy  `    À ê r$        ä Ay       € ê s        " Ey Ð     € î s 
        b #t	  €?   È #r		       È #r	
   ÿ    È #r   
   È #r		       â G‰  P     € ê/ r 
       ä r        ä x °      ä Dy  p    À ê r	        ä Ay       € ê !r        â Ey      € æ !r
        È !r

        È s 
       0 s 
        b #t&
  €?   È #r&&       È #r&   ÿ    È #r
      È #r&&       â G‰  P     € ê/ r        ä r 
       ä x Ð      ä Dy  P    À ê r&        ä Ay       € ê s 
       " Ey Ð     € î s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r       â G‰  P     € ê/ r        ä r 
       ä x À      ä Dy  `
    À ê r        ä Ay       € ê s% 
       " Ey Ð     € î s 
        b #t
  €?%   È #r%%   %    È #r%   ÿ    È #r
      È #r%%       â G‰  P     € ê/ r        ä r 
       ä x °      ä Dy  p	    À ê r%        ä Ay       € ê s 
       " ¹z  F   
   â Ey À     € ì s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r       â G‰  @     € ê/ r        ä r 
       ä x °      ä Dy  p    À ê Ay       € ê !t  €?     â r        â !t   €?     âx    Â    â !t"   @     âr        â !t  €¿     â r         Ä r        ä `{X 0'ž B `{X 0(ž B r        ä r "       ä r        är!        â `{X 0*ž B `{X 0,ž Â r
        â `{X 0ž B r#        â `{ X 0!ž Æ `{"X 0ž Â `{
X 0
ž B !t  €¿     Ê/ r#        âO y  €Ð       È  r)$     @  â r$     @  â r''$     @  ä #r)	   )    â#r	       â#r'(	   '    â r        â !t   @     â #r       â#r'*   '    â#r)   )    â  r$     @  â
#r*       â r$     @  â r$     @  â #r(,   '    â r        â #r

	       â r        â #r	       â#r	       â #r!   
    â `{X 0ž B r!        â #r       â#r       â r         â `{X 0ž B r        â `{  X 0,ž B r
 "       â #r   )    â `{""X 0'ž B #r       â `{X 0)ž B r        är        ä `{X 0+ž D `{X 0-ž D `{

X 0ž B #r       â#r       â  r     @  â¹z  j      â  r     @  â r     @  â ™x?    È ™x?    ä ™x     â y  @Ñ       È  r$     @  â r$     @  Æ #r	       â#r	       â  r$     @  ä #r,,       â#r!       â #r	       â y  €Ð       È #r,'   ,    â#r#       â  r$     @  â/ #r        â #r,&       â#r&       â #r	       â  r)$     @  â#r((%       â  r$     @  â #r""       â #r+	       â #r       â#r	       â #r"&       â #r--       â #r**%       â #r       â #r%       â #r       â#r-   -    â#r
       â xÿ      â #r   *    â#r(-   (    â#r       â $|    ÿŽ â x  C  @  â %|    ÿ Ž â  x((  C  @  â  x   C  @  Ä $|   Ž â s     é   " z `  ÿ€ â‚x @3       ä r   ÿàÿ ä |       ä s( (    é   b z a    Ê %x   Ž ä s       é   ¢ xÿÿ  ÿÀŽ ä x((ÿÿ  ÿÀŽ È/ x(@3      ä x ÿÿ  ÿÀŽ ÈO tÿÿ      È xT      Ê †y     â My        € ê xÿ     â Ey  0    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t  €?    È #r       È #r   ÿ    È #r       È #r       â x   èÿ Æ #r       â r   ÿàÿ Æ #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê x         È Py pØÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez
  h      ä Ez  m      ä s 
       0 s 
        b #t 
  €?   È #r         È #r    ÿ    È #r
      È #r         â G‰  0     € ê/ x p      ä Dy  Ð    À ê r         ä Ez
  i      ä Ez  n      ä s 
       0 s 
        b #t
  €?   È #r       È #r   ÿ    È #r
      È #r	       â G‰  0     € ê/ x @      ä Dy       À ê r	        ä Er        â Ey €    € â Ez  k      ä x   €?    â !t   ?     â x   €?    Æ #t    ¿     È !r         â Er         Æ s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â !t    ?     â Ez   l      Æ r ÿ    Ðð â #t	   ¿	    â  xÛI@  @  Ö G‰  P    € ê  x   ?  @  â x
ƒù"> À@  â r     0  â Ey     € â  xƒù"> À@  ä s        0 s
 
       ð s        b #t  €?   È #r       â  r
     @  È/ s         " #r   ÿ    È #r
      È #r
       â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r 	         â !t	   À     â  xÛI@  @  Ò G‰  @    € ê  x
ƒù"> À@  âEy      € æ s 
       ä  r
     0  â x   ?  @  Ê s 
       "  xƒù"> À@  Î s        b #t
  €?   È #r       â  r     @  È/ s 
        " #r   ÿ    È #r
      È #r       â G‰  0     € ê x p      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s      P   b  Ey      € â  x		ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        ¢  r     @  Î s         " #t  €?
   ÈO #r

   
    È #r
   ÿ    È #r      È #r
       â G‰  @     € ê r
        ä x @      ä Dy       À ê/ r        ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey p    € â !r   €     Ö/ G‰  @    € ê  x
	ƒù"> À@  âEy      € æ s 
       ä  r
		     0  â x		   ?  @  Ê s 
       "  x		ƒù"> À@  Î s  	       b #t
  €?   È #r       â  r      @  È/ s 
        " #r   ÿ    È #r 
      È #r        â G‰  0     € ê x Ð	      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  x	ÛI@  @  â!t  €¿     â  x
 ÛI@  @  â x   €?    ä x    €?    ä r 
ÿ    Ðð Ú G‰  P    € ê  x 
   ?  @  â x
ƒù"> À@  â r

     0  â Ey     € â  x ƒù"> À@  â s        ð s         0 s
        b  r      @  Î s         " #t  €?
   È/ #r

   
    È #r
   ÿ    È #r       È #r 
        â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x	ƒù"> À@  â r		     0  â x		   ?  @  â Ey     € â s        ä  x	ƒù"> À@  Ì s
        0 s        b  r
     @  Î s         " #t	  €?   È/ #r	       È #r	   ÿ    È #r
	      È #r
   	    â G‰  @     € ê r
        ä x p      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  x	ÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t
  €?   È/ #r

       È #r
   ÿ    È #r      È #r
       â G‰  @     € ê r
        ä x 0      ä Dy      À ê r        ä Ay       € ê Ay       € ê r 	ÿ    Ðð â Ey p    € Ø G‰  P    € ê  x	ƒù"> À@  â r		     0  â x		   ?  @  â Ey     € â s        ä  x	ƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t	  €?
   È/ #r

	   
    È #r	
   ÿ    È #r	      È #r
   	    â G‰  @     € ê r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x ð      ä Dy  P    À ê r        ä Ay       € ê s
        " Ey Ð     € î s         b #t  €?
   È #r
   
    È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x à      ä Dy  `    À ê r        ä Ay       € ê s
        " Ey Ð     € î s         b #t	  €?
   È #r	
	   
    È #r
	   ÿ    È #r
      È #r		   
    â G‰  P     € ê/ r        ä r
        ä x Ð      ä Dy  p    À ê r	        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r
   ÿ    È #r
      È #r   
    â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê !r
         â Ey      € æ !r
        È !r        È s        0 s          b #t&  €?   È #r&&       È #r&    ÿ    È #r
       È #r&&
       â G‰  P     € ê/ r         ä r
        ä x à      ä Dy  `    À ê r&        ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r
      È #r  
       â G‰  P     € ê/ r        ä r
        ä x Ð      ä Dy  p
    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t$  €?   È #r$$       È #r$   ÿ    È #r
      È #r$$
       â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €	    À ê r$        ä Ay       € ê s        " ¹z  F   
   â Ey Ð     € ì s         b #t
  €?   È #r
       È #r   ÿ    È #r
      È #r
       â G‰  P     € ê/ r        ä r
        ä x À      ä Dy  €    À ê r        ä Ay       € ê !t  €?     â !t   €?     âr        â !t"   @     âx%    Â    â !t  €¿     â r        Ä r         ä r        är        â `{%X 0(ž B `{%X 0ž B r "       ä r        â `{%X 0*ž Â r!        är#        â `{%X 0'ž Â `{%X 0ž B `{ %X 0,ž Â `{"%X 0ž Â r
        È `{
%X 0+ž B y  €Ð       È  r)	     @  â r	     @  â r((	     @  Æ #r       â#r   (    â#r)   )    â r "       â  r	     @  â#r       â#r**       â!t  €¿     â #r   )    â #r)       â  r
	     @  â#r       â r	     @  â r        â #r
   
    â#r       â r!        â #r++       â #r   
    â #r       â r#        â `{%X 0ž B `{%X 0ž B !t   @     â r         â #r       â `{  %X 0(ž B #r,   +    â r        â `{""%X 0+ž B r        â#r''   *    â r
        ä r        ä `{%X 0*ž B r        ä `{

%X 0-ž B `{%X 0,ž F `{%X 0ž B #r       â#r       â  r      @  â¹z  j      â  r      @  â r      @  â ™x?    È ™x?    ä ™x     â y  @Ñ       È  r 	     @  â r	     @  â r	     @  ä #r         â#r       â#r       ä #r !        â#r        â#r((       â y  €Ð       È #r #        â#r""       â#r(+   (    ä #r &       â r 	     @  â r	     @  â r**	     @  â #r""&       â #r         â#r
       â#r--   *    â #r((&       â #r         â
#r       â#r,,   -    â #r))$       â #r         â #r$   "    â#r''$   (    â #r       â#r,   ,    â #r     )    âxÿ     â #r       â#r',   '    â  x    C  @  â $|   ÿŽ â  x  C  @  â  x''  C  @  Ä $|   Ž â s       é   " %|   ÿ Ž â ‚x @3       È z `  ÿ€ ä s     é   b r   ÿàÿ È z a    ä |       â s' '    é   ¢ x ÿÿ  ÿÀŽ â %x   Ž â xÿÿ  ÿÀŽ È/ x@3      ä x 'ÿÿ  ÿÀŽ ÈO t ÿÿ      È xT      Ê †y     â My        € ê xÿ   
  â Ey  0    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x 
  € Âó È x      p5p  Ú G	  @    € ê xÿ
ÿÿÿÈ€ Ú G‰       € ê x   € Òõ äx 
  € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿ
ÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜

  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r
   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t
  €?    È #r

       È #r
   ÿ    È #r       È #r
       â x   èÿ Æ #r       â r   ÿàÿ Æ #r
       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r
   À   âx    ÿàÿ â#r
   €   â#r
   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä x
ÿ       È x

   øŽ È r

   ÿÀŽ È r

   ÿàÿ È r
   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x
   €HŽ È x  €ÿüŽ â Gy  P     € ê x
   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r
       ä Ay        € ê x         È Py PØÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €!    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  °     À ê r         ä Er         â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r
  €     È !t  €?     â xÛI@  @  â!t	  €¿     ä  xÛI@  @  â x   €?    È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !t   À     â !r        â  x	ÛI@  @  Ò G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x €      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r         È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x       ä Dy  à    À ê r         ä Ay       € ê s0        " Ey Ð     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r0         ä Ay       € ê s         " Ey Ð     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r1         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r         ä Ay       € ê !r         â Ey      € æ !r          È !r         È s3        0 s         b #t   €?3   È #r33    3    È #r3   ÿ    È #r       È #r33        â G‰  P     € ê/ r         ä r        ä x        ä Dy  ð    À ê r3         ä Ay       € ê s5        " Ey Ð     € î s         b #t   €?5   È #r55    5    È #r5   ÿ    È #r       È #r55        â G‰  P     € ê/ r         ä r        ä x ð      ä Dy       À ê r5         ä Ay       € ê s        " Ey Ð     € î s         b #t2  €?   È #r22       È #r2   ÿ    È #r       È #r22        â G‰  P     € ê/ r         ä r        ä x à      ä Dy      À ê r2         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r         ä r        ä x à      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx4    Â    â !t
   @     â r        â !t	  €¿     â `{4X 0ž B r 	       ä r        â `{4X 0ž B r 	       ä r        ä `{4X 0ž B r        är        â `{4X 0ž B `{ 
4X 0"ž B `{$4X 0&ž B `{(4X 0*ž B r        È `{,4X 0.ž B y  @Ñ       È  r71     @  â r1     @  â r1     @  â r1     @  â/ #r7   7    â#r       â#r       â#r       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"1     @  â  r:5     @  â r85     @  â r65     @  â r55     @  â  r!1     @  â#r&       â
 r 1     @  â r#1     @  â #r%       â #r*0       â #r$       â#r'       â #r)0       â#r).       â!t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä `{4X 0ž B r        ä r        är         ä r        är        ä `{

4X 0ž B `{4X 0ž B r        ä r!        är        ä `{4X 0ž B `{4X 0ž B `{4X 0ž B `{" 4X 0 ž B `{4X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÑ       È  r+1     @  â r1     @  â r1     @  â r	1     @  â y   Ñ       È #r	       â#r       â r1     @  â#r+
   +    â#r       â r1     @  â r1     @  â r
1     @  â #r       â#r       â y  @Ð       È #r+0   +    â #r       â #r	0   	    â#r0       â #r
   
    â #r0       â#r   +    â#r"0       â#r   	    â#r       â#r!0       â#r 0       â#r       â#r
#0   
    â #r2   '    â#r       â
#r2   )    â#r2   5    â#r%%       â#r$       â#r2   -    â #r   
    â #r        â#r%        â#r        â#r        â  x  C  @  â  x  C  @  â  x   C  @  â xÿ     â  x  C  @  â $|   ÿŽ â s     é   & $|   Ž Ä %|   ÿ Ž Æ s	     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/xÿÿ  ÿÀŽ ä z a    Æ s       é   " x		ÿÿ  ÿÀŽ âO %x   Ž â xÿÿ  ÿÀŽ È� x@3      ä x ÿÿ  ÿÀŽ È x	@3  	    È x		T      Ê †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž âs        " !rÿ  €   â x   èÿ È r   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò ä xÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÖÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy   !    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  0     À ê r         ä Er         â Ey €    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t     ?     ä !r        ä #t    ¿    ä s
     P   $ !r	
  €     È !t	  €?     â x	ÛI@  @  â!t	  €¿     ä  xÛI@  @  â Ez  l      È r ÿ    Ðð Ú G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x ƒù"> À@  ä s        0 s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t	   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € ä s        "  x ƒù"> À@  Î s        ð s         b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  p    À ê r         ä Ay       € ê s0        " Ey À     € î s         b #t  €?0   È #r00   0    È #r 0   ÿ    È #r       È #r00        â G‰  @     € ê/ r         ä x à      ä Dy  �    À ê r0         ä Ay       € ê s4        " Ey À     € î s         b #t  €?4   È #r44   4    È #r 4   ÿ    È #r       È #r44        â G‰  @     € ê/ r         ä x À      ä Dy  °    À ê r4         ä Ay       € ê s         " Ey À     € î s         b #t1  €?    È #r1 1        È #r 1   ÿ    È #r       È #r11        â G‰  @     € ê/ r         ä x        ä Dy  Ð    À ê r1         ä Ay       € ê !r         â Ey ð     € æ !r          È !r         È s         0 s         b #t3  €?    È #r3 3        È #r 3   ÿ    È #r       È #r33        â G‰  @     € ê/ r         ä x °      ä Dy  À    À ê r3         ä Ay       € ê s         " Ey À     € î s         b #t5  €?    È #r5 5        È #r 5   ÿ    È #r       È #r55        â G‰  @     € ê/ r         ä x �      ä Dy  à    À ê r5         ä Ay       € ê s2        " Ey À     € î s         b #t  €?2   È #r22   2    È #r 2   ÿ    È #r       È #r22        â G‰  @     € ê/ r         ä x p      ä Dy       À ê r2         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r          È #r    ÿ    È #r      È #r         â G‰  0     € ê/ r         ä x `      ä Dy  
    À ê Ay       € ê r 
       â !t
  €¿     âr 	       â !t
  €?     âx    Â    â !t
   @     â r        â !t	  €¿     â `{X 0ž B r 	       ä r        â `{X 0ž B r 	       ä r        ä `{X 0ž B r        är        â `{X 0ž B `{ 
X 0"ž B `{$X 0&ž B `{(X 0*ž B r        È `{,X 0.ž B y  @Ñ       È  r74     @  â r4     @  â r4     @  â r4     @  â/ #r71   7    â#r1       â#r1       â#r1       â !t	   @     â #r70   7    â#r0       â#r0       â#r0       â y  ÀÐ       È #r   7    â#r       â#r       â#r       â  r"4     @  â r:5     @  â r85     @  â r65     @  â r55     @  â  r!4     @  â#r&1       â
 r 4     @  â r#4     @  â #r%1       â#r*0       â#r$1       â#r'1       â #r)0       â #r).       â !t	  €?     â #r(0       â #r--       â r 
       â #r&+0       â r	        â #r',       â r 
       Ä r
        är        ä r        â `{X 0ž B r        är         ä r        är        ä `{

X 0ž B `{X 0ž B r        ä r!        är        ä `{X 0ž B `{X 0ž B `{X 0ž B `{  X 0"ž B `{X 0$ž B #r&/   &    â #r''3   :    â#r))3   6    â#r--3   8    â#r5&3   5    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+4     @  â r/4     @  â r	4     @  â r4     @  â #r
1   +    â y   Ñ       È  r4     @  â/ r
4     @  â r	4     @  â#r/1   /    â#r1       â r44     @  â #r1       â#r1       â#r	1   	    â#r41   4    â y  @Ð       È #r0       â#r/0   /    â#r0       â#r
1   
    â #r0       â #r       â#r   /    â#r       â #r	"0   	    â#r4#0   4    â#r 0       â #r       â #r
!0   
    â #r2   '    â#r2   )    â #r	$   	    â#r2   5    â #r%%   4    â#r       â #r2   -    â #r   
    â #r		        â#r%        â#r        â#r        â  x		  C  @  â  x  C  @  â  x  C  @  â  x  C  @  â xÿ     â $|   ÿŽ â s	 	    é   & $|   Ž Ä %|   ÿ Ž Æ s
     é   ¤ r   ÿàÿ Ì s     é   â z `  ÿ€ ä/x		ÿÿ  ÿÀŽ ä z a    Æ s     é   " x

ÿÿ  ÿÀŽ âO %x   Ž â x ÿÿ  ÿÀŽ È� x 	@3       ä xÿÿ  ÿÀŽ È x@3  
    È xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âr ÿ   pRô är ÿ   pRò äxÿÿ ÿÀŽ â #r   €   â#r   @   â x    ÿàÿ ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ×ÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy       À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  "       ä x   €?    â #t   ¿    È !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x À      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy  ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s
        ä  x ƒù"> À@  Ì s        0 s        b  r 
     @  Î s          " #t  €?   È/ #r       È #r
    ÿ    È #r
       È #r   
    â G‰  @     € ê r        ä x à      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s
        b  r       @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x P      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  @    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x à      ä Dy  `    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy  €    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy   
    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy  €	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy  �    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x        ä Dy       À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy       À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B r        â#r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž B r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  @Ñ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  ä #r       â y  @Ð       È  r     @  â #r       â  r     @  â #r       â #r
       â #r       â #r       â #r        â#r       â#r        â #r	       â #r%       â #r       â#r$$       â #r       â xÿ   "  â #r        â$|"   ÿŽ â#r    $    â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|   Ž â z" b  ÿ€ ä s     è   ä r#   ÿàÿ È z" c    ä s      è   & %x!   Ž â xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py @ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  p    À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  "       ä x   €?    â #t   ¿    È !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x À      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s
        ä  x ƒù"> À@  Ì s        0 s        b  r 
     @  Î s          " #t  €?   È/ #r       È #r
    ÿ    È #r
       È #r   
    â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s
        b  r       @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x P      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  °    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x à      ä Dy  Ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy  ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy      À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy  ð	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy   	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x        ä Dy      À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy      À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B r        â#r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž B r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  @Ñ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  ä #r       â y  @Ð       È  r     @  â #r       â  r     @  â #r       â #r
       â #r       â #r       â #r        â#r       â#r        â #r	       â #r%       â #r       â#r$$       â #r       â xÿ   "  â #r        â$|"   ÿŽ â#r    $    â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|   Ž â z" b  ÿ€ ä s     è   $ r#   ÿàÿ È z" c    ä s     è   b z ÿ p  pRð ä %x!   Ž â x ÿ
     È r  ÿ       ä xÿ
     ä/ r     ÿüŽ ä rÿ       È r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ
      È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  p    À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  "       ä x   €?    â #t   ¿    È !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x À      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s
        ä  x ƒù"> À@  Ì s        0 s        b  r 
     @  Î s          " #t  €?   È/ #r       È #r
    ÿ    È #r
       È #r   
    â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s
        b  r       @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x P      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  °    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x à      ä Dy  Ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy  ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy      À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy  ð	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy   	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x        ä Dy      À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy      À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B r        â#r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž B r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  @Ñ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  ä #r       â y  @Ð       È  r     @  â #r       â  r     @  â #r       â #r
       â #r       â #r       â #r        â#r       â#r        â #r	       â #r%       â #r       â#r$$       â #r       â xÿ   "  â #r        â$|"   ÿŽ â#r    $    â %|""   ÿ Ž â  x  C  @  Ä  x  C  @  â $|   Ž â z" b  ÿ€ ä s     é   $ r#   ÿàÿ È z" c    ä s     é   b z ÿ p  pRð ä %x!   Ž â x    ÿ   ärÿ       È r     ÿüŽ ä x   ÿ   ä/rÿ       È r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   är ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  @5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  p4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy  à1    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  0    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  0.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy  €,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  �*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy  à(    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy   '    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  �%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy  €    À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy  à    À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  `    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  `    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  `    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  0    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy      À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy       À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy      À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy      À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy      À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  À    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  �    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey `    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        "  x  ÿG  @  â #t  €?   Ì/ s     è   b #r        È #r 9   ÿ    È #r   9   È #r        â G‰  P     € ê r 9       ä/ r         ä xH  *      ä Dy      À ê r         ä Ay       € ê/ s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH �+      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH €,      ä Dy  0
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH p-      ä Dy  @	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH �.      ä Dy       À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH €/      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH p0      ä Dy  @    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH p1      ä Dy  @    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x   ÿG  @  ä zD c    ä s      è   & %xC   Ž â xT      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  Ð5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy   5    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy  p2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy   0    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  À.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy  -    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy   +    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy  p)    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  °'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy   &    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy  �!    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy       À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy  p    À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  ð    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  `    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  `    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  ð    À êAy       € ê r
         ä Ay       € ê !r         â Ey     € â z ÿ p  pRð ä !r         È !r        È s        0 s        b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH �!      ä Dy  °    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @       b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G™  P     € ê/ r @       ä r         ä xH °"      ä Dy  �    À êr         ä Ay       € ê s        " Ey Ð     € î s A       b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G™  P     € ê/ r A       ä r         ä xH  #      ä Dy       À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH °$      ä Dy  �    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °%      ä Dy  �    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °&      ä Dy  �    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s        b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G™  @     € ê/ r        ä r         ä xH  (      ä Dy  @    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s        ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G™  @     € êO r        ä r         ä xH 0)      ä Dy      À ê Ay       € ê  r	4	     @  â !rJ+        â Ey      € ä #r	&   	    â !r7        Æ #r	6   	    â !r9        Æ #r	8   	    â s        f #r 	        È  x  ÿG  @  â s 9       ð s     è   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â xÿ     ä x   ÿ   ä rÿ       â #r        Æ r   ÿüŽ â G™  P     € ê r 9       ä r         ä xH ð*      ä Dy  P    À ê r         ä Ay       € ê s        " Ey Ð     € î s 7       b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G™  P     € ê/ r 7       ä r         ä xH à+      ä Dy  `    À ê r         ä Ay       € ê s        " Ey Ð     € î s +       b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G™  P     € ê/ r +       ä r         ä xH Ð,      ä Dy  p
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J       b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G™  P     € ê/ r J       ä r         ä xH À-      ä Dy  €	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s        b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G™  P     € ê/ r        ä r         ä xH à.      ä Dy  `    À ê r	         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G™  P     € ê/ r        ä r         ä xH Ð/      ä Dy  p    À ê r         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH À0      ä Dy  €    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
       b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G™  @     € ê/ r 
       ä r         ä xH À1      ä Dy  €    À ê Ay       € ê r(        ä x    Â    ä r)        ä r*        Ä r+        â `{(\ 0ÿž B `{\ 0ÿž B r,         ä r-        ä r/ #       ä r.        â `{*\ 0ÿž B `{,\ 0ÿž Â r #       â `{.\ 0ÿž B r #       är        ä r #       ä r
        ä r        â `{\ 0ÿž B r         ä r# %       är %       â `{\ 0ÿž B `{\ 0ÿž B r %       ä r"        â `{

\ 0ÿž B r        ä r '       â `{#"\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är! '       ä r$         â `{'&\ 0ÿž B `{\ 0ÿž Ä `{%$\ 0ÿž B `{! \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  @Ò       È  r     @  â #r       â y  ÀÑ       È #r       È #r       â y  ÀÐ       È #r       â  r

     @  Æ  r     @  â #r
#   
    â  r     @  Æ #r
   
    â #r		       â $|D   ÿŽ ä%|DD   ÿ Ž â #r'       â#r
%   
    Æ #r       â $|   Ž â zD b  ÿ‚ â #r

   	    â #r!!       ä rE   ÿàÿ ä #r !    
    ä zD c  �  Ä  x   ÿG  @  Æ %xC   Ž Æ s       è   $ xÿ      ä x    ÿ   ä rÿ       È r   ÿüŽ È xT      Ê †y     â My        € ê x-ÿ      â Ey  P    € â x1ÿ     ä x--ÿ   ÿÀŽ ä x11ÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x31ÿÿÿÿÿàÿ Ä x /ý   p@ø È x 3ý   pDx Ú Â/ ÿ       â GÉ  �    € ê x   € Âù ä x    € Âû È x      pµx Ú GI  `    € ê xÿ ÿÿÿÈˆ Ú GÉ       € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  Ð    € ê xÿÿÿÿÿÀŠ È x      r¥z Ú GY  €    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r 3ÿ   pbø ä x3-ÿÿÿÿÿàÿ Ö B/ ÿ       â #È  €_ÿ    â È/ Àÿÿÿ    ä r 3ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xL1�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !r3Iÿ  €   È #t1   €?3    È #r1 1        â $x L  €ÿŽ âxLL   -èÿ Æ #r 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515       È #r 35        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €HŽ È x    €ÿüŽ â Gy  P     € ê x     €HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H0ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  P    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  €    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy      À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  �    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  @    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  P
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  `	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  P    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  p    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  �    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy       À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ      ä x    ÿ   ä rÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÀÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  °5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  à4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy  P2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  €0    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy   .    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy  ð,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy   +    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy  P)    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  �'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy   &    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy  p!    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy  ð    À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy  P    À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  Ð    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  @    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  @    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  Ð    À êAy       € ê r
         ä Ay       € ê !r         â Ey     € â z ÿ p  pRð ä !r         È !r        È s        0 s        b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH �!      ä Dy  �    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @       b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G™  P     € ê/ r @       ä r         ä xH °"      ä Dy  p    À êr         ä Ay       € ê s        " Ey Ð     € î s A       b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G™  P     € ê/ r A       ä r         ä xH  #      ä Dy  €    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH °$      ä Dy  p    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °%      ä Dy  p    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °&      ä Dy  p    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s        b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G™  @     € ê/ r        ä r         ä xH  (      ä Dy       À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s        ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G™  @     € êO r        ä r         ä xH 0)      ä Dy  ð    À ê Ay       € ê  r	4	     @  â !rJ+        â Ey �    € ä #r	&   	    â !r7        Æ #r	6   	    â !r9        Æ #r	8   	    â s        f #r 	        È  x   C  @  â s 9       ð s     é   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â x   ÿ   Æ #r        â rÿ       È r   ÿüŽ â G™  P     € ê r 9       ä r         ä xH à*      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s 7       b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G™  P     € ê/ r 7       ä r         ä xH Ð+      ä Dy  P    À ê r         ä Ay       € ê s        " Ey Ð     € î s +       b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G™  P     € ê/ r +       ä r         ä xH À,      ä Dy  `
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J       b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G™  P     € ê/ r J       ä r         ä xH °-      ä Dy  p	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s        b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G™  P     € ê/ r        ä r         ä xH Ð.      ä Dy  P    À ê r	         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G™  P     € ê/ r        ä r         ä xH À/      ä Dy  `    À ê r         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH °0      ä Dy  p    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
       b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G™  @     € ê/ r 
       ä r         ä xH °1      ä Dy  p    À ê Ay       € ê r(        ä x    Â    ä r)        ä r*        Ä r+        â `{(\ 0ÿž B `{\ 0ÿž B r,         ä r-        ä r/ #       ä r.        â `{*\ 0ÿž B `{,\ 0ÿž Â r #       â `{.\ 0ÿž B r #       är        ä r #       ä r
        ä r        â `{\ 0ÿž B r         ä r# %       är %       â `{\ 0ÿž B `{\ 0ÿž B r %       ä r"        â `{

\ 0ÿž B r        ä r '       â `{#"\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är! '       ä r$         â `{'&\ 0ÿž B `{\ 0ÿž Ä `{%$\ 0ÿž B `{! \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  @Ò       È  r     @  â #r       â y  ÀÑ       È #r       È #r       â y  ÀÐ       È #r       â  r

     @  Æ  r     @  â #r
#   
    â  r     @  Æ #r
   
    â #r		       â $|D   ÿŽ ä%|DD   ÿ Ž â #r'       â#r
%   
    Æ #r       â $|   Ž â zD b  ÿ‚ â #r

   	    â #r!!       ä rE   ÿàÿ ä #r !    
    ä zD c  �  Ä  x    C  @  Æ %xC   Ž Æ s       é   $ x    ÿ   är ÿ       È r   ÿüŽ È xT      Ê †y     â My        € ê x-ÿ      â Ey  P    € â x1ÿ     ä x--ÿ   ÿÀŽ ä x11ÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x31ÿÿÿÿÿàÿ Ä x /ý   p@ø È x 3ý   pDx Ú Â/ ÿ       â GÉ  �    € ê x   € Âù ä x    € Âû È x      pµx Ú GI  `    € ê xÿ ÿÿÿÈˆ Ú GÉ       € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  Ð    € ê xÿÿÿÿÿÀŠ È x      r¥z Ú GY  €    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r 3ÿ   pbø ä x3-ÿÿÿÿÿàÿ Ö B/ ÿ       â #È  €_ÿ    â È/ Àÿÿÿ    ä r 3ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xL1�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !r3Iÿ  €   È #t1   €?3    È #r1 1        â $x L  €ÿŽ âxLL   -èÿ Æ #r 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515       È #r 35        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €HŽ È x    €ÿüŽ â Gy  P     € ê x     €HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py HPÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   är ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t   €?   È #r        È #r    ÿ    È #r       È #r         â G‰  0     € ê/ x p      ä Dy  à    À ê r         ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy      À ê r        ä Er !       â Ey p    € â Ez  k      ä x   €?    â !t   ?     â Er "       ä x   €?    â #t    ¿     Ä !t   ?     ä !r         â Ez  l      â #t   ¿    ä s     P   $ !r   €     È !t   €?     â!t   €¿     Æ  x	ÛI@  @  â  x ÛI@  @  È r 	ÿ    Ðð Ú G‰  @    € ê  x	   ?  @  â x	ƒù"> À@  â r		     0  â Ey      € â  xƒù"> À@  â s        ð s        0 s	        b  r     @  Î s         " #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r      È #r	       â G‰  0     € ê x °      ä Dy       À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t     À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x p      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  x  ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x @      ä Dy      À ê/ r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x
 ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x à	      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x
 ÛI@  @  â x   €?    ä x    €?    Ä r 
ÿ    Ðð Ú G‰  P    € ê  x 
   ?  @  â x
ƒù"> À@  â r

     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r 
        â G‰  @     € ê r        ä x Ð      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x €      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r
   ÿ    È #r
      È #r   
    â G‰  @     € ê r        ä x @      ä Dy      À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x Ð      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r        â Ey ð     € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x ð      ä Dy  `    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x Ð      ä Dy  €    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x °      ä Dy       À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x �      ä Dy  À
    À ê r        ä Ay       € ê !r         â Ey      € æ !r        È !r        È s        0 s          b #t  €?   È #r       È #r     ÿ    È #r        È #r         â G‰  P     € ê/ r         ä r        ä x °      ä Dy   	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r        ä r        ä x        ä Dy  °    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x �      ä Dy  À    À ê r        ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä r        ä x �      ä Dy  À    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž Â r        â #r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž Â r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ñ       È #r'   '    â#r   &    â  r     @  ä/ r'      @  â r      @  â  r      @  â #r       â y  €Ð       È  r     @  â #r         â#r       ä#r
       â#r         â  r
     @  â #r       ä#r         â #r
   
    â #r        â#r       â
#r         â #r
	   
    â #r%       â#r       â#r$$       â #r   
    â x ÿ   "  â #r       â$|"   ÿŽ â#r   $    â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|    Ž â z" b  ÿ€ ä s     è   $ r#   ÿàÿ È z" c    ä s     è   f %x!   Ž â x Àÿ  ÿÀŽ ä xÀÿ  ÿÀŽ È/ x T      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ ä x   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ  €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ âs        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê x         È Py 0ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â x Àÿ  ÿÀŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy       À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  "       ä x   €?    â #t   ¿    È !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x À      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy  ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s
        ä  x ƒù"> À@  Ì s        0 s        b  r 
     @  Î s          " #t  €?   È/ #r       È #r
    ÿ    È #r
       È #r   
    â G‰  @     € ê r        ä x à      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s
        b  r       @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x P      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  @    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x à      ä Dy  `    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy  €    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy   
    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy  €	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy  �    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x        ä Dy       À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy       À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B r        â#r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž B r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  @Ñ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  ä #r       â y  @Ð       È  r     @  â #r       â  r     @  â #r       â #r
       â #r       â #r       â #r        â#r       â#r        â #r	       â #r%       â #r       â#r$$       â #r       â xÿ   "  â #r        â$|"   ÿŽ â#r    $    â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|   Ž â z" b  ÿ€ ä s     è   ä r#   ÿàÿ È z" c    ä s      è   & %x!   Ž â xT       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py @ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy  p    À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  "       ä x   €?    â #t   ¿    È !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  @     € ê r        ä x À      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s
        ä  x ƒù"> À@  Ì s        0 s        b  r 
     @  Î s          " #t  €?   È/ #r       È #r
    ÿ    È #r
       È #r   
    â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s
        b  r       @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x P      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  °    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x à      ä Dy  Ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy  ð    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy      À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy  ð	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy   	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x        ä Dy      À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy      À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B r        â#r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž B r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  @Ñ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  ä #r       â y  @Ð       È  r     @  â #r       â  r     @  â #r       â #r
       â #r       â #r       â #r        â#r       â#r        â #r	       â #r%       â #r       â#r$$       â #r       â xÿ   "  â #r        â$|"   ÿŽ â#r    $    â %|""   ÿ Ž â  x  C  @  Ä  x  C  @  â $|   Ž â z" b  ÿ€ ä s     é   $ r#   ÿàÿ È z" c    ä s     é   b z ÿ p  pRð ä %x!   Ž â x À   ÿÀŽ È r  ÿ       ä xÀ   ÿÀŽ ä/ r     ÿ@Ž ä rÿ       È r   ÿ@Ž È x T      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ È rÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  `5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  �4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy   2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  00    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  P.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy   ,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  °*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy   )    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  @'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  °%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy       À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy       À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  €    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  €    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  €    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  P    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy  0    À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy  @    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy  0    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  à    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  °    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey p    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        â  x  ÿG  @  Î s     è   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â xÀÿ  ÿÀŽ Æ #r        â G‰  P     € ê r 9       ä r         ä xH °*      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH  +      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH �,      ä Dy  @
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH €-      ä Dy  P	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH  .      ä Dy  0    À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH �/      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH €0      ä Dy  P    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH €1      ä Dy  P    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x   ÿG  @  ä zD c    È s       è   " %xC   Ž â x Àÿ  ÿÀŽ È xT      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H€ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â x Àÿ  ÿÀŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  `5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  �4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy   2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  00    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  P.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy   ,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  °*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy   )    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  @'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  °%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy       À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy       À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  €    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  €    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  €    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  P    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy  0    À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy  @    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy  0    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  à    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  °    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey p    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        â  x  ÿG  @  Î s     è   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â x   ÿ   Æ #r        â G‰  P     € ê r 9       ä r         ä xH °*      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH  +      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH �,      ä Dy  @
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH €-      ä Dy  P	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH  .      ä Dy  0    À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH �/      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH €0      ä Dy  P    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH €1      ä Dy  P    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x   ÿG  @  ä zD c    È s       è   " %xC   Ž â x    ÿ   È xT      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H€ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â x    ÿ   Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  °5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  à4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy  P2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  €0    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy   .    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy  ð,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy   +    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy  P)    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  �'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy   &    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy  p!    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy  ð    À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy  P    À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  Ð    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  @    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  @    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  Ð    À êAy       € ê r
         ä Ay       € ê !r         â Ey     € â z ÿ p  pRð ä !r         È !r        È s        0 s        b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH �!      ä Dy  �    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @       b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G™  P     € ê/ r @       ä r         ä xH °"      ä Dy  p    À êr         ä Ay       € ê s        " Ey Ð     € î s A       b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G™  P     € ê/ r A       ä r         ä xH  #      ä Dy  €    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH °$      ä Dy  p    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °%      ä Dy  p    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s        b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G™  P     € ê/ r        ä r         ä xH °&      ä Dy  p    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s        b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G™  @     € ê/ r        ä r         ä xH  (      ä Dy       À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s        ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G™  @     € êO r        ä r         ä xH 0)      ä Dy  ð    À ê Ay       € ê  r	4	     @  â !rJ+        â Ey �    € ä #r	&   	    â !r7        Æ #r	6   	    â !r9        Æ #r	8   	    â s        f #r 	        È  x   C  @  â s 9       ð s     é   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â xÀ   ÿÀŽ È rÿ       â #r        Æ r   ÿ@Ž â G™  P     € ê r 9       ä r         ä xH à*      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s 7       b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G™  P     € ê/ r 7       ä r         ä xH Ð+      ä Dy  P    À ê r         ä Ay       € ê s        " Ey Ð     € î s +       b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G™  P     € ê/ r +       ä r         ä xH À,      ä Dy  `
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J       b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G™  P     € ê/ r J       ä r         ä xH °-      ä Dy  p	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s        b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G™  P     € ê/ r        ä r         ä xH Ð.      ä Dy  P    À ê r	         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G™  P     € ê/ r        ä r         ä xH À/      ä Dy  `    À ê r         ä Ay       € ê s        " Ey Ð     € î s        b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G™  P     € ê/ r        ä r         ä xH °0      ä Dy  p    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
       b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G™  @     € ê/ r 
       ä r         ä xH °1      ä Dy  p    À ê Ay       € ê r(        ä x    Â    ä r)        ä r*        Ä r+        â `{(\ 0ÿž B `{\ 0ÿž B r,         ä r-        ä r/ #       ä r.        â `{*\ 0ÿž B `{,\ 0ÿž Â r #       â `{.\ 0ÿž B r #       är        ä r #       ä r
        ä r        â `{\ 0ÿž B r         ä r# %       är %       â `{\ 0ÿž B `{\ 0ÿž B r %       ä r"        â `{

\ 0ÿž B r        ä r '       â `{#"\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är! '       ä r$         â `{'&\ 0ÿž B `{\ 0ÿž Ä `{%$\ 0ÿž B `{! \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  @Ò       È  r     @  â #r       â y  ÀÑ       È #r       È #r       â y  ÀÐ       È #r       â  r

     @  Æ  r     @  â #r
#   
    â  r     @  Æ #r
   
    â #r		       â $|D   ÿŽ ä%|DD   ÿ Ž â #r'       â#r
%   
    Æ #r       â $|   Ž â zD b  ÿ‚ â #r

   	    â #r!!       ä rE   ÿàÿ ä #r !    
    ä zD c  �  Ä  x    C  @  Æ %xC   Ž Æ s       é   $ x À   ÿÀŽ È rÿ       È r     ÿ@Ž È xT       Ê †y     â My        € ê x-ÿ      â Ey  P    € â x1ÿ     ä x--ÿ   ÿÀŽ ä x11ÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x31ÿÿÿÿÿàÿ Ä x /ý   p@ø È x 3ý   pDx Ú Â/ ÿ       â GÉ  �    € ê x   € Âù ä x    € Âû È x      pµx Ú GI  `    € ê xÿ ÿÿÿÈˆ Ú GÉ       € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  Ð    € ê xÿÿÿÿÿÀŠ È x      r¥z Ú GY  €    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r 3ÿ   pbø ä x3-ÿÿÿÿÿàÿ Ö B/ ÿ       â #È  €_ÿ    â È/ Àÿÿÿ    ä r 3ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xL1�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !r3Iÿ  €   È #t1   €?3    È #r1 1        â $x L  €ÿŽ âxLL   -èÿ Æ #r 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515       È #r 35        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €HŽ È x    €ÿüŽ â Gy  P     € ê x     €HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py HPÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ È rÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy       À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez	  l      â !t    ?     â Er  "       Æ #t   ¿    È !r        â x   €?    Æ s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r	        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy      À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x à      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  `    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x à      ä Dy  €    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy       À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  À
    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy   	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy  °    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x        ä Dy  À    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy  À    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r$     @  â r%
     @  Æ #r$   $    â#r%   %    â  r     @  â r&     @  â #r
   $    â#r%   %    â r 	       â #r       âr        â #r$   %    â r        â #r'       â !t	   @     â #r%   
    â `{#Z 0ÿž B `{#Z 0ÿž B #r&   &    â r        â `{#Z 0ÿž B `{#Z 0ÿž Â r
        ä r        â `{#Z 0ÿž B `{#Z 0ÿž Â r	        är        ä `{

#Z 0ÿž D `{#Z 0ÿž D `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÐ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  â  r     @  â #r       â#r       â y  @Ð       È #r
       â  r
     @  â #r       â#r       ä #r
   
    â #r        â #r       â #r        â #r
	   
    â #r$$       â#r       â
#r%       â #r   
    â xÿ   "  â #r    $    â$|"   ÿŽ â#r        â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|   Ž â s      è   " z" b  ÿ€ Æ r#   ÿàÿ È s     è   b z" c    Ê %x!   Ž â x ÿ      ä xÿ     È/ xv       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x @      ä Dy       À ê r         ä Er  !       â Ey €    € â Ez  k      ä Ez	  l      â !t    ?     â Er  "       Æ #t   ¿    È !r        â x   €?    Æ s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  P    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x À      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r	        â !t   À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x €      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy      À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x ð	      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    Ä r  ÿ    Ðð Ú G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  @     € ê r        ä x à      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x �      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x P      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x à      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  `    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x à      ä Dy  €    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r         ä x À      ä Dy       À ê r         ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x        ä Dy  À
    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r         ä r        ä x À      ä Dy   	    À ê r          ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x °      ä Dy  °    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x        ä Dy  À    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x        ä Dy  À    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r$     @  â r%
     @  Æ #r$   $    â#r%   %    â  r     @  â r&     @  â #r
   $    â#r%   %    â r 	       â #r       âr        â #r$   %    â r        â #r'       â !t	   @     â #r%   
    â `{#Z 0ÿž B `{#Z 0ÿž B #r&   &    â r        â `{#Z 0ÿž B `{#Z 0ÿž Â r
        ä r        â `{#Z 0ÿž B `{#Z 0ÿž Â r	        är        ä `{

#Z 0ÿž D `{#Z 0ÿž D `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÐ       È #r   '    â r     @  â r     @  â #r&   &    â  r     @  â#r       â#r       â  r&     @  â  r     @  â #r       â#r       â y  @Ð       È #r
       â  r
     @  â #r       â#r       ä #r
   
    â #r        â #r       â #r        â #r
	   
    â #r$$       â#r       â
#r%       â #r   
    â xÿ   "  â #r    $    â$|"   ÿŽ â#r        â %|""   ÿ Ž â  x ÿG  @  Ä  x ÿG  @  â $|   Ž â s      è   " z" b  ÿ€ Æ r#   ÿàÿ È s     è   b z" c    Ê %x!   Ž â x ÿ      ä xÿ     È/ xv       Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ ä x   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ    €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r    ÿ    È #r        È #r       È #r        È #r        Ê xÿ      È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y"      &   ( y      "   $ $z""   Ž Ê z " i  pbð Ú M	        € ê y!      %   ( y       !   $ $z!!     Ž Ê z ! h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t   €?   È #r        È #r    ÿ    È #r       È #r         â G‰  0     € ê/ x p      ä Dy  À    À ê r         ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  ð    À ê r        ä Er !       â Ey p    € â Ez  k      ä x   €?    â !t   ?     â Er "       ä x   €?    â #t    ¿     Ä !t   ?     ä !r         â Ez  l      â #t   ¿    ä s     P   $ !r   €     È !t   €?     â!t   €¿     Æ  x	ÛI@  @  â  x ÛI@  @  È r 	ÿ    Ðð Ú G‰  @    € ê  x	   ?  @  â x	ƒù"> À@  â r		     0  â Ey      € â  xƒù"> À@  â s        ð s        0 s	        b  r     @  Î s         " #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r      È #r	       â G‰  0     € ê x °      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r        â !t     À     â  xÛI@  @  Ò G‰  P    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x p      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  x  ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x @      ä Dy  ð    À ê/ r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x
 ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x à	      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x
 ÛI@  @  â x   €?    ä x    €?    Ä r 
ÿ    Ðð Ú G‰  P    € ê  x 
   ?  @  â x
ƒù"> À@  â r

     0  â Ey     € â  x ƒù"> À@  â s        ð s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r 
        â G‰  @     € ê r        ä x Ð      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x €      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r
   ÿ    È #r
      È #r   
    â G‰  @     € ê r        ä x @      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x Ð      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê !r        â Ey ð     € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x ð      ä Dy  @    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x Ð      ä Dy  `    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x °      ä Dy  €    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä x �      ä Dy   
    À ê r        ä Ay       € ê !r         â Ey      € æ !r        È !r        È s        0 s          b #t  €?   È #r       È #r     ÿ    È #r        È #r         â G‰  P     € ê/ r         ä r        ä x °      ä Dy  €	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  P     € ê/ r        ä r        ä x        ä Dy  �    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x �      ä Dy       À ê r        ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä r        ä x �      ä Dy       À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx#    Â    â !t   @     â r        Ä r        ä r        är        â `{

#Z 0ÿž B `{#Z 0ÿž B r 	       â `{#Z 0ÿž Â `{#Z 0ÿž Â r 	       â `{#Z 0ÿž B r        ä `{#Z 0ÿž Ä `{#Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r%
     @  â r$     @  âr
        ä #r%   %    â#r$   $    â r     @  â r&     @  â #r%   %    â#r$   $    â r 	       â #r       âr        â #r&   &    â r        â #r'       â !t	   @     â #r%   %    â `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž B `{#Z 0ÿž Â r        â #r$   $    â r        ä r	        ä `{#Z 0ÿž B `{#Z 0ÿž Â r        ä `{

#Z 0ÿž B `{#Z 0ÿž F `{#Z 0ÿž B #r&   &    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ñ       È #r'   '    â#r   &    â  r     @  ä/ r'      @  â r      @  â  r      @  â #r       â y  €Ð       È  r     @  â #r         â#r       ä#r
       â#r         â  r
     @  â #r       ä#r         â #r
   
    â #r        â#r       â
#r         â #r
	   
    â #r%       â#r       â#r$$       â #r   
    â x ÿ   "  â #r       â$|"   ÿŽ â#r   $    â %|""   ÿ Ž â  x  C  @  Ä  x  C  @  â $|    Ž â z" b  ÿ€ ä s     é   ä r#   ÿàÿ È z" c    ä s      é   & %x!   Ž â x v      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x 
ý   pDp  Ú ‚
 ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ ä x   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê x
ÿÿÿÿÿàÿ ä r ÿ   pbò ä r 
ÿ   pbð Ö #˜  €_ÿ    ä 
 ÿ       â #ˆ  €_ÿ    â ˆ
 Àÿÿÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ âs        " !rÿ  €   â x   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È x
ÿ   ÿÀŽ È r

   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  Ð    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x
    ÿàÿ ä xÿÿ ÿÀŽ ä r 
ÿ   pRô ä x  € ÿüŽ ä r 
ÿ   pRò Ä r

ÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x
   øŽ È r
   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê x         È Py PÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  °    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  Ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  À    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  `    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  p
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  €	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  �    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  €    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  À    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  Ð    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x    C  @  Æ r   ÿ  â s      é   ( †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py �ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  `5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  �4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy   2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  00    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  P.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy   ,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  °*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy   )    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  @'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  °%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy       À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy       À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  €    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  €    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  €    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  P    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy  0    À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy  @    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy  0    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  à    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  °    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey p    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        â  x  ÿG  @  Î s     è   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â xÿ     Æ #r        â G‰  P     € ê r 9       ä r         ä xH °*      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH  +      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH �,      ä Dy  @
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH €-      ä Dy  P	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH  .      ä Dy  0    À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH �/      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH €0      ä Dy  P    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH €1      ä Dy  P    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x   ÿG  @  ä zD c    È s       è   " %xC   Ž â xÿ      È xv      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H€ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  `5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  �4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy   2    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  00    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  P.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy   ,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  °*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy   )    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy  @'    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  °%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy       À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy       À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  €    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  €    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  €    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  P    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy  0    À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy  @    À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy  0    À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy  0    À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  à    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  °    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey p    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        â  x  ÿG  @  Î s     è   " #t   €?   È/ #r         È #r 9   ÿ    È #r   9   â xÿ     Æ #r        â G‰  P     € ê r 9       ä r         ä xH °*      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH  +      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH �,      ä Dy  @
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH €-      ä Dy  P	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH  .      ä Dy  0    À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH �/      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH €0      ä Dy  P    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH €1      ä Dy  P    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x   ÿG  @  ä zD c    È s       è   " %xC   Ž â xÿ      È xv      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H€ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä yD      &   ( y      "   $ $zDD   Ž Ê z D i  pbð Ú M	        € ê yC      %   ( y       !   $ $zCC     Ž Ê z C h  pbð Ú M	        € ê Ez   h      ä Ez  m      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH p      ä Dy  @5    À ê r         ä Ez   i      ä Ez  n      ä s         0 s          b #t   €?   È #r       È #r   ÿ    È #r       È #r       â G‰  0     € ê/ xH @      ä Dy  p4    À ê r         ä Er  C       â Ey �    € â Ez  k      ä xA   €?    â !t    ?     â Er  D       ä x@   €?    â #t   ¿    Ä !t     ?     ä !r        â Ez  l      â #t    ¿    ä s     P   $ !r  €     È !tB  €?     â x?ÛI@  @  â!t<  €¿     ä  xBBÛI@  @  È  x>B   ?  @  âr Bÿ    Ðð â r=BB     0  Æ xÿ        Ò G‰  0    € ê  xBƒù"> À@  â  x	>ƒù"> À@  â s =       " Ey à     € î s        ð s  	       b #t=  €?   È #r       â  r      @  È/ s =        " #r   ÿ    È #r =      È #r         â G‰  0     € ê r  =       ä xH Ð      ä Dy  à1    À ê Ay       € ê r@         ä Ay       € ê r ?ÿ    Ðð â Ey °    € â !r        â !t   À     â  x<<ÛI@  @  â xEÿ        â  x;?   ?  @  â r:??     0  Ì G‰  0    € ê  x?ƒù"> À@  â  x;ƒù"> À@  â s :       " Ey à     € î s        ð s         b #t:  €?   È #r       â  r      @  È/ s :        " #r   ÿ    È #r :      È #r         â G‰  0     € ê r  :       ä xH        ä Dy  0    À ê Ay       € ê rA         ä Ay       € ê r <ÿ    Ðð âs#     P   b  Ey °    € â  xÛI@  @  â  x<   ?  @  â r<<     0  â xFÿ        ä x   €?    Ä x   €?    Æ G‰  0    € ê  x<ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         ¢ #t  €?   È #r       â  r      @  ÈO s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH €      ä Dy  0.    À ê/ Ay       € ê r         ä Ay       € ê r ÿ    Ðð âEy �    € â !r	#  €     â/  x   ?  @  â r     0  â xGÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s         " #r   ÿ    È #r       È #r         â G‰  0     € ê r         ä xH 0
      ä Dy  €,    À ê Ay       € ê r         ä Ay       € ê !t	  €?     âEy Ð    € â  x	ÛI@  @  â!t	  €¿     â  xÛI@  @  â x   €?    ä x   €?    â  x   ?  @  âr ÿ    Ðð â r     0  Ø G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G™  0     € ê r         ä xH        ä Dy  �*    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðò â Ey �    € â !t		   À     â  xÛI@  @  â  x   ?  @  â r
     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey à     € î s        ð s         b #t
  €?   È #r       â  r      @  È/ s 
       " #r   ÿ    È #r 
      È #r         â G©  0     € ê r  
       ä xH Ð      ä Dy  à(    À ê Ay       € ê r         ä Ay       € ê r ÿ    Ðô âEy      € â  x		ÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â G¹  0     € ê r         ä xH �      ä Dy   '    À ê Ay       € ê r         ä Ay       € ê r 	ÿ    Ðö âEy p    € â  x	   ?  @  â r		     0  Ô G¹  0    € ê  x	ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s        ð s         b #t  €?   È #r       â  r      @  È/ s        " #r   ÿ    È #r       È #r         â GÉ  0     € ê r         ä xH        ä Dy  �%    À ê Ay       € ê r         ä Ay       € ê !t  €?     â!t    @     âr(        â !t%#  €?     âx     Â    â !t'#   @     âr*        â !t  €¿     â r) #       â !t#  €¿     â r,         Ä r+ #       är.        ä r- #       ä r0        â `{(( Z 0ÿž B `{** Z 0ÿž B `{,, Z 0ÿž B r/ %       är2         ä r4        ä r1 %       är3 %       ä r6        â `{.. Z 0ÿž B `{00 Z 0ÿž B `{22 Z 0ÿž B r5 '       är8         ä r7 '       är"        är9 '       ä r$        â `{44 Z 0ÿž B `{66 Z 0ÿž B `{88 Z 0ÿž B `{"" Z 0ÿž B r ÿ   pRø ä r&        ä r        är        är!        â `{$$ Z 0ÿž B `{&& Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž D `{!  Z 0ÿž B `{) Z 0ÿž B Ey €    € â x+   €?    ä xJ   €?    â GÉ  @    € ê  xBBƒù"> À@  â  x->ƒù"> À@  â/ s  =       " Ey ð     € î sB B       ð s- -       b #t=  €?    È #r          â  rHB-     @  È/ s H=       " #r H   ÿ    È #r>=   H   È #r  >       â GÉ  @     € ê r H       ä r  =       ä xH °      ä Dy   !    À êAy       € ê rJ         ä Ay       € ê r Eÿ   pRø â Ey `    € Ø GÉ  @    € ê  x??ƒù"> À@  â  x;;ƒù"> À@  â s :       " Ey ð     € î s? ?       ð s  ;       b. #t>:  €?   â  r+?      @  Æ/ #r >       Æ s +:       " #r +   ÿ    È #r>:   +   È #r  >       â GÉ  @     € ê r +       ä r  :       ä xH 0      ä Dy  €    À êAy       € ê r+         ä Ay       € ê r Fÿ   pRø â Ey €    € â x9   €?    ä/ x7   €?    Ò GÉ  @    € ê  x<<ƒù"> À@  â  x-ƒù"> À@  â s         " Ey ð     € î s< <       ð s- -       b #t  €?    È #r          â  r:<-     @  È/ s :       " #r :   ÿ    È #r   :   È #r         â GÉ  @     € ê r :       ä r         ä xH Ð      ä Dy  à    À êAy       € ê r7         ä Ay       € ê r Gÿ   pRø â Ey `    € Ø GÉ  @    € ê  xƒù"> À@  â  xƒù"> À@  â s:        " Ey ð     € î s        ð s         b #t  €?:   â  r      @  Æ/ #r :   :    Æ s        " #r    ÿ    È #r      È #r         â GÉ  @     € ê r        ä r         ä xH P      ä Dy  `    À êAy       € ê r9         ä Ay       € ê Ey €    € â x   €?    ä x   €?    â G‰  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G™  @    € ê  xƒù"> À@  â  xƒù"> À@  â s 
       " Ey ð     € î s        ð s         b #t
  €?   â  r      @  Æ/ #r        Æ s 
        " #r    ÿ    È #r
      È #r         â G‰  @     € ê r        ä r  
       ä xH P      ä Dy  `    À êAy       € ê r         ä Ay       € ê Ey €    € â x
   €?    ä x   €?    â G©  @    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey ð     € î s        ð s        b #t  €?    È #r          â  r     @  È/ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH à      ä Dy  Ð    À êAy       € ê r         ä Ay       € ê Ey `    € â G¹  @    € ê  x		ƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s	 	       ð s         b #t  €?   â  r	      @  Æ/ #r        Æ s         " #r    ÿ    È #r      È #r         â G‰  @     € ê r        ä r         ä xH P       ä Dy  `    À êAy       € ê r
         ä Ay       € ê !r         â Ey      € æ !r         È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH €!      ä Dy  0    À êr         ä Ay       € ê !r @A        â Ey      € æ !r         È !r        È s        0 s @        b #t   €?   È #r        È #r@   ÿ    È #r    @   È #r        â G‰  P     € ê/ r @       ä r         ä xH  "      ä Dy      À êr         ä Ay       € ê s        " Ey Ð     € î s A        b #t   €?   È #r         È #r	 A   ÿ    È #r	   A   È #r	    	    â G‰  P     € ê/ r A       ä r         ä xH �#      ä Dy       À êr	         ä Ay       € ê s        "  r	     @  âEy à     € æ #r)       Æ s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH  $      ä Dy      À ê r         ä Ay       € ê s        " Ey à     € â #r       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  %      ä Dy      À ê r         ä Ay       € ê s        " Ey à     € â #r!!       Ì s         b #t   €?   È #r        È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r        ä r         ä xH  &      ä Dy      À ê r         ä Ay       € ê s        "  r(	     @  â Ey     € æ #r"       Æ s         b #r*       È #r,,       â #t   €?   Æ  r,,     @  â #r         Æ #r!   ,    â #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä r         ä xH ð'      ä Dy  À    À ê Ay       € ê s        b  r.	     @  â Ey      € æ #r$       Æ s         ¢ #r0       È #r2       â #t  €?   Æ/ #r        â #r       È #r   ÿ    È #r      È #r        â G‰  @     € êO r        ä r         ä xH  )      ä Dy  �    À ê Ay       € ê !rJ+        â  r	4	     @  â Ey `    € ä !r7        â #r	&   	    Æ !r9        â #r	6   	    Æ s        b #r	8   	    È #r 	        Æ s 9        "  x   C  @  â #t  €?   Ì/ s     é   b #r        È #r 9   ÿ    È #r   9   È #r        â G‰  P     € ê r 9       ä/ r         ä xH  *      ä Dy      À ê r         ä Ay       € ê/ s        " Ey Ð     € î s 7        b #t   €?   È #r         È #r 7   ÿ    È #r   7   È #r        â G‰  P     € ê/ r 7       ä r         ä xH �+      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s +        b #t   €?   È #r         È #r +   ÿ    È #r   +   È #r        â G‰  P     € ê/ r +       ä r         ä xH €,      ä Dy  0
    À ê r         ä Ay       € ê s        " Ey Ð     € î s J        b #t   €?   È #r        È #r	J   ÿ    È #r	   J   È #r   	    â G‰  P     € ê/ r J       ä r         ä xH p-      ä Dy  @	    À ê r         ä Ay       € ê !r         â Ey      € æ !r         È !r
        È s        0 s         b #t   €?   È #r         È #r	    ÿ    È #r	      È #r	    	    â G‰  P     € ê/ r        ä r         ä xH �.      ä Dy       À ê r	         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r        È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r         ä xH €/      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r        ä r         ä xH p0      ä Dy  @    À ê r         ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s 
        b #t   €?   È #r        È #r
   ÿ    È #r    
   È #r         â G‰  @     € ê/ r 
       ä r         ä xH p1      ä Dy  @    À ê Ay       € ê r        ä x    Â    ä r        ä r+ #       Ä r- #       är/ #       är1 #       ä r"        ä r#        â `{\ 0ÿž B `{\ 0ÿž B r(         ä r)        ä r,        â `{"\ 0ÿž B `{(\ 0ÿž Â r*        â `{,\ 0ÿž B r
        ä r.        â `{*\ 0ÿž B r0         ä r %       â `{.\ 0ÿž B `{0\ 0ÿž B r %       är3 %       ä r2        â `{

\ 0ÿž B r        ä r '       â `{2\ 0ÿž B `{\ 0ÿž Â r&        â `{\ 0ÿž B r '       är$         ä r! '       ä `{'&\ 0ÿž B `{\ 0ÿž Â `{$$\ 0ÿž B `{  \ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ   D  â/ ™x     â y  €Ò       È  r     @  È #r       È #r       â y  ÀÑ       È  r     @  â #r       Æ #r       È #r       â y   Ñ       È #r       â  r

     @  Æ  r     @  â #r
   
    Æ #r		       â y  @Ð       È  r     @  â #r   
    Æ #r'       â #r$$       â $|D   ÿŽ ä#r       â %|DD   ÿ Ž â #r$$   	    ä #r        â$|   Ž â zD b  ÿ€ Ä #r     $    ä rE   ÿàÿ ä  x    C  @  ä zD c    ä s      é   & %xC   Ž â xv      Ê †y     â My        € ê x-ÿ      â Ey  p    € â xLÿ     ä x--ÿ   ÿÀŽ ä xLLÿ   ÿÀŽ ä x/-ÿÿÿÿÿàÿ ä x1Lÿÿÿÿÿàÿ Ä x /ý   p@ø ä r3        ä x 1ý   pDx Ú Â/ ÿ       â GÉ       € ê x   € Âù ä x    € Âû È x      pµx Ú GI  p    € ê xÿ ÿÿÿ3Èˆ Ú GÉ  0    € ê x   € Òû äx    € Òù ä x   € Òý È x/ÿ@        Î GÉ  à    € ê xÿ3ÿÿÿÿÀŠ È x      r¥z Ú GY  �    € ê xÿ ÿÿÿÿÀˆ È x      r…x Ú GI  0    € ê x/Lÿÿÿÿÿàÿ È r /ÿ   pbø Ú #È3  €_ÿ    â x-ÿÿÿÿÿàÿ ä B/ ÿ       ä È/ Àÿÿÿ    ä r ÿ   pbø Ú #È    €_ÿ    â È//@   ÿàÿ ä xI-  €Àÿ¸Ž â Ey `    € â xLL�ÿÿÿÿàÿ ä rII    ÿáÿ È s  I       " !rIÿ  €   È #t1   €?    È #r1 1        â $x L  €ÿ3Ž âxLL   -èÿ Æ #r3 1   ÿ    â rLL/   ÿàÿ Æ #r53        È #r515   3    È #r 5        È #r1    5    Ê x-ÿ     È x--ÿ   ÿÀŽ È r--L   ÿàÿ È x/-ÿÿÿÿÿàÿ È x /þ   p`ø Ú GÉ       € ê x -þ   pBø Ú GI  °    € ê x -   pbø Ú GI  Ð    € ê x -èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r31    5À   â#r/1    5€   â#r 1    5@   â xL-    ÿàÿ ä x13ÿÿ ÿÀŽ ä r -ÿ   pRø ä x11  € ÿüŽ ä r /     Ðû Ä rL1L   ÿ   ä r -ÿ   ÿáÿ ä r Lÿ   pRx È x      p•ø ä r -ÿ   pRú È rL ÿ     € ä x ÿ       ä r1ÿL   1  È x-ÿ   1  È x     -øŽ È r  1   ÿÀŽ È r -    ÿàÿ È r    ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê rL   ÿ¸Ž ä Ay       € ê r         â Gy  €     € ê x     €3HŽ È x    €ÿüŽ â Gy  P     € ê x     €3HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê xI         È Py H ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  °    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  Ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  À    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  `    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  p
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  €	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  �    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  €    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  À    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  Ð    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x    C  @  Æ r   ÿ  â s      é   ( †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py �ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t   €?   È #r        È #r    ÿ    È #r       È #r         â G‰  0     € ê/ x
 p      ä Dy      À ê r         ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x
 @      ä Dy  @    À ê r        ä Er &       â Ey €    € â Ez  k      ä Ez	  l      â !t   ?     â Er !       ä x   €?    â #t    ¿     È !r         â !t   ?     Æ s     P   " #t   ¿    â x   €?    â !r   €     È !t   €?     â!t   €¿     Æ  xÛI@  @  â  x ÛI@  @  È r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
ƒù"> À@  ä s        0 s        ð s 
       b #t  €?   È #r       â  r     @  È/ s         " #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 À      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r	        â !t     À     â  xÛI@  @  Ò G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t	  €?   È/ #r		       È #r	   ÿ    È #r      È #r	       â G‰  @     € ê r        ä x
 €      ä Dy       À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  x  ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 P      ä Dy  0    À ê/ r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x
 ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 ð	      ä Dy  �    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â x   €?    â  x ÛI@  @  â !t   €¿     â x   €?    Æ r ÿ    Ðð Ú G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r   ÿ    È #r
      È #r
       â G‰  @     € ê r        ä x
 à      ä Dy       À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  x  ÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 �      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  x
 ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s 
       ä  x ƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 P      ä Dy  0    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s         b  r     @  Î s         " #t  €?    È/ #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 à      ä Dy       À ê r        ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r        ä x
        ä Dy  €    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r        ä x
 à      ä Dy       À ê r        ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
 À      ä Dy  À    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
        ä Dy  à
    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 À      ä Dy  À	    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 °      ä Dy  Ð    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
        ä Dy  à    À ê r        ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä r        ä x
        ä Dy  à    À ê Ay       € ê !t	  €?     â r
        â !t  €?     âx"    Â    â !t  €¿     âr        â !t   @     â r        Ä r        ä `{

"Z 0ÿž B `{"Z 0ÿž B r        ä r 	       â `{"Z 0ÿž B `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  €Ð       È  r#
      @  â r$      @  â r
        ä #r#    #    â#r$    $    â r        ä #r#   #    â#r$   $    â  r      @  âr 	       â #r#   #    âr        â #r        â #r%   $    â  r$      @  â r        â #r       â `{"Z 0ÿž B `{"Z 0ÿž B !t	   @     â #r$    $    ä `{"Z 0ÿž B `{"Z 0ÿž B `{"Z 0ÿž Â r        är	        är        ä `{"Z 0ÿž B `{

"Z 0ÿž B `{"Z 0ÿž D `{"Z 0ÿž B #r$   $    â ¹z  j      â x'ÿ   &  â ™x?    È ™x     ä ™x?    È %|&!   & Ž â y  €Ñ       È #r       â#r   $    Æ  r     @  â r     @  â  r      @  â r      @  â y  €Ð       È #r        â#r        Æ #r       â  r      @  â #r       â  r       @  â #r       â#r
        â#r       â #r          â #r       â#r       â
#r       â #r 	        â #r#       â#r       â#r%       â #r        â xÿ   !  â #r       â$|!   ÿŽ â #r       â x&   ÿ   â  x ÿG  @  â $|   Ž â  x ÿG  @  â z b  ÿàñ Ä z d  ÿàó â s     è   " r'   ÿàÿ È x &     Æ s     è   b z  c  ÿä  äz  e  ÿäÿ  Æ †y     è †y     â/ My        € ê xÿ     â Ey  @    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ ä x   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t  €?    È #r       È #r   ÿ    È #r       È #r       â x   èÿ Æ #r       â r   ÿàÿ Æ #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê r 
       ä x         È Py ðÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy  p    À ê r         ä Er  &       â Ey p    € â Ez  k      ä Ez	  l      â !t    ?     â Er  !       Æ #t   ¿    È !r        â x   €?    Æ s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r	        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey      € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  0     € ê x
 �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  €    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 �      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r       È #r          â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  @    À ê r          ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r
      È #r 
       â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  P    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  0
    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  @	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  P    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x
 `      ä Dy  P    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx"    Â    â !t   @     â r        Ä r        ä r        är        â `{

"Z 0ÿž B `{"Z 0ÿž B r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
      @  â r$      @  Æ #r#   #    â#r$   $    â  r      @  â r        â #r#   #    â#r
   $    â r 	       â #r       âr        â #r$   #    â#r#   
    â #r       â !t	   @     â  r
      @  â `{"Z 0ÿž B `{"Z 0ÿž B r        â #r%   
    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r
        ä r	        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä `{

"Z 0ÿž B `{"Z 0ÿž F `{"Z 0ÿž B #r(   %    â ¹z  j      â x'ÿ   &  â ™x?    â z ÿ p  pRð Æ ™x     ä ™x?    È %|&!   & Ž â y  @Ñ       È #r       â  r      @  â r      @  â #r(   (    â  r     @  â #r       â#r       â  r(     @  ä #r       â y  @Ð       È  r      @  â #r       â  r       @  â #r       â#r
       â#r       â #r         â #r       â #r       â #r       â #r 	        â #r$$       â#r       â
#r#       â #r        â x&   ÿ   â #r    $    Ä #r        â x ÿ   !  â  x ÿG  @  â $|!!   ÿŽ â  x ÿG  @  â z b  ÿàó ä $|    !Ž â s     è   " z d  ÿàõ Æ r'   ÿàÿ È s     è   b x&     ä x ÿ
     È r  ÿ       ä xÿ
     ä/ r    ÿüŽ ä rÿ       ä z c  ÿäÿ  äz e  ÿä Ä r   ÿüŽ â †y     è †y     â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ
      È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy  ð    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy       À ê r         ä Er  &       â Ey €    € â Ez  k      ä Ez  l      â !t    ?     â Er  !       ä x   €?    â #t   ¿    â x   €?    Æ !r        È s     P   $ !r  €     È !t  €?     â xÛI@  @  Æ  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â !t  €¿     Ö G‰  P    € ê  x    ?  @  â x
ƒù"> À@  â r     0  â Ey     € â  x	 ƒù"> À@  â s 
       ð s	 	       0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x
 À      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 p      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  0    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 À	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  P    € ê  x
 ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s 
       ä  x ƒù"> À@  Ì s        0 s        b  r      @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x
 °      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  xÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê r        ä x
 `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  âEy      € æ s         ä  r     0  â x   ?  @  Ê s        "  xƒù"> À@  Î s        b #t
  €?   È #r
       â  r       @  È/ s          " #r
    ÿ    È #r
       È #r   
    â G‰  0     € ê x
       ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 �      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !r        â Ey ð     € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x
 °      ä Dy  °    À ê r         ä Ay       € ê s         " Ey À     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x
 �      ä Dy  Ð    À ê r         ä Ay       € ê s         " Ey À     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä x
 p      ä Dy  ð    À ê r          ä Ay       € ê s         " Ey À     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê/ r         ä x
 P      ä Dy      À ê r         ä Ay       € ê !r        â Ey ð     € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r         ä x
 `      ä Dy   
    À ê r         ä Ay       € ê s         " Ey À     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r         ä x
 @      ä Dy   	    À ê r         ä Ay       € ê s         " Ey À     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r         ä x
        ä Dy  @    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x
       ä Dy  P    À ê Ay       € ê !t	  €?     â r
        â !t  €?     âx"    Â    â !t  €¿     âr        â !t   @     â r        Ä r        ä `{

"Z 0ÿž B `{"Z 0ÿž B r        ä r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
      @  â r$      @  â r
        ä #r#   #    â#r$   $    â r        â  r      @  â #r#   #    â#r$   $    â r 	       Ä r        â #r       â#r%   $    â r$      @  â #r#   #    â #r       â `{"Z 0ÿž B `{"Z 0ÿž B !t	   @     â #r$   $    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r        är	        är        ä `{"Z 0ÿž B `{"Z 0ÿž B `{

"Z 0ÿž B `{"Z 0ÿž B `{"Z 0ÿž B #r$   $    â ¹z  j      â z ÿ p  pRð â ™x?    È ™x     ä ™x?    â y  €Ñ       È #r       â#r'   $    â  r      @  ä/  r     @  â r'     @  â  r      @  â #r       âx'ÿ   &  ä #r       â y  €Ð       È #r       â r      @  â#r       â  r       @  â #r       â #r
       â #r       â #r         â #r       â#r       â
#r       â #r 	        â #r#       â#r       â#r%       â #r        â xÿ   !  â #r        â$|!   ÿŽ â #r        â %|&!   & Ž â  x  C  @  Ä  x   C  @  â $|   Ž â x&   ÿ   ä s     é   $ r'   ÿàÿ ä z b  ÿàó ä x&     Ä s       é   b z d  ÿàõ ä z c  ÿäÿ  äz e  ÿä ä x   ÿ   ärÿ       È r   ÿüŽ ä x    ÿ   ä/r ÿ       â †y     æ r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py ÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   är ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  ð4    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy   4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy   1    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  Ð/    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  ð-    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  @,    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  P*    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy   (    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  à&    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  P%    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy   $    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  0#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy  @"    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  P!    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  0     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy  @    À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy  P    À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy  P    À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â Ey `    € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x ÿG  @  È s     è   $ †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x °      ä Dy  °    À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x  !      ä Dy  @    À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x °"      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x  $      ä Dy  @    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x  %      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x  '      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x €(      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x à)      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x +      ä Dy  P    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x  ,      ä Dy  `
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x ð,      ä Dy  p	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x à-      ä Dy  €    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x  /      ä Dy  `    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x ð/      ä Dy  p    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x à0      ä Dy  €    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x Ð1      ä Dy  �    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x ÿG  @  Ì s     è   $ †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ Ä x#!ÿÿÿÿÿàÿ ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ ÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  �5    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  À4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy  @2    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  p0    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  �.    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  à,    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  ð*    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy  @)    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  €'    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  ð%    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy  À$    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  Ð#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy  à"    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  ð!    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  Ð     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy  à    À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy  ð    À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy  ð    À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â z ÿ p  pRü â Ey      € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x ÿG  @  Ì s     è   $ xÿ     ä x   ÿ   ä rÿ       È r   ÿüŽ Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x         ä Dy       À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x p!      ä Dy  �    À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x  #      ä Dy       À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x p$      ä Dy  �    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x ð%      ä Dy      À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x P'      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x Ð(      ä Dy  0    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x 0*      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x `+      ä Dy       À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x P,      ä Dy  °
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x @-      ä Dy  À	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x 0.      ä Dy  Ð    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x P/      ä Dy  °    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x @0      ä Dy  À    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x 01      ä Dy  Ð    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x  2      ä Dy  à    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z ÿ p  pRò ä z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x ÿG  @  Ì s     è   $ xÿ     ä x    ÿ   ä rÿ     € È r    ÿüŽ Ê †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $€ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  P    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  €    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy      À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  �    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  @    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  P
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  `	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  P    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  p    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  �    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy       À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ      ä x    ÿ   ä rÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÀÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  p5    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy   4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy   2    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  P0    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  p.    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  À,    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  Ð*    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy   )    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  `'    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  Ð%    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy   $    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  °#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy  À"    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  Ð!    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  °     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy  À    À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy  Ð    À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy  Ð    À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â z ÿ p  pRü â Ey �    € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x  C  @  Ì s     é   $ x   ÿ   ärÿ       È r   ÿüŽ Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x ð      ä Dy  ð    À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x `!      ä Dy  €    À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x ð"      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x `$      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x à%      ä Dy       À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x @'      ä Dy       À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x À(      ä Dy       À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x  *      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x P+      ä Dy  �    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x @,      ä Dy   
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x 0-      ä Dy  °	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x  .      ä Dy  À    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x @/      ä Dy       À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x 00      ä Dy  °    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x  1      ä Dy  À    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x 2      ä Dy  Ð    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z ÿ p  pRò ä z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x  C  @  Ì s     é   $ x    ÿ   ärÿ     € È r    ÿüŽ Ê †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  p    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  �    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  €    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  0    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  @
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  P	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  @    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  `    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  €    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  �    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   är ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÐÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t   €?   È #r        È #r    ÿ    È #r       È #r         â G‰  0     € ê/ x
 p      ä Dy  0    À ê r         ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x
 @      ä Dy  `    À ê r        ä Er &       â Ey €    € â Ez  k      ä Ez	  l      â !t   ?     â Er !       ä x   €?    â #t    ¿     È !r         â !t   ?     Æ s     P   " #t   ¿    â x   €?    â !r   €     È !t   €?     â!t   €¿     Æ  xÛI@  @  â  x ÛI@  @  È r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
ƒù"> À@  ä s        0 s        ð s 
       b #t  €?   È #r       â  r     @  È/ s         " #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 À      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r	        â !t     À     â  xÛI@  @  Ò G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t	  €?   È/ #r		       È #r	   ÿ    È #r      È #r	       â G‰  @     € ê r        ä x
 €      ä Dy       À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  x  ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 P      ä Dy  P    À ê/ r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x
 ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 ð	      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â x   €?    â  x ÛI@  @  â !t   €¿     â x   €?    Æ r ÿ    Ðð Ú G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r   ÿ    È #r
      È #r
       â G‰  @     € ê r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  x  ÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 �      ä Dy      À ê r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  x
 ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s 
       ä  x ƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 P      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s         b  r     @  Î s         " #t  €?    È/ #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r        ä x
        ä Dy       À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
 À      ä Dy  à    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
        ä Dy       À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 À      ä Dy  à	    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 °      ä Dy  ð    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
        ä Dy       À ê r        ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä r        ä x
        ä Dy       À ê Ay       € ê !t	  €?     â r
        â !t  €?     âx"    Â    â !t  €¿     âr        â !t   @     â r        Ä r        ä `{

"Z 0ÿž B `{"Z 0ÿž B r        ä r 	       â `{"Z 0ÿž B `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  €Ð       È  r#
      @  â r$      @  â r
        ä #r#    #    â#r$    $    â r        ä #r#   #    â#r$   $    â  r      @  âr 	       â #r#   #    âr        â #r        â #r%   $    â  r$      @  â r        â #r       â `{"Z 0ÿž B `{"Z 0ÿž B !t	   @     â #r$    $    ä `{"Z 0ÿž B `{"Z 0ÿž B `{"Z 0ÿž Â r        är	        är        ä `{"Z 0ÿž B `{

"Z 0ÿž B `{"Z 0ÿž D `{"Z 0ÿž B #r$   $    â ¹z  j      â x'ÿ   &  â ™x?    È ™x     ä ™x?    È %|&!   & Ž â y  €Ñ       È #r       â#r   $    Æ  r     @  â r     @  â  r      @  â r      @  â y  €Ð       È #r        â#r        Æ #r       â  r      @  â #r       â  r       @  â #r       â#r
        â#r       â #r          â #r       â#r       â
#r       â #r 	        â #r#       â#r       â#r%       â #r        â xÿ   !  â #r       â$|!   ÿŽ â #r       â x&   ÿ   â  x ÿG  @  â $|   Ž â  x ÿG  @  â z b  ÿàñ âs     è   " z d  ÿàó Ä r'   ÿàÿ È x &     â s	     è   f z  c  ÿä  äz  e  ÿäÿ  ä xÿ     Ê †y     â x	ÿ   	  Ê/ †y 	    â My        € ê xÿ     â Ey  @    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ ä x   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t  €?    È #r       È #r   ÿ    È #r       È #r       â x   èÿ Æ #r       â r   ÿàÿ Æ #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê r 
       ä x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t   €?   È #r        È #r    ÿ    È #r       È #r         â G‰  0     € ê/ x
 p      ä Dy  0    À ê r         ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x
 @      ä Dy  `    À ê r        ä Er &       â Ey €    € â Ez  k      ä Ez	  l      â !t   ?     â Er !       ä x   €?    â #t    ¿     È !r         â !t   ?     Æ s     P   " #t   ¿    â x   €?    â !r   €     È !t   €?     â!t   €¿     Æ  xÛI@  @  â  x ÛI@  @  È r ÿ    Ðð Ú G‰  P    € ê  x   ?  @  â xƒù"> À@  â r     0  â Ey     € â  x
ƒù"> À@  ä s        0 s        ð s 
       b #t  €?   È #r       â  r     @  È/ s         " #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 À      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey      € â !r	        â !t     À     â  xÛI@  @  Ò G‰  P    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey     € â s 
       ä  xƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t	  €?   È/ #r		       È #r	   ÿ    È #r      È #r	       â G‰  @     € ê r        ä x
 €      ä Dy       À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey      € â  x  ÛI@  @  â x   €?    ä x   €?    Î G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r     @  Î s         " #t  €?   ÈO #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 P      ä Dy  P    À ê/ r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey €    € â !r	  €     Ö/ G‰  P    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s        ä  x
 ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 ð	      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê !t   €?     âEy Ð    € â  xÛI@  @  â x   €?    â  x ÛI@  @  â !t   €¿     â x   €?    Æ r ÿ    Ðð Ú G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  xƒù"> À@  Ì s        0 s
        b  r     @  Î s         " #t  €?
   È/ #r
   
    È #r   ÿ    È #r
      È #r
       â G‰  @     € ê r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !t   À     â  x  ÛI@  @  Ô G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê r        ä x
 �      ä Dy      À ê r        ä Ay       € ê Ay       € ê r  ÿ    Ðð â Ey      € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  P    € ê  x
 ƒù"> À@  â r       0  â x     ?  @  â Ey     € â s 
       ä  x ƒù"> À@  Ì s        0 s        b  r     @  Î s         " #t  €?   È/ #r       È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 P      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € Ø G‰  P    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey     € â s        ä  x
ƒù"> À@  Ì s 
       0 s         b  r     @  Î s         " #t  €?    È/ #r         È #r    ÿ    È #r       È #r        â G‰  @     € ê r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê !r         â Ey ð     € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  @     € ê/ r        ä x
        ä Dy       À ê r        ä Ay       € ê s        " Ey À     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  @     € ê/ r        ä x
 à      ä Dy  À    À ê r        ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
 À      ä Dy  à    À ê r         ä Ay       € ê s        " Ey À     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r         â G‰  @     € ê/ r        ä x
        ä Dy       À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 À      ä Dy  à	    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
 °      ä Dy  ð    À ê r        ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r        ä r        ä x
        ä Dy       À ê r        ä Ay       € ê s        " ¹z  F   
   â Ey À     € ì s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  @     € ê/ r        ä r        ä x
        ä Dy       À ê Ay       € ê !t	  €?     â r
        â !t  €?     âx"    Â    â !t  €¿     âr        â !t   @     â r        Ä r        ä `{

"Z 0ÿž B `{"Z 0ÿž B r        ä r 	       â `{"Z 0ÿž B `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  €Ð       È  r#
      @  â r$      @  â r
        ä #r#    #    â#r$    $    â r        ä #r#   #    â#r$   $    â  r      @  âr 	       â #r#   #    âr        â #r        â #r%   $    â  r$      @  â r        â #r       â `{"Z 0ÿž B `{"Z 0ÿž B !t	   @     â #r$    $    ä `{"Z 0ÿž B `{"Z 0ÿž B `{"Z 0ÿž Â r        är	        är        ä `{"Z 0ÿž B `{

"Z 0ÿž B `{"Z 0ÿž D `{"Z 0ÿž B #r$   $    â ¹z  j      â x'ÿ   &  â ™x?    È ™x     ä ™x?    È %|&!   & Ž â y  €Ñ       È #r       â#r   $    Æ  r     @  â r     @  â  r      @  â r      @  â y  €Ð       È #r        â#r        Æ #r       â  r      @  â #r       â  r       @  â #r       â#r
        â#r       â #r          â #r       â#r       â
#r       â #r 	        â #r#       â#r       â#r%       â #r        â xÿ   !  â #r       â$|!   ÿŽ â #r       â x&   ÿ   â  x ÿG  @  â $|   Ž â  x ÿG  @  â z b  ÿàñ âs     è   " z d  ÿàó Ä r'   ÿàÿ È x &     â s	     è   f z  c  ÿä  äz  e  ÿäÿ  ä xÿ     Ê †y     â x	ÿ   	  Ê/ †y 	    â My        € ê xÿ     â Ey  @    € â xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿÈ€ Ú G‰       € ê x   € Òõ ä x   € Òó ä x   € Òñ Ö G™  À      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x  €ÿŽ â s        " !rÿ  €   È #t  €?    È #r       È #r   ÿ    È #r       È #r       â x   èÿ Æ #r       â r   ÿàÿ Æ #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       ä Ay        € ê r 
       ä x         È Py ÐÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy  €    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy  °    À ê r         ä Er  &       â Ey p    € â Ez  k      ä Ez	  l      â !t    ?     â Er  !       Æ #t   ¿    È !r        â x   €?    Æ s     P   $ !r  €     È !t  €?     â xÛI@  @  â!t  €¿     ä  xÛI@  @  â !t    ?     È r ÿ    Ðð â #t   ¿    â x   €?    Ö G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t  €?   È #r       â  r       @  È/ s          " #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r	        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
        ä Dy  Ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °	      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey      € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  0     € ê x
 �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r          È !r         È s        0 s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 �      ä Dy  `    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  p    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r       È #r          â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  €    À ê r          ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r
      È #r 
       â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  �    À ê r         ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  p
    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  €	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  �    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x
 `      ä Dy  �    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx"    Â    â !t   @     â r        Ä r        ä r        är        â `{

"Z 0ÿž B `{"Z 0ÿž B r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
      @  â r$      @  Æ #r#   #    â#r$   $    â  r      @  â r        â #r#   #    â#r
   $    â r 	       â #r       âr        â #r$   #    â#r#   
    â #r       â !t	   @     â  r
      @  â `{"Z 0ÿž B `{"Z 0ÿž B r        â #r%   
    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r
        ä r	        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä `{

"Z 0ÿž B `{"Z 0ÿž F `{"Z 0ÿž B #r(   %    â ¹z  j      â x'ÿ   &  â ™x?    â z ÿ p  pRð Æ ™x     ä ™x?    È %|&!   & Ž â y  @Ñ       È #r       â  r      @  â r      @  â #r(   (    â  r     @  â #r       â#r       â  r(     @  ä #r       â y  @Ð       È  r      @  â #r       â  r       @  â #r       â#r
       â#r       â #r         â #r       â #r       â #r       â #r 	        â #r$$       â#r       â
#r#       â #r        â x&   ÿ   â #r    $    Ä #r        â x ÿ   !  â  x  C  @  â $|!!   ÿŽ â  x  C  @  â z b  ÿàó ä $|    !Ž â s     é   " z d  ÿàõ Æ r'   ÿàÿ È s     é   b x&     ä x ÿÿ  ÿÀŽ äx   ÿ   ä x ÿ      ä xÿÿ  ÿÀŽ ä/ r  ÿ       Ä xÿ     ä x   ÿ   ä rÿ       ä z c  ÿäÿ  är    ÿüŽ ä z e  ÿä Ä r   ÿüŽ â †y     è †y     â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py �ÙÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  `    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  �    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  °    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy       À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  @    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  P    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  `
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  p	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  `    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  €    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy       À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  °    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ äx    ÿ   ä xÿ     È rÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py °ÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  5    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  @4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy  À1    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  ð/    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  .    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  `,    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  p*    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy  À(    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy   '    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  p%    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy  @$    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  P#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy  `"    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  p!    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  P     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy  `    À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy  p    À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy  p    À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â Ey p    € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x ÿG  @  È s     è   $ xÿ     Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x À      ä Dy  À    À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x 0!      ä Dy  P    À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x À"      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x 0$      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x °%      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x '      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x �(      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x ð)      ä Dy  �    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x  +      ä Dy  `    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x ,      ä Dy  p
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x  -      ä Dy  €	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x ð-      ä Dy  �    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x /      ä Dy  p    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x  0      ä Dy  €    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x ð0      ä Dy  �    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x à1      ä Dy       À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x ÿG  @  È s     è   $ xÿ     Ê †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ ÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  @    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  `    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  Ð    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  P    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  ð    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy       À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy   	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy      À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  0    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  P    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  `    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Ê s       è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py  ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  ð4    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy   4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy   1    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  Ð/    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  ð-    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  @,    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  P*    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy   (    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  à&    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  P%    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy   $    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  0#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy  @"    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  P!    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  0     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy  @    À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy  P    À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy  P    À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â Ey `    € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x ÿG  @  È s     è   $ †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x °      ä Dy  °    À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x  !      ä Dy  @    À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x °"      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x  $      ä Dy  @    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x  %      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x  '      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x €(      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x à)      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x +      ä Dy  P    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x  ,      ä Dy  `
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x ð,      ä Dy  p	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x à-      ä Dy  €    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x  /      ä Dy  `    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x ð/      ä Dy  p    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x à0      ä Dy  €    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x Ð1      ä Dy  �    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x ÿG  @  Ì s     è   $ †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ Ä x#!ÿÿÿÿÿàÿ ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ ÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  0    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  P    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  À    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  @    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy      À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  à    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  ð
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy   
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy       À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  @    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  P    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x   ÿG  @  â %|   ÿ Ž Æ s	      è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  °5    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  à4    À ê Er        â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ x'ÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy  `2    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x5ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  �0    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x4ÿ        ä x1   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  °.    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x3ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy   -    À ê Ay       € ê r1        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x+   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  +    À ê Ay       € ê r+        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy  `)    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x-   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy   '    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  &    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r"1        È s "       0 s 1"       b #t2"  €?   È #r22       È #r21   ÿ    È #r"   1   È #r22       â GÉ  P     € ê/ r8 1       ä r% "       ä x @      ä Dy  à$    À ê r2        ä Ay       € ê s "       " Ey Ð     € î s ;"       b #t"  €?   È #r       È #r;   ÿ    È #r1"   ;   È #r11       â GÉ  P     € ê/ r8 ;       ä r% "       ä x 0      ä Dy  ð#    À ê r1        ä Ay       € ê s "       " Ey Ð     € î s 9"       b #t "  €?   È #r         È #r 9   ÿ    È #r"   9   È #r         â GÉ  P     € ê/ r8 9       ä r% "       ä x        ä Dy   #    À ê r         ä Ay       € ê s "       " Ey Ð     € î s 7"       b #t&"  €?   È #r&&       È #r&7   ÿ    È #r"   7   È #r&&       â GÉ  P     € ê/ r8 7       ä r% "       ä x       ä Dy  "    À ê r&        ä Ay       € ê !r+/        â Ey      € æ !r-        È !r"        È s "       0 s +"       b #t0"  €?   È #r00       È #r0+   ÿ    È #r"   +   È #r00       â GÉ  P     € ê/ r8 +       ä r% "       ä x 0      ä Dy  ð     À ê r0        ä Ay       € ê s "       " Ey Ð     € î s /"       b #t"  €?   È #r       È #r/   ÿ    È #r+"   /   È #r++       â GÉ  P     € ê/ r8 /       ä r% "       ä x        ä Dy        À ê r+        ä Ay       € ê s "       " Ey Ð     € î s -"       b #t,"  €?   È #r,,       È #r,-   ÿ    È #r"   -   È #r,,       â GÉ  P     € ê/ r8 -       ä r% "       ä x       ä Dy      À ê r,        ä Ay       € ê s "       " ¹z  F   
   â Ey Ð     € ì s "       b #t"  €?   È #r       È #r   ÿ    È #r-"      È #r--       â GÉ  P     € ê/ r8        ä r% "       ä x       ä Dy      À ê r-        ä Ay       € ê ¹z  j      â xÿ     â ™x?    â xÿ     â !t   @     â x6    Â    â ™x?    â r        â™x     â r        Ä r 'ÿ   pRú â $|   ÿŽ ä%|    Ž â !t  €?     Æ $|   Ž â r        ä x.   ÿ   ä r/   ÿàÿ â !t  €¿     â `{;6Z 0ÿž B `{'6Z 0ÿž B `{76Z 0ÿž B x/   /  ä r        ä z8. b  ÿàù ä `{=6Z 0ÿž B !t  €¿     â!t"  €?     â r#        ä r%        ä r        är        ä/r        âO `{:"6Z 0ÿž Â `{6Z 0ÿž Â r$ "       â `{6Z 0ÿž Â r!        â `{6Z 0ÿž B `{<6Z 0ÿž B z9/ c  ÿä â `{$$6Z 0ÿž B y  ÀÐ       È  r;;      @  â r''      @  â r77      @  â r==      @  â !t    @     È `{ 6Z 0ÿž B r#        â y  €Ð       È #r7&   7    â#r!&   ;    â/#r<<&   =    â#r;&   '    â r& "       â #r::1   !    â r'        ä r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y  @Ñ       È #r$$1   ;    â z ÿ p  pRü â Ey °    € â x'   €?    ä x&   €?    â y   Ñ       È #r:2   :    È  r::+     @  â y  @Ð       È #r1   7    â#r<#1   <    â #r%%2   $    Æ #r!2   <    È #r00   :    â #r=2       Æ#r%%,   0    È #r-   %    È  x  C  @  Ì s     é   $ xÿÿ  ÿÀŽ äx   ÿ   ä xÿ     È rÿ       È r   ÿüŽ Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x        ä Dy      À ê Ay       € ê r&        ä Ay       € ê r 5ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x €!      ä Dy       À ê Ay       € ê r'        ä Ay       € ê r 4ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x #      ä Dy      À ê r        ä Ay       € ê Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x €$      ä Dy       À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x  &      ä Dy       À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x `'      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x à(      ä Dy  @    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x @*      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x p+      ä Dy  °    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x `,      ä Dy  À
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x P-      ä Dy  Ð	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x @.      ä Dy  à    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x `/      ä Dy  À    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x P0      ä Dy  Ð    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x @1      ä Dy  à    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x 02      ä Dy  ð    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        â `{$*&\ 0ÿž Â r        ä `{',&\ 0ÿž Â `{&\ 0ÿž B r        är "       ä r!        â `{&\ 0ÿž B r        ä r        â `{&\ 0ÿž B `{! &\ 0ÿž B r        är#        är        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r "       ä r        â `{""&\ 0ÿž B r        är        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{&\ 0ÿž Â r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B z ÿ p  pRò ä z.. d  ÿàñ È z// e  ÿä  â y  €Ò       È  r%%     @  â r     @  Æ #r%   %    È #r$$   %    â y  ÀÑ       È #r       â #r''    $    Æ #r       È #r!        È  r	     @  â y   Ñ       È  r     @  â #r'       Æ #r       È #r""       â y  @Ð       È  r     @  È #r       â #r    "    Æ #r       â #r
       Æ #r        È#r       È  x  C  @  Ì s     é   $ xÿÿ  ÿÀŽ äx    ÿ   ä xÿ     È rÿ     € È r    ÿüŽ Ê †y .    â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $`ÂÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  `    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  �    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  °    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy       À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy       À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy  ð    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  @    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  P    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  `
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  p	    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  `    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  €    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy       À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  °    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â $|   ÿŽ â #r       ä#r%
       â xÿ     Æ #r         ä $|   Ž ä  x    C  @  â %|   ÿ Ž Ê s       é   " z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ äx    ÿ   ä xÿ     È rÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py °ÛÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy  P    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy  €    À ê r         ä Er  &       â Ey p    € â Ez  k      ä Ez  l      â !t    ?     â Er  !       ä x   €?    â #t   ¿    È !r        â !t    ?     Æ s     P   " #t   ¿    â x   €?    â !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 °      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
        ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °	      ä Dy      À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey      € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  0     € ê x
 �      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 à      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 �      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  P    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r       È #r          â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  `
    À ê r          ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  @	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  P    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  `    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x
 `      ä Dy  `    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx"    Â    â !t   @     â r        Ä r        ä r        är        â `{

"Z 0ÿž B `{"Z 0ÿž B r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
     @  â r$     @  â r
        ä #r#    #    â#r$    $    â  r     @  â r        â #r#   #    â#r$   $    â r 	       â #r        âr        â #r%   $    â  r$     @  â #r       â !t	   @     â #r#   #    â `{"Z 0ÿž B `{"Z 0ÿž B #r$    $    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä r	        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä `{

"Z 0ÿž B `{"Z 0ÿž F `{"Z 0ÿž B #r$   $    â x'ÿ   &  Ê %z&! j  &Ž â y  @Ñ       È #r       â r     @  â r     @  â #r$   $    â  r     @  â#r        â#r        â  r$     @  ä #r       â y  @Ð       È  r     @  â#r       â  r     @  â #r       â#r
        â#r       â #r        â #r       â#r       â#r       â #r	       â #r#       â#r       â
#r%       â #r       â z& b  ÿàñ â#r        âz& d  ÿàó â #r        â z' c  ÿä  â  x ÿG  @  â z' e  ÿäÿ  â  x ÿG  @  Ä s     è   0 s	     è   b xÿ     Ê †y     â x	ÿ   	  Ê/ †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py ÀÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy  P    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy  €    À ê r         ä Er  &       â Ey p    € â Ez  k      ä Ez  l      â !t    ?     â Er  !       ä x   €?    â #t   ¿    È !r        â !t    ?     Æ s     P   " #t   ¿    â x   €?    â !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 °      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
        ä Dy       À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °	      ä Dy      À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey      € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  0     € ê x
 �      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 à      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 �      ä Dy  0    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  @    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  P    À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r       È #r          â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  `
    À ê r          ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  @	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy  P    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  `    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x
 `      ä Dy  `    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx"    Â    â !t   @     â r        Ä r        ä r        är        â `{

"Z 0ÿž B `{"Z 0ÿž B r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
     @  â r$     @  â r
        ä #r#    #    â#r$    $    â  r     @  â r        â #r#   #    â#r$   $    â r 	       â #r        âr        â #r%   $    â  r$     @  â #r       â !t	   @     â #r#   #    â `{"Z 0ÿž B `{"Z 0ÿž B #r$    $    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä r	        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä `{

"Z 0ÿž B `{"Z 0ÿž F `{"Z 0ÿž B #r$   $    â x'ÿ   &  Ê %z&! j  &Ž â y  @Ñ       È #r       â r     @  â r     @  â #r$   $    â  r     @  â#r        â#r        â  r$     @  ä #r       â y  @Ð       È  r     @  â#r       â  r     @  â #r       â#r
        â#r       â #r        â #r       â#r       â#r       â #r	       â #r#       â#r       â
#r%       â #r       â z& b  ÿàñ â#r        âz& d  ÿàó â #r        â z' c  ÿä  â  x ÿG  @  â z' e  ÿäÿ  â  x ÿG  @  Ä s     è   0 s	     è   b xÿ     Ê †y     â x	ÿ   	  Ê/ †y 	    â My        € ê xÿ     â Ey  0    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py ÀÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y!      &   ( y       "   $ $z!!    Ž Ê z ! i  pbð Ú M	        € ê y&      %   ( y'      !   $ $z&&    'Ž Ê z & h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 p      ä Dy       À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x
 @      ä Dy  P    À ê r         ä Er  &       â Ey p    € â Ez  k      ä Ez  l      â !t    ?     â Er  !       ä x   €?    â #t   ¿    È !r        â !t    ?     Æ s     P   " #t   ¿    â x   €?    â !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x
 ƒù"> À@  ä s        0 s        ð s  
       b #t	  €?   È #r		       â  r       @  È/ s          " #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 °      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t	  €?   È/ #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x
 `      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s	     P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
        ä Dy  p    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r	  €     Ö/ G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 °	      ä Dy  à    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x ƒù"> À@  â r       0  â x     ?  @  â Ey      € â s        ä  x ƒù"> À@  Ì s        0 s
        b  r      @  Î s          " #t  €?
   È/ #r
   
    È #r    ÿ    È #r
       È #r
       â G‰  0     € ê x
 �      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 0      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 à      ä Dy  °    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  x
ƒù"> À@  Ì s 
       0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x
 `      ä Dy  0    À ê r         ä Ay       € ê Ay       € ê !r         â Ey      € æ !r          È !r         È s        0 s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 �      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r      È #r        â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy      À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t  €?   È #r       È #r   ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy       À ê r         ä Ay       € ê s        " Ey Ð     € î s         b #t   €?   È #r         È #r    ÿ    È #r       È #r          â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  0
    À ê r          ä Ay       € ê !r        â Ey      € æ !r        È !r        È s         0 s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 €      ä Dy  	    À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r    ÿ    È #r       È #r        â G‰  P     € ê/ r         ä r        ä x
 p      ä Dy       À ê r         ä Ay       € ê s         " Ey Ð     € î s         b #t  €?    È #r         È #r   ÿ    È #r      È #r       â G‰  P     € ê/ r         ä r        ä x
 `      ä Dy  0    À ê r         ä Ay       € ê s         " ¹z  F   
   â Ey À     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  @     € ê/ r         ä r        ä x
 `      ä Dy  0    À ê Ay       € ê !t	  €?     â !t  €?     âr
        â !t  €¿     âx"    Â    â !t   @     â r        Ä r        ä r        är        â `{

"Z 0ÿž B `{"Z 0ÿž B r 	       â `{"Z 0ÿž Â `{"Z 0ÿž Â r 	       â `{"Z 0ÿž B r        ä `{"Z 0ÿž Ä `{"Z 0ÿž B	 !t	  €¿     Ê/ r        äOr        är        ä� r        ây  @Ð       È  r#
     @  â r$     @  â r
        ä #r#    #    â#r$    $    â  r     @  â r        â #r#   #    â#r$   $    â r 	       â #r        âr        â #r%   $    â  r$     @  â #r       â !t	   @     â #r#   #    â `{"Z 0ÿž Â `{"Z 0ÿž B #r$    $    â r        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä r	        â `{"Z 0ÿž B `{"Z 0ÿž B r        ä `{

"Z 0ÿž B `{"Z 0ÿž F `{"Z 0ÿž B #r$   $    â x'ÿ   &  Ê %z&! j  &Ž â y   Ñ       È  r     @  â#r       â r     @  â #r$   $    â #r        â r     @  â#r        â  r$     @  â #r       â r     @  â#r       â  r     @  â #r       â
#r
        â#r       â #r        â #r       â#r       â#r       â #r	       â #r#       â#r       â#r%       â #r       â z& b  ÿàñ â#r        âz& d  ÿàó â #r        â z' c  ÿä  â  x  C  @  â z' e  ÿäÿ  â  x  C  @  È s     é   0 s     é   b †y     è †y     â/ My        € ê xÿ     â Ey  0    € â xÿ      Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   â#r   €   â#r   @   â x    ÿàÿ äxÿÿ ÿÀŽ ä r ÿ   pRô äx  € ÿüŽ ä r ÿ   pRò Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê r 
       ä x         È Py ðÚÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  °    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  Ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  À    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  `    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  p
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  €	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  �    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  €    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  À    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  Ð    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x    C  @  Æ r   ÿ  â s      é   ( †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py �ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y4      %   ( y5      !   $ $z44    5Ž Ê z 4 h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  P4    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  €3    À ê Er 4       â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ xÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy   1    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x3ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  0/    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x2ÿ        ä x+   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  P-    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x1ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy   +    À ê Ay       € ê r+        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x-   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  °)    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy   (    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x'   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  @&    À ê Ay       € ê r'        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  °$    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r +        È s         0 s +        b #t0   €?   È #r00       È #r0+   ÿ    È #r    +   È #r00       â GÉ  P     € ê/ r8 +       ä r%         ä x @      ä Dy  €#    À ê r0        ä Ay       € ê s         " Ey Ð     € î s ;        b #t   €?   È #r       È #r;   ÿ    È #r+    ;   È #r++       â GÉ  P     € ê/ r8 ;       ä r%         ä x 0      ä Dy  �"    À ê r+        ä Ay       € ê s         " Ey Ð     € î s 9        b #t   €?   È #r       È #r9   ÿ    È #r    9   È #r       â GÉ  P     € ê/ r8 9       ä r%         ä x        ä Dy   !    À ê r        ä Ay       € ê s         " Ey Ð     € î s 7        b #t&   €?   È #r&&       È #r&7   ÿ    È #r    7   È #r&&       â GÉ  P     € ê/ r8 7       ä r%         ä x       ä Dy  °     À ê r&        ä Ay       € ê !r-/        â Ey      € æ !r'        È !r         È s         0 s -        b #t,   €?   È #r,,       È #r,-   ÿ    È #r    -   È #r,,       â GÉ  P     € ê/ r8 -       ä r%         ä x 0      ä Dy  �    À ê r,        ä Ay       € ê s         " Ey Ð     € î s /        b #t   €?   È #r       È #r/   ÿ    È #r-    /   È #r--       â GÉ  P     € ê/ r8 /       ä r%         ä x        ä Dy       À ê r-        ä Ay       € ê s         " Ey Ð     € î s '        b #t.   €?   È #r..       È #r.'   ÿ    È #r    '   È #r..       â GÉ  P     € ê/ r8 '       ä r%         ä x       ä Dy  °    À ê r.        ä Ay       € ê s         " ¹z  F   
   â Ey Ð     € ì s         b #t   €?   È #r       È #r   ÿ    È #r/       È #r//       â GÉ  P     € ê/ r8        ä r%         ä x       ä Dy  °    À ê r/        ä Ay       € ê x5ÿ   4  â!t  €?     â x6    Â    ä r        â%z4 j  4Ž â !t  €¿     â r ÿ   pRú â !t   @     â r        Ä r        â `{;6Z 0ÿž B `{'6Z 0ÿž B r        â `{76Z 0ÿž B z84 b  ÿàù ä `{=6Z 0ÿž B !t"  €?     âr#        â !t    @     â r%        ä `{:"6Z 0ÿž Â r$ "       ä r!        ä z95 c  ÿä â  r;;     @  â
 r''     @  â r77     @  â r==     @  â !t  €¿     Ê r        är        är        ä `{6Z 0ÿž D `{6Z 0ÿž D `{6Z 0ÿž B `{<6Z 0ÿž B `{$$6Z 0ÿž Â `{ 6Z 0ÿž B r#        â y  @Ð       È #r!&   ;    â/#r;&   '    âr'        â #r7&   7    â#r<<&   =    â r& "       â #r::+   !    â r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y   Ñ       È #r:0   :    â #r$$+   ;    â Ey P    € ä  r::-     @  â x'   €?    ä x&   €?    â y  @Ð       È #r+   7    â#r<#+   <    â #r%%0   $    Æ #r!0   <    È #r,,   :    â #r=0       Æ#r%%.   ,    È #r/   %    È  x ÿG  @  È s     è   $ xÿ     Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x        ä Dy  À    À ê Ay       € ê r&        ä Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x p       ä Dy  P    À ê Ay       € ê r'        ä Ay       € ê r 2ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x  "      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r 1ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x p#      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x ð$      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x P&      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x Ð'      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x 0)      ä Dy  �    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x `*      ä Dy  `    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x P+      ä Dy  p
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x @,      ä Dy  €	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x 0-      ä Dy  �    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x P.      ä Dy  p    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x @/      ä Dy  €    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x 00      ä Dy  �    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x  1      ä Dy       À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        ä r        â `{$*&\ 0ÿž Â `{',&\ 0ÿž Â r        â `{&\ 0ÿž B r        är "       ä r!        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        ä r "       â `{! &\ 0ÿž Â `{&\ 0ÿž B r        ä r        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        är#        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{""&\ 0ÿž B r        ä r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B y  ÀÒ       È  r%%     @  â y  @Ò       È  r     @  â #r%   %    È #r$$   %    â #r       Æ #r''    $    â y  €Ñ       È #r       â  r     @  Æ #r!        â #r       Æ  r	     @  â y  ÀÐ       È #r       â #r'       â  r     @  È #r       È #r""       â#r        Æ #r"    "    â #r
       â z4 d  ÿàñ Æ #r"       â z5 e  ÿä  Æ  x ÿG  @  È s     è   $ xÿ     Ê †y     â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ÀÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y4      %   ( y5      !   $ $z44    5Ž Ê z 4 h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  P4    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  €3    À ê Er 4       â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ xÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy   1    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x3ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  0/    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x2ÿ        ä x+   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  P-    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x1ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy   +    À ê Ay       € ê r+        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x-   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  °)    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy   (    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x'   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy  @&    À ê Ay       € ê r'        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  °$    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r +        È s         0 s +        b #t0   €?   È #r00       È #r0+   ÿ    È #r    +   È #r00       â GÉ  P     € ê/ r8 +       ä r%         ä x @      ä Dy  €#    À ê r0        ä Ay       € ê s         " Ey Ð     € î s ;        b #t   €?   È #r       È #r;   ÿ    È #r+    ;   È #r++       â GÉ  P     € ê/ r8 ;       ä r%         ä x 0      ä Dy  �"    À ê r+        ä Ay       € ê s         " Ey Ð     € î s 9        b #t   €?   È #r       È #r9   ÿ    È #r    9   È #r       â GÉ  P     € ê/ r8 9       ä r%         ä x        ä Dy   !    À ê r        ä Ay       € ê s         " Ey Ð     € î s 7        b #t&   €?   È #r&&       È #r&7   ÿ    È #r    7   È #r&&       â GÉ  P     € ê/ r8 7       ä r%         ä x       ä Dy  °     À ê r&        ä Ay       € ê !r-/        â Ey      € æ !r'        È !r         È s         0 s -        b #t,   €?   È #r,,       È #r,-   ÿ    È #r    -   È #r,,       â GÉ  P     € ê/ r8 -       ä r%         ä x 0      ä Dy  �    À ê r,        ä Ay       € ê s         " Ey Ð     € î s /        b #t   €?   È #r       È #r/   ÿ    È #r-    /   È #r--       â GÉ  P     € ê/ r8 /       ä r%         ä x        ä Dy       À ê r-        ä Ay       € ê s         " Ey Ð     € î s '        b #t.   €?   È #r..       È #r.'   ÿ    È #r    '   È #r..       â GÉ  P     € ê/ r8 '       ä r%         ä x       ä Dy  °    À ê r.        ä Ay       € ê s         " ¹z  F   
   â Ey Ð     € ì s         b #t   €?   È #r       È #r   ÿ    È #r/       È #r//       â GÉ  P     € ê/ r8        ä r%         ä x       ä Dy  °    À ê r/        ä Ay       € ê x5ÿ   4  â!t  €?     â x6    Â    ä r        â%z4 j  4Ž â !t  €¿     â r ÿ   pRú â !t   @     â r        Ä r        â `{;6Z 0ÿž B `{'6Z 0ÿž B r        â `{76Z 0ÿž B z84 b  ÿàù ä `{=6Z 0ÿž B !t"  €?     âr#        â !t    @     â r%        ä `{:"6Z 0ÿž Â r$ "       ä r!        ä z95 c  ÿä â  r;;     @  â
 r''     @  â r77     @  â r==     @  â !t  €¿     Ê r        är        är        ä `{6Z 0ÿž D `{6Z 0ÿž D `{6Z 0ÿž B `{<6Z 0ÿž B `{$$6Z 0ÿž Â `{ 6Z 0ÿž B r#        â y  @Ð       È #r!&   ;    â/#r;&   '    âr'        â #r7&   7    â#r<<&   =    â r& "       â #r::+   !    â r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y   Ñ       È #r:0   :    â #r$$+   ;    â Ey P    € ä  r::-     @  â x'   €?    ä x&   €?    â y  @Ð       È #r+   7    â#r<#+   <    â #r%%0   $    Æ #r!0   <    È #r,,   :    â #r=0       Æ#r%%.   ,    È #r/   %    È  x ÿG  @  È s     è   $ xÿ     Ê †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x        ä Dy  À    À ê Ay       € ê r&        ä Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x p       ä Dy  P    À ê Ay       € ê r'        ä Ay       € ê r 2ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x  "      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê r 1ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x p#      ä Dy  P    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x ð$      ä Dy  Ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x P&      ä Dy  p    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x Ð'      ä Dy  ð    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x 0)      ä Dy  �    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x `*      ä Dy  `    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x P+      ä Dy  p
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x @,      ä Dy  €	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x 0-      ä Dy  �    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x P.      ä Dy  p    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x @/      ä Dy  €    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x 00      ä Dy  �    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x  1      ä Dy       À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        ä r        â `{$*&\ 0ÿž Â `{',&\ 0ÿž Â r        â `{&\ 0ÿž B r        är "       ä r!        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        ä r "       â `{! &\ 0ÿž Â `{&\ 0ÿž B r        ä r        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        är#        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{""&\ 0ÿž B r        ä r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B y  ÀÒ       È  r%%     @  â y  @Ò       È  r     @  â #r%   %    È #r$$   %    â #r       Æ #r''    $    â y  €Ñ       È #r       â  r     @  Æ #r!        â #r       Æ  r	     @  â y  ÀÐ       È #r       â #r'       â  r     @  È #r       È #r""       â#r        Æ #r"    "    â #r
       â z4 d  ÿàñ Æ #r"       â z5 e  ÿä  Æ  x ÿG  @  È s     è   $ xÿ     Ê †y     â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x#!ÿÿÿÿÿàÿ Ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $ÀÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  À    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  à    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  P    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  p    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  Ð    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy       À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy       À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  p    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  €
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  �	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy       À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  �    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy  °    À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  Ð    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  à    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x   ÿG  @  Æ r   ÿ  Æ s       è   $ xÿ      Ê †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py €ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y4      %   ( y5      !   $ $z44    5Ž Ê z 4 h  pbð Ú M	        € ê Ez%  h      ä Ez8  m      ä s  %       0 s 8%        b #t%  €?    È #r         È #r 8   ÿ    È #r%    8   È #r         â G‰  0     € ê/ x p      ä Dy  04    À ê r         ä Ez%  i      ä Ez8  n      ä s %       0 s 8%        b #t%  €?   È #r       È #r8   ÿ    È #r%   8   È #r       â G‰        € ê/ x @      ä Dy  `3    À ê Er 4       â Ey �    € â Ez  k      ä x9   €?    â !t   ?     â x7   €?    Æ #t    ¿     â Ez  l      Æ !r         â Er         Æ s     P   d !t     ?     È #t     ¿    â !r  €     È/ !t*  €?     â x)ÛI@  @  â!t  €¿     ä  x**ÛI@  @  È  x(*   ?  @  âr *ÿ    Ðð â r**     0  Æ xÿ        Ò G‰  0    € ê  x(ƒù"> À@  â  x*ƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x À      ä Dy  à0    À ê Ay       € ê r7        ä Ay       € ê r )ÿ    Ðð â Ey °    € â !r          â !t   À     â  xÛI@  @  â x3ÿ        â  x)   ?  @  â r))     0  Ì G‰  0    € ê  x)ƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t  €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x �      ä Dy  /    À ê Ay       € ê r9        ä Ay       € ê r ÿ    Ðð âs      P   b  Ey °    € â  xÛI@  @  â  x   ?  @  â r     0  â x2ÿ        ä x+   €?    Ä x;   €?    Æ G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        ¢ #t  €?   È #r       â  r88     @  ÈO s 8        " #r8   ÿ    È #r   8   È #r       â G‰  0     € ê r%        ä x p      ä Dy  0-    À ê/ Ay       € ê r;        ä Ay       € ê r ÿ    Ðð âEy �    € â !r   €     â/  x   ?  @  â r     0  â x1ÿ        Ð G‰  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t  €?    È #r         â  r88     @  È/ s 8        " #r 8   ÿ    È #r    8   È #r        â G‰  0     € ê r%        ä x  
      ä Dy  €+    À ê Ay       € ê r+        ä Ay       € ê !t  €?     âEy Ð    € â  xÛI@  @  â!t  €¿     â  xÛI@  @  â x/   €?    ä x-   €?    â  x
   ?  @  âr ÿ    Ðð â r	     0  Ø G‰  0    € ê  x
ƒù"> À@  â  xƒù"> À@  â s  	       " Ey à     € î s8        ð s        b #t	  €?    È #r         â  r88     @  È/ s 8	       " #r 8   ÿ    È #r	    8   È #r        â G™  0     € ê r% 	       ä x       ä Dy  �)    À ê Ay       € ê r-        ä Ay       € ê r ÿ    Ðò â Ey �    € â !t   À     â  xÛI@  @  â  x   ?  @  â r     0  Ð G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey à     € î s8        ð s        b #t   €?   È #r        â  r88     @  È/ s 8       " #r 8   ÿ    È #r    8   È #r        â G©  0     € ê r%        ä x À      ä Dy  à'    À ê Ay       € ê r/        ä Ay       € ê r ÿ    Ðô âEy      € â  xÛI@  @  â  x   ?  @  â r     0  â x   €?    ä x'   €?    Ì G©  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t!  €?    È #r! !        â  r88     @  È/ s 8       " #r 8!   ÿ    È #r    8   È #r!        â G¹  0     € ê r%        ä x €      ä Dy   &    À ê Ay       € ê r'        ä Ay       € ê r ÿ    Ðö âEy p    € â  x   ?  @  â r      0  Ô G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         " Ey à     € î s8        ð s        b #t   €?   È #r       â  r88     @  È/ s 8        " #r8   ÿ    È #r    8   È #r       â GÉ  0     € ê r%         ä x       ä Dy  �$    À ê Ay       € ê r        ä Ay       € ê !r79        â Ey      € æ !r;        È !r +        È s         0 s +        b #t0   €?   È #r00       È #r0+   ÿ    È #r    +   È #r00       â GÉ  P     € ê/ r8 +       ä r%         ä x @      ä Dy  `#    À ê r0        ä Ay       € ê s         " Ey Ð     € î s ;        b #t   €?   È #r       È #r;   ÿ    È #r+    ;   È #r++       â GÉ  P     € ê/ r8 ;       ä r%         ä x 0      ä Dy  p"    À ê r+        ä Ay       € ê s         " Ey Ð     € î s 9        b #t   €?   È #r       È #r9   ÿ    È #r    9   È #r       â GÉ  P     € ê/ r8 9       ä r%         ä x        ä Dy  €!    À ê r        ä Ay       € ê s         " Ey Ð     € î s 7        b #t&   €?   È #r&&       È #r&7   ÿ    È #r    7   È #r&&       â GÉ  P     € ê/ r8 7       ä r%         ä x       ä Dy  �     À ê r&        ä Ay       € ê !r-/        â Ey      € æ !r'        È !r         È s         0 s -        b #t,   €?   È #r,,       È #r,-   ÿ    È #r    -   È #r,,       â GÉ  P     € ê/ r8 -       ä r%         ä x 0      ä Dy  p    À ê r,        ä Ay       € ê s         " Ey Ð     € î s /        b #t   €?   È #r       È #r/   ÿ    È #r-    /   È #r--       â GÉ  P     € ê/ r8 /       ä r%         ä x        ä Dy  €    À ê r-        ä Ay       € ê s         " Ey Ð     € î s '        b #t.   €?   È #r..       È #r.'   ÿ    È #r    '   È #r..       â GÉ  P     € ê/ r8 '       ä r%         ä x       ä Dy  �    À ê r.        ä Ay       € ê s         " ¹z  F   
   â Ey Ð     € ì s         b #t   €?   È #r       È #r   ÿ    È #r/       È #r//       â GÉ  P     € ê/ r8        ä r%         ä x       ä Dy  �    À ê r/        ä Ay       € ê x5ÿ   4  â!t  €?     â x6    Â    ä r        â%z4 j  4Ž â !t  €¿     â r ÿ   pRú â !t   @     â r        Ä r        â `{;6Z 0ÿž B `{'6Z 0ÿž B r        â `{76Z 0ÿž B z84 b  ÿàù ä `{=6Z 0ÿž B !t"  €?     âr#        â !t    @     â r%        ä `{:"6Z 0ÿž Â r$ "       ä r!        ä z95 c  ÿä â  r;;     @  â
 r''     @  â r77     @  â r==     @  â !t  €¿     Ê r        är        är        ä `{6Z 0ÿž D `{6Z 0ÿž D `{6Z 0ÿž B `{<6Z 0ÿž B `{$$6Z 0ÿž Â `{ 6Z 0ÿž B r#        â y  @Ð       È #r!&   ;    â/#r;&   '    âr'        â #r7&   7    â#r<<&   =    â r& "       â #r::+   !    â r         ä r!        â `{&6Z 0ÿž B `{%6Z 0ÿž Â `{#"6Z 0ÿž B r         ä `{! 6Z 0ÿž D `{=6Z 0ÿž B y   Ñ       È #r:0   :    â #r$$+   ;    â Ey @    € ä  r::-     @  â x'   €?    ä x&   €?    â y  @Ð       È #r+   7    â#r<#+   <    â #r%%0   $    Æ #r!0   <    È #r,,   :    â #r=0       Æ#r%%.   ,    È #r/   %    È  x  C  @  È s     é   $ †y 8    â GÙ  0    € ê  x**ƒù"> À@  â  x((ƒù"> À@  â s        b Ey à     € î s* *       ð s (       " #t!  €?   â/  r8*     @  Æ #r!       Æ s 8       " #r8   ÿ    È #r!   8   È #r!       â GÉ  0     € ê r%        ä x ð      ä Dy  °    À ê Ay       € ê r&        ä Ay       € ê r 3ÿ   pRø â Ey P    € Ø GÉ  0    € ê  x))ƒù"> À@  â  xƒù"> À@  â s        b Ey à     € î s) )       ð s        ¢ #t  €?   È/ #r       â  r8)     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  0     € ê r%        ä x `       ä Dy  @    À ê Ay       € ê r'        ä Ay       € ê r 2ÿ   pRø â Ey p    € â x   €?    ä x   €?    Ò GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        " Ey ð     € î s        ð s        b #t  €?   È #r       â  r8     @  È/ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x ð!      ä Dy  °    À ê r        ä Ay       € ê Ay       € ê r 1ÿ   pRø â Ey P    € Ø GÉ  0    € ê  xƒù"> À@  â  xƒù"> À@  â s        b Ey ð     € î s        ð s        ¢ #t  €?   È/ #r       â  r8     @  È_ s 8       " #r8   ÿ    È #r   8   È #r       â GÉ  @     € ê r%        ä x `#      ä Dy  @    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G‰  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s 	       b Ey ð     € î s        ð s        ¢ #t	  €?   È/ #r
       â  r8     @  È_ s 8	        " #r
8   ÿ    È #r	   8   È #r
       â G‰  @     € ê r% 	       ä x à$      ä Dy  À    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G™  0    € ê  xƒù"> À@  â  xƒù"> À@  â s	        b Ey ð     € î s        ð s        ¢ #t
  €?	   È/ #r	
   	    â  r8     @  È_ s 8        " #r	8   ÿ    È #r
	   8   È #r
   	    â G‰  @     € ê r%        ä x @&      ä Dy  `    À ê r        ä Ay       € ê Ay       € ê Ey p    € â x   €?    ä x   €?    â G©  0    € ê  xƒù"> À@  â  x
ƒù"> À@  â s        b Ey ð     € î s        ð s	 
       ¢ #t  €?   È/ #r       â  r8	     @  È_ s 8        " #r8   ÿ    È #r	   8   È #r	       â G‰  @     € ê r%        ä x À'      ä Dy  à    À ê r        ä Ay       € ê Ay       € ê Ey P    € â G¹  0    € ê  xƒù"> À@  â  xƒù"> À@  â s         b Ey ð     € î s        ð s        ¢ #t   €?   È/ #r       â  r8     @  È_ s 8         " #r8   ÿ    È #r    8   È #r       â G‰  @     € ê r%         ä x  )      ä Dy  €    À ê r        ä Ay       € ê Ay       € ê !r&'        â Ey      € æ !r        È !r        È s        p s         ¢ #t   €?   È/ #r         È #r    ÿ    È #r      È #r         â G‰  P     € êO r8        ä r%        ä x P*      ä Dy  P    À ê r         ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x @+      ä Dy  `
    À ê r        ä Ay       € ê s        b Ey Ð     € î s '        ¢ #t  €?   È/ #r       È #r'   ÿ    È #r   '   È #r       â G‰  P     € êO r8 '       ä r%        ä x 0,      ä Dy  p	    À ê r        ä Ay       € ê s        b Ey Ð     € î s &        ¢ #t  €?   È/ #r       È #r	&   ÿ    È #r	   &   È #r   	    â G‰  P     € êO r8 &       ä r%        ä x  -      ä Dy  €    À ê r        ä Ay       € ê !r	        â Ey      € æ !r	        È !r        È s	        p s         ¢ #t  €?	   È/ #r	   	    È #r	   ÿ    È #r
	      È #r
   	    â G‰  P     € êO r8        ä r%        ä x @.      ä Dy  `    À ê r        ä Ay       € ê s	        b Ey Ð     € î s         ¢ #t
  €?	   È/ #r		
   	    È #r	   ÿ    È #r
      È #r		
       â G‰  P     € êO r8        ä r%        ä x 0/      ä Dy  p    À ê r	        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t
  €?   È/ #r
       È #r   ÿ    È #r
      È #r

       â G‰  P     € êO r8        ä r%        ä x  0      ä Dy  €    À ê r
        ä Ay       € ê s        b Ey Ð     € î s         ¢ #t  €?   È/ #r       È #r   ÿ    È #r      È #r       â G‰  P     € êO r8        ä r%        ä x 1      ä Dy  �    À ê r        ä Ay       € ê r(        ä x&    Â    ä r)        ä r        Ä r* "       ä r+        â `{%(&\ 0ÿž B `{&\ 0ÿž Â r,         ä r-        ä r        â `{$*&\ 0ÿž Â `{',&\ 0ÿž Â r        â `{&\ 0ÿž B r        är "       ä r!        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        ä r "       â `{! &\ 0ÿž Â `{&\ 0ÿž B r        ä r        ä r        â `{&\ 0ÿž B `{&\ 0ÿž B r        är#        är        ä `{&\ 0ÿž B `{&\ 0ÿž B `{""&\ 0ÿž B r        ä r         är         ä `{&\ 0ÿž D `{&\ 0ÿž B y  ÀÒ       È  r%%     @  â y  @Ò       È  r     @  â #r%   %    È #r$$   %    â #r       Æ #r''    $    â y  €Ñ       È #r       â  r     @  Æ #r!        â #r       Æ  r	     @  â y  ÀÐ       È #r       â #r'       â  r     @  È #r       È #r""       â#r        Æ #r"    "    â #r
       â z4 d  ÿàñ Æ #r"       â z5 e  ÿä  Æ  x  C  @  Ì s     é   $ †y     â My        € ê xÿ   %  â Ey  0    € â x!ÿ   8  ä xÿ   ÿÀŽ ä x!!ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ Ä x#!ÿÿÿÿÿàÿ ä x ý   p@ø È x #ý   pDx Ú Â ÿ       â GÉ  €    € ê x 8  € Âù ä x %  € Âû È x      pµx Ú GI  @    € ê xÿ%ÿÿÿ8Èˆ Ú GÉ       € ê x 8  € Òû äx %  € Òù ä x 8  € Òý È xÿ@        Î GÉ  °    € ê xÿ8ÿÿÿÿÀŠ È x      r¥z Ú GY  `    € ê xÿ%ÿÿÿÿÀˆ È x      r…x Ú GI       € ê r #ÿ   pbø Ú B ÿ       â #È88  €_ÿ    â È Àÿÿÿ    ä r ÿ   pbø Ú #È%%  €_ÿ    â È@   ÿàÿ ä x:  €Àÿ¸Ž â Ey `    € â x!!�ÿÿÿÿàÿ ä r::%   ÿáÿ Æ $x!  €ÿ8Ž âs# :       " !r6:ÿ  €   â x!!   èÿ È r!   ÿàÿ â #t$#  €?6    È #r$#$   #    È #r#$   ÿ    È #r%6#       È #r%$%   #    È #r66%       È #r$6   %    Ê xÿ     È x!ÿ   ÿÀŽ È r!   ÿàÿ È x!ÿÿÿÿÿàÿ È x !þ   p`ø Ú GÉ       € ê x þ   pBø Ú GI  °    € ê x    pbø Ú GI  Ð    € ê x èÿÿÿpbø ä x   €ÿÀŽ Ö GÉ       € ê #r!$6   %À   âx    ÿàÿ â #r#$6   %€   â#r$$6   %@   â r ÿ   pRø ä x!!ÿÿ ÿÀŽ ä r #$    Ðû ä x!!  € ÿüŽ È r!   ÿ   È r ÿ   pRx ä rÿ   ÿáÿ äx      p•ø ä r ÿ   pRú ä xÿ       ä rÿ     € È rÿ   !  È x!ÿ     È x#   !øŽ È r#   ÿÀŽ È r!   ÿàÿ È r   ÿüŽ â Gy  @     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy       € ê r   ÿ¸Ž ä Ay       € ê Gy  €     € ê x%%   €8HŽ È x%  €ÿüŽ â Gy  P     € ê x%   €8HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r8%       ä Ay        € ê r$        ä x%         È Py $àÃÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y       !   $ $z     Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r         ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r
       â G‰  0     € ê/ x @      ä Dy  °    À ê r
         ä Er         â Ey p    € â Ez  k      ä x   €?    â !t    ?     â Er         ä x   €?    â #t   ¿    Ä !t	    ?     ä !r        â Ez  l      â #t
	   ¿
    ä s     P   $ !r  €     È !t  €?     â!t  €¿     Æ  xÛI@  @  â  xÛI@  @  È r ÿ    Ðð Ú G‰  @    € ê  x    ?  @  â xƒù"> À@  â r     0  â Ey      € â  x ƒù"> À@  â s        ð s	        0 s        b  r 	     @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r	       È #r	       â G‰  0     € ê x °      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â !r

        â !t   À     â  xÛI@  @  Ò G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â s 
    P   b  Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Î G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        ¢  r       @  Î s          " #t  €?   ÈO #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x        ä Dy  Ð    À ê/ r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey p    € â !r
  €     Ö/ G‰  @    € ê  x
ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  
       ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x °	      ä Dy  @    À ê r         ä Ay       € ê Ay       € ê !t   €?     âEy À    € â  xÛI@  @  â!t  €¿     â  x  ÛI@  @  â x
   €?    ä x   €?    ä r  ÿ    Ðð Ú G‰  @    € ê  x	 ƒù"> À@  â r       0  â x     ?  @  â Ey      € ä s        "  x ƒù"> À@  Î s	 	       ð s         b #t  €?   È #r       â  r 	      @  È/ s          " #r    ÿ    È #r	       È #r	       â G‰  0     € ê x �      ä Dy  `    À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey €    € â !t   À     â  xÛI@  @  Ô G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t
  €?	   È/ #r		
   	    È #r
 	   ÿ    È #r
       È #r
	   
    â G‰  0     € ê x 0      ä Dy  À    À ê r
         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey �    € â  xÛI@  @  â x   €?    ä x   €?    Ð G‰  @    € ê  xƒù"> À@  â r     0  â x   ?  @  â Ey      € â s         ä  xƒù"> À@  Ì s        0 s	        b  r       @  Î s          " #t  €?	   È/ #r		   	    È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê x à      ä Dy      À ê r         ä Ay       € ê Ay       € ê r ÿ    Ðð â Ey `    € Ø G‰  @    € ê  x	ƒù"> À@  â r     0  â x   ?  @  â Ey      € â s  	       ä  xƒù"> À@  Ì s        0 s        b  r       @  Î s          " #t  €?   È/ #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê x `      ä Dy  �    À ê r         ä Ay       € ê Ay       € ê !r        â Ey      € æ !r        È !r	        È s  	       0 s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x �      ä Dy  `    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x €      ä Dy  p
    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r   ÿ    È #r	      È #r       â G‰  P     € ê/ r         ä r 	       ä x p      ä Dy  €	    À ê r         ä Ay       € ê s  	       " Ey Ð     € î s 	        b #t	  €?    È #r         È #r    ÿ    È #r	       È #r        â G‰  P     € ê/ r         ä r 	       ä x `      ä Dy  �    À ê r         ä Ay       € ê !r 
        â Ey ð     € æ !r         È !r        È s         0 s         b #t	  €?    È #r	 	        È #r	   ÿ    È #r      È #r	       â G‰  @     € ê/ r         ä x p      ä Dy  €    À ê r         ä Ay       € ê s         " Ey À     € î s 
        b #t	  €?    È #r	 	        È #r 	
   ÿ    È #r    
   È #r		        â G‰  @     € ê/ r  
       ä x P      ä Dy       À ê r	         ä Ay       € ê s
        " Ey À     € î s         b #t  €?
   È #r

   
    È #r 
   ÿ    È #r       È #r

        â G‰  @     € ê/ r         ä x 0      ä Dy  À    À ê r
         ä Ay       € ê s         " ¹z  F   
   â Ey °     € ì s         b #t  €?    È #r         È #r    ÿ    È #r       È #r         â G‰  0     € ê/ r         ä x        ä Dy  Ð    À ê Ay       € ê !t  €¿     â!t  €?     â x    Â    â !t  €?     â!t   @     â r        ä r        Ä r        är        â `{#X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{%X 0ÿž Â r        ä r        ä r        ä `{$X 0ÿž D `{X 0ÿž B	 !t  €¿     âr        â !t!   @     â r        är        ä r        ä/ r        â `{X 0ÿž B r !       ä `{X 0ÿž Â `{X 0ÿž B r        ä `{X 0ÿž D `{X 0ÿž B r        äOr         ä r        ä� r        ä`{X 0ÿž B `{  X 0ÿž B `{X 0ÿž B r !       är !       ä r        â `{X 0ÿž F `{X 0ÿž B y  ÀÒ       È  r##     @  È #r#   #    È #r""   #    â y  @Ò       È  r$$     @  â #r%%   "    Æ #r   $    â y  @Ñ       È #r       â  r     @  Æ #r       â #r       â  r     @  ä  r	     @  â y  @Ð       È #r       â #r        Æ #r       â #r       Æ #r       â z  j      â #r       ä#r%
       ä %v `  Ž ä #r         Æ r   ÿàñ â  x    C  @  Æ r   ÿ  â s      é   ( †y     â My        € ê xÿ     â Ey  @    € â xÿ      ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð ä r        ä x ý   pDp  Ú ‚ ÿ       â G‰  €    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	  @    € ê xÿÿÿÿ È€ Ú G‰       € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  À      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  p    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	      € ê xÿÿÿÿÿàÿ ä r ÿ   pbò ä r ÿ   pbð Ö #˜  €_ÿ    ä  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž â Ey `    € â x�ÿÿÿÿàÿ ä r   ÿáÿ Æ $x   €ÿ Ž â s        " !rÿ  €   È #t  €?    È #r       È #r    ÿ    È #r        È #r       â x   èÿ Æ #r        â r   ÿàÿ Æ #r        Ê xÿ      È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  Ð    € ê x èÿÿÿpbð ä x     €ÿÀŽ Ö G‰       € ê #r   À   âx    ÿàÿ â#r   €   â#r   @   â r ÿ   pRô äxÿÿ ÿÀŽ ä r ÿ   pRò ä x  € ÿüŽ Ä rÿ   ÿáÿ ä r   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ     Ä x      p5p  ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r     ÿüŽ â Gy  @     € ê x     €ÿÀŽ È x    €ÿüŽ â Gy       € ê r     ÿ¸Ž ä Ay       € ê Gy  €     € ê x    € HŽ È x    €ÿüŽ â Gy  P     € ê x    € HŽ â Gy  0     € ê y    Àÿ    " Gy       € ê !r         ä Ay        € ê x         È Py �ÜÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er        ä Er         ä Ez  l      â !t   ?     â x"    Â    â !t    ?     â Ez   k      â #t   ¿    Ä #t   ¿    ä !r        ä !r         ä s     P   0 s     P   b !t  €¿     â!t  €?     È r        är        â !t  €¿     â/!t  €?     âr        â !t    @     â `{$"X 0ž B `{"X 0*ž B `{"X 0(ž B r        ä r        är        är!        ä `{"X 0ž B `{"X 0&ž B r
        Ì `{

"X 0ž B `{ "X 0ž B z   o      â !r  €     â !r  €     ä x  ð#tI Ðð â !t   €?     â !t  €?     ä z#ÿ o €    Ê  x#   À  @  â x#   A  @  â!t#  @@     ä#r#        â#r#       Æ #r        â#r!       â/  x#  €À  @  â!t#   @     Æ #r         â#r!       â #r,      â!t  €?    â!t  €?    â#r#      â r,,     @  â #r!      â#r      â  r##     @  â#t  €?,    â  r!     @  â  r,     @  â #t  €?#    â r!        â #t  €?    â #t  €?,    â r        â y   Ñ       È  r$ $     @  â r      @  â r, %     @  ä #r   $    â#r*       â#r,   ,    ä #r       ä#r	   ,    â y  @Ð       È  r      @  â!t   €?    â r      @  â r$      @  â #r       â!r       â#r&       â#r$   $    â #r
       â!r
       â#r       â#r$   $    â#r	(       â #r
       â#r
       âr        â #r
   $    â r        â!t   @     â r        Ä `{"X 0#ž B r        ä `{"X 0$ž B r         ä r        ä `{"X 0&ž B r        â `{"X 0%ž B r        ä r         ä `{  "X 0(ž B `{"X 0*ž B r        är        ä `{"X 0'ž D `{"X 0,ž D `{"X 0)ž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+      @  â r-      @  â r# #     @  ä #r   +    â#r   -    â#r#$   #    â !t  €?    â #r       â#r       â#r&&   #    â y   Ñ       È #r
       â#r
       â#r%
%   &    â !r       â r     @  â r     @  â r%     @  â #r
        â#r!
!       â#r	
(   	    â y  €Ð       È  r     @  â r     @  â r*     @  â #r       â#r!       â#r		       â #r        â#r        â#r  '       â #r       â#r       â#r       â#r,        â #r       â!r       â #r
       â#r
       â #r   	    â #r

)       â #r       â#r       âxÿ     â #r
       â  x  C  @  â  x   C  @  â $|   ÿŽ â  x  C  @  â %|   ÿ Ž Ä s     é   $ $|   Ž â z `  ÿ€ â ‚x @3       ä |       ä s       é   b r   ÿàÿ È z a    Æ s     é   ¤ %x   Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È/ x@3      ä x ÿÿ  ÿÀŽ ÈO t ÿÿ      È xT      Ê †y     â My        € ê xÿ     ä xÿ      ä x
ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   
èÿ È r   ÿàÿ â #t  €?	    È/ #r       È #r    ÿ    È #r	        È #r       È #r	        È #r       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r    À   âx	    ÿàÿ â#r   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r    €   â r 	ÿ   pRò ä x  € ÿüŽ ä r	ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        â x         È Py ÐëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er        ä Er         ä Ez  l      â !t   ?     â x"    Â    â !t    ?     â Ez   k      â #t   ¿    Ä #t   ¿    ä !r        ä !r         ä s     P   0 s     P   b !t  €¿     â!t  €?     È r        är        â !t  €¿     â/!t  €?     âr        â !t    @     â `{$"X 0ž B `{"X 0*ž B `{"X 0(ž B r        ä r        är        är!        ä `{"X 0ž B `{"X 0&ž B r
        Ì `{

"X 0ž B `{ "X 0ž B z   o      â !r  €     â !r  €     ä x  ð#tI Ðð â !t   €?     â !t  €?     ä z#ÿ o €    Ê  x#   À  @  â x#   A  @  â!t#  @@     ä#r#        â/#r#       Æ #r        â#r!       âO  x#  €À  @  â!t#   @     Æ #r         â#r!       â #r,      â!t  €?    â!t  €?    â#r#      â r,,     @  â #r!      â#r      â  r##     @  â#t  €?,    â  r!     @  â  r,     @  â #t  €?#    â r!        â #t  €?    â #t  €?,    â r        â y   Ñ       È  r$ $     @  â r      @  â r, %     @  ä #r   $    â#r*       â#r,   ,    ä #r       ä#r	   ,    â y  @Ð       È  r      @  â!t   €?    â r      @  â r$      @  â #r       â!r       â#r&       â #r	(       â#r
       â!r
       â#r       â #r$   $    â !t   @     â r        â #r
       â#r$   $    â r        â #r
       âr        â #r
   $    â r        Ä `{"X 0#ž B `{"X 0$ž B r         ä r        ä `{"X 0&ž B r        â `{"X 0%ž B r        ä r         ä `{  "X 0(ž B r        â `{"X 0*ž B r        ä `{"X 0'ž D `{"X 0,ž D `{"X 0)ž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+      @  â r-      @  â r# #     @  ä #r   +    â#r   -    â#r#$   #    ä #r       â#r       â#r&&   #    â !t  €?    â y   Ñ       È #r
       â#r
       â#r%
%   &    â#r
        â  r     @  â!r       â r     @  â r%     @  â #r!
!       â#r	
(   	    â y  @Ð       È  r     @  â#r       â#r!       â#r		       â #r        â #r       â r*     @  â r     @  â #r       â#r       â #r '       â#r        â !r       â#r   	    â #r,       â#r       â #r
       âxÿ     â #r 
)       â#r
       â #r       â$|   ÿŽ â #r         â#r       â  x  C  @  â $|   Ž â  x    C  @  â  x  C  @  â %|   ÿ Ž â ‚x @3       â s     é   " |       Ä z `  ÿ€ ä r   ÿàÿ Æ s       é   b z a    Ê %x   Ž ä s     é   ¢ xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È/ x@3      ä x ÿÿ  ÿÀŽ ÈO t  ÿÿ      È xT       Ê †y     â My        € ê xÿ     ä xÿ      ä x
ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   
èÿ È r   ÿàÿ â #t  €?	    È/ #r       È #r    ÿ    È #r	        È #r       È #r	        È #r       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r    À   âx	    ÿàÿ â#r   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r    €   â r 	ÿ   pRò ä x  € ÿüŽ ä r	ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        â x         È Py ÐëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er        ä Er         ä Ez  l      â !t   ?     â x"    Â    â !t    ?     â Ez   k      â #t   ¿    Ä #t   ¿    ä !r        ä !r         ä s     P   0 s     P   b !t  €¿     â!t  €?     È r        är        â !t  €¿     â/!t  €?     âr        â !t    @     â `{$"X 0ž B `{"X 0*ž B `{"X 0(ž B r        ä r        är        är!        ä `{"X 0ž B `{"X 0&ž B r
        Ì `{

"X 0ž B `{ "X 0ž B z   o      â !r  €     â !r  €     ä x  ð#tI Ðð â !t   €?     â !t  €?     ä z#ÿ o €    Ê  x#   À  @  â x#   A  @  â!t#  @@     ä#r#        â/#r#       Æ #r        â#r!       âO  x#  €À  @  â!t#   @     Æ #r         â#r!       â #r,      â!t  €?    â!t  €?    â#r#      â r,,     @  â #r!      â#r      â  r##     @  â#t  €?,    â  r!     @  â  r,     @  â #t  €?#    â r!        â #t  €?    â #t  €?,    â r        â y   Ñ       È  r$ $     @  â r      @  â r, %     @  ä #r   $    â#r*       â#r,   ,    ä #r       ä#r	   ,    â y  @Ð       È  r      @  â!t   €?    â r      @  â r$      @  â #r       â!r       â#r&       â #r	(       â#r
       â!r
       â#r       â #r$   $    â !t   @     â r        â #r
       â#r$   $    â r        â #r
       âr        â #r
   $    â r        Ä `{"X 0#ž B `{"X 0$ž B r         ä r        ä `{"X 0&ž B r        â `{"X 0%ž B r        ä r         ä `{  "X 0(ž B r        â `{"X 0*ž B r        ä `{"X 0'ž D `{"X 0,ž D `{"X 0)ž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+      @  â r-      @  â r# #     @  ä #r   +    â#r   -    â#r#$   #    ä #r       â#r       â#r&&   #    â !t  €?    â y   Ñ       È #r
       â#r
       â#r%
%   &    â#r
        â  r     @  â!r       â r     @  â r%     @  â #r!
!       â#r	
(   	    â y  @Ð       È  r     @  â#r       â#r!       â#r		       â #r        â #r       â r*     @  â r     @  â #r       â#r       â #r '       â#r        â !r       â#r   	    â #r,       â#r       â #r
       âxÿ     â #r 
)       â#r
       â #r       â$|   ÿŽ â #r         â#r       â  x  C  @  â $|   Ž â  x    C  @  â  x  C  @  â %|   ÿ Ž â ‚x @3       â s     é   " |       Ä z `  ÿ€ ä r   ÿàÿ Æ s       é   b z a    Ê %x   Ž ä s     é   ¢ xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È/ x@3      ä x ÿÿ  ÿÀŽ ÈO t  ÿÿ      È xT       Ê †y     â My        € ê xÿ     ä xÿ      ä x
ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   
èÿ È r   ÿàÿ â #t  €?	    È/ #r       È #r    ÿ    È #r	        È #r       È #r	        È #r       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r    À   âx	    ÿàÿ â#r   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r    €   â r 	ÿ   pRò ä x  € ÿüŽ ä r	ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        â x         È Py ÐëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er        ä Er         ä Ez  l      â !t   ?     â x"    Â    â !t    ?     â Ez   k      â #t   ¿    Ä #t   ¿    ä !r        ä !r         ä s     P   0 s     P   b !t  €¿     â!t  €?     È r        är        â !t  €¿     â/!t  €?     âr        â !t    @     â `{$"X 0ž B `{"X 0*ž B `{"X 0(ž B r        ä r        är        är!        ä `{"X 0ž B `{"X 0&ž B r
        Ì `{

"X 0ž B `{ "X 0ž B z   o      â !r  €     â !r  €     ä x  ð#tI Ðð â !t   €?     â !t  €?     ä z#ÿ o €    Ê  x#   À  @  â x#   A  @  â!t#  @@     ä#r#        â#r#       Æ #r        â#r!       â/  x#  €À  @  â!t#   @     Æ #r         â#r!       â #r,      â!t  €?    â!t  €?    â#r#      â r,,     @  â #r!      â#r      â  r##     @  â#t  €?,    â  r!     @  â  r,     @  â #t  €?#    â r!        â #t  €?    â #t  €?,    â r        â y   Ñ       È  r$ $     @  â r      @  â r, %     @  ä #r   $    â#r*       â#r,   ,    ä #r       ä#r	   ,    â y  @Ð       È  r      @  â!t   €?    â r      @  â r$      @  â #r       â!r       â#r&       â#r$   $    â #r
       â!r
       â#r       â#r$   $    â#r	(       â #r
       â#r
       âr        â #r
   $    â r        â!t   @     â r        Ä `{"X 0#ž B r        ä `{"X 0$ž B r         ä r        ä `{"X 0&ž B r        â `{"X 0%ž B r        ä r         ä `{  "X 0(ž B `{"X 0*ž B r        är        ä `{"X 0'ž D `{"X 0,ž D `{"X 0)ž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ñ       È  r+      @  â r-      @  â r# #     @  ä #r   +    â#r   -    â#r#$   #    â !t  €?    â #r       â#r       â#r&&   #    â y   Ñ       È #r
       â#r
       â#r%
%   &    â !r       â r     @  â r     @  â r%     @  â #r
        â#r!
!       â#r	
(   	    â y  €Ð       È  r     @  â r     @  â r*     @  â #r       â#r!       â#r		       â #r        â#r        â#r  '       â #r       â#r       â#r       â#r,        â #r       â!r       â #r
       â#r
       â #r   	    â #r

)       â #r       â#r       âxÿ     â #r
       â  x  C  @  â  x   C  @  â $|   ÿŽ â  x  C  @  â %|   ÿ Ž Ä s     é   $ $|   Ž â z `  ÿ€ â ‚x @3       ä |       ä s       é   b r   ÿàÿ È z a    Æ s     é   ¤ %x   Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È/ x@3      ä x ÿÿ  ÿÀŽ ÈO t ÿÿ      È xT      Ê †y     â My        € ê xÿ     ä xÿ      ä x
ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   
èÿ È r   ÿàÿ â #t  €?	    È/ #r       È #r    ÿ    È #r	        È #r       È #r	        È #r       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r    À   âx	    ÿàÿ â#r   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r    €   â r 	ÿ   pRò ä x  € ÿüŽ ä r	ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        â x         È Py ÐëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  @    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{

/X 0ž B `{,/X 0*ž B `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B z	  o      â !r  €     Æ x 	ð#tI Ðð â !r  €     â !t.  €?     ä z	ÿ o €    â !t  €?     È/  x	   À  @  â x	   A  @  Æ #r	.       â#r	       Æ #r/.       âO#r0       â  x	  €À  @  â!t	   @     â!t	  @@     ä #r	./       â!t.  €?    â #r0       â #r0      â!t  €?    â #r4      â#r/.      â r00     @  â #r2      â  r44     @  â  r/./     @  â#t  €?0    â  r2     @  â #t  €?4    â #t.  €?/    Ä #t  €?    â y  ÀÐ       È  r.	
     @  â!t
	  €?    â r	     @  â r	     @  â r0	     @  â #r,   .    â!r
       â#r+       â  r	     @  â #r(       â!r
       â#r'       â #r0-   0    â#r*       â #r
$       â r	     @  â#r5
#       â  r	     @  â r	     @  â #r       â#r        â#r!       â#r0)   0    â#r       â#r       â #r       â#r       â #r
       â!t  €?     â#r4
       â !t   @     â !t  €¿     â #r1
%   0    â #r0       âx.    Â    â #r&       â #r2
       â r        Ä r        â #r3
"       â r        ä r        ä r        ä r!        är%        Ä `{.X 0ž B r         är(        ä `{.X 0ž B `{.X 0ž B r$        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž Â `{((.X 0*ž B r,        Ì `{,,.X 0.ž B  r2     @  â#r0
   0    â !t2  €?    â r4     @  â#r       â r     @  â r0     @  â!r02       â #r1       â#r3       â#r5       â !r00       â ¹z  j      Ä ™x?    È ™x?    ä ™x     â y   Ñ       È  r	     @  â r	     @  â r2	     @  â r	     @  â #r       â r     @  â#r2   2    â#r       â#r       â r     @  â r     @  â r     @  â y  @Ð       È #r	       â#r        â#r	       â#r	       â#r(       â #r
$       â #r	       â #r2!   2    â#r"       â #r       â #r
,       â#r#       â#r)       â#r*       â #r0       â #r%
%   2    â #r++       â #r
'       â#r
&       â x  C  @  â #r%%       â#r-
-       â#r       â#r+
/   +    â#r       â #r
.       â #r%0-   %    â#r0+       âs     é   â #r0       â  x%%  C  @  â  x  C  @  â xÿ     â  x  C  @  Æ s% %    é   b $|   ÿŽ ä%|   ÿ Ž È $|   Ž â s     é   " z `  ÿ€ â ¹z  F   
   ä r   ÿàÿ È s     é   ¢ z a    ä x%%ÿÿ  ÿÀŽ Æ/ %x    Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ È x @3       ä xÿÿ  ÿÀŽ ÈO x%@3  %    È x%%T       Ê †y %    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py PêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      ä Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x @      ä Dy  P    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     â x/    Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r        ä s     P   0 s     P   b !t
  €¿     â!t  €?     â!t   @     â r        Ä r 
       ä r        â !t  €¿     â/ r        är        ä r        är        Ä r        ä `{
/X 0
ž B `{,/X 0*ž Â `{(/X 0&ž Â `{$/X 0"ž Â `{/X 0ž B `{ /X 0ž B `{/X 0ž B r        ä r        Ì `{/X 0ž B	 z	  o      â !r  €     â !r  €     ä x 	ð#tI Ðð â !t.  €?     â !t2  €?     ä z	ÿ o €    Ê  x0	   À  @  â x	   A  @  Æ #r	.   0    â/#r0	2   0    â x	  €À  @  äO#r.       â#r020       â !t	   @     â�!t	  @@     â #r	.       â#r20       â !t.  €?    â #r0      â!t  €?    Ä #r1.      â r00     @  â#r/      â#r2      ä #t  €?0    â  r.1     @  â  r//     @  â  r22     @  ä#t.  €?    â #t  €?/    â #t  €?2    â y  ÀÐ       È  r.	     @  â r0	     @  â!t	  €?    â r	
     @  â r
	     @  â r	     @  â !r       â#r*       â#r+   
    â#r0-   0    â!r
       â#r&       â#r'       â#r,   .    â #r2)   0    â #r4
"       â#r
#       â  r	     @  â r	     @  â r	     @  â y  @Ð       È #r        â#r!       â#r       â#r       â #r       â#r       â#r       â !t   @     â!t  €¿     â x.    Â    â #r
       â!t  €?     â #r1       â#r(       â #r2
%   2    â#r3
       â#r5
       âr        â #r0
$       â r        Ä r        ä r        ä r        ä r!        är%        ä `{.X 0ž B r         ä r$        är,        ä `{.X 0ž B `{.X 0ž B r(        ä r)        är-        ä `{.X 0ž B `{  .X 0"ž B `{$$.X 0&ž B `{((.X 0*ž D `{,,.X 0.ž B  r3     @  â #r
   1    â  r     @  â r55     @  â#r00       â r     @  â #r44       â#r22   5    â!t  €?    â#r       â ¹z  j      Ä !r       â ™x?    Æ !r       â ™x?    ä ™x     â y  €Ñ       È  r	     @  â r	     @  â r	     @  â r	     @  â #r       â#r       â#r       â#r       â y  ÀÐ       È  r     @  â r     @  â r     @  â r     @  â #r	       â#r	       â#r	       â#r!       â#r	       â #r        â#r"       â#r#       â #r
%       â#r))       â#r(       â#r*       â #r
&       â #r++       â #r
'       â#r
$       â#r   2    â#r)
-   )    â#r   4    â#r
.       â#r	       â#r+
/   +    â#r   0    â #r
,       â xÿ     â $|   ÿŽ â #r)       â#r       â#r	+   	    â#r       â $|   Ž â  x  C  @  â  x  C  @  â  x		  C  @  â  x  C  @  â %|   ÿ Ž â ¹z  F   
   â s     é   & z `  ÿ€ Ä r   ÿàÿ Æ s     é   b z a    Ê %x    Ž ä s	 	    é   ¢ xÿÿ  ÿÀŽ Î s     é   " xÿÿ  ÿÀŽ ä/ x 	ÿÿ  ÿÀŽ ÈO x @3       ä xÿÿ  ÿÀŽ È x@3      È xT       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x	�ÿÿÿÿàÿ ä s        b  !r
ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t	  €?
    È/ #r	       È #r   ÿ    È #r	
       È #r	       È #r	
       È #r	       Ê xÿ     È xÿ   ÿÀŽ È r
   ÿàÿ È x
ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r	   À   âx
    ÿàÿ â#r	   @   âr 
ÿ   pRô äxÿÿ ÿÀŽ â #r	   €   â r 
ÿ   pRò ä x  € ÿüŽ ä r	
ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â r        ä x         È Py @êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð	    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    â x    Â    â !r	        ä !r!        ä s     P   0 s !    P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê !t   @     â!t  @@     â x   À  @  â x   A  @  ä #r!      â#r       â#r       â #r       â  r!     @  â #r       â#r       â  r       @  â #t!  €?    â!t!  €?    â !t!  €?    â  x  €À  @  Ä #r#      â#r!      â #t  €?     â #r       â#r       â  r!     @  â r##     @  âr        ä #t!  €?    â #t  €?#    â y  @Ð       È  r
     @  â r
     @  â r     @  â r     @  ä #r
   
    âr        â #r       â !t   @     â #r#       â r        â #r%       âr        â!t   @     â r        â #r       â r        â #r    
    âr        â #r!       â `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   #    â !t	  €?    â ¹z  j      ä ™x?    â !r		       Æ ™x?    â !r	       â ™x     â y  €Ñ       È  r	     @  â r     @  â #r"   %    â#r   $    â #r	   	    â#r       â y  ÀÐ       È #r	   	    â#r       Æ #r   	    â  r     @  â #r       â  r     @  â #r!   !    â !t  €?    â  r	     @  â r     @  â #r        â #r
       â#r       â !r       â #r
!   	    â#r       â #r       â#r       â #r"   
    â!r       â#r       â#r       â #r       â xÿ     â #r       Ä #r       ä  x ÿG  @  â $|   ÿŽ â x ÿG  @  â %|   ÿ Ž Æ s     è   â $|   Ž â z b  ÿ€ È r   ÿàÿ ä s     è   $ z c    Ê %x    Ž â xT      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  P    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  p
    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     ä !t   ?     â Ez  l      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r	        är        â!t  €¿     â/r        â !t  €?     â!t   @     â r        â `{
Z 0ÿž B r        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð ä !t  €?     ä zÿ o €    â !t  €?     È  x   À  @  â!t	   @     â!t  @@     â x"   A  @  â#r        â#r       â/#r	      â  x  €À  @  â #r     "    â#r"   "    â  r     @  â #r	      Ä #r"       â #t  €?    â r     @  â!t  €?    â !t  €?    Æ #r$	      â#r!	      â #r        â #t	  €?    â  r$$     @  â  r!     @  Æ #t  €?$    â #t  €?    â r        ä r        â y  €Ð       È  r
     @  â r
     @  â !t  €?    È !r       â #r       â#r   
    â r      @  â !r       â#r       â#r$       â #r         âr
        â !t   @     â r        â r!     @  â r        Ä r        â #r"       â `{Z 0ÿž B `{

Z 0ÿž B r        â #r!   !    â #r$   $    â r        ä r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ò       È  r     @  â r#     @  Æ #r       â#r#
   #    â y   Ñ       È #r       â#r   #    Æ #r
       â#r       â  r     @  â !t  €?    â #r   !    â  r     @  â #r         â !r	       â y  @Ð       È #r       â  r	     @  â r		
     @  â #r       â#r         â #r       â #r       â#r       â#r     	    â #r       â #r"       â!r       â #r       â#r$        â #r       â xÿ      â #r       Ä #r       ä  x ÿG  @  â $|    ÿŽ â x	 ÿG  @  â %|    ÿ Ž Æ s     è   " $|   Ž â z b  ÿ€ È r   ÿàÿ ä s	 	    è   d z c    ä z ÿ p  pRð Æ %x   Ž â x ÿ
     È r ÿ       ä xÿ
   	  ä/ r   ÿüŽ ä rÿ       È r	   ÿüŽ È xT      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        â$rÿÿ    Ž â r        â !t  €¿     â/!t   @     âr        â !t  €?     ä r        â `{X 0ÿž B r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r	  €     Æ x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t	  €?     â!t  €?     â/ !t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       â#r	       â r        â $rÿÿ    Ž â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž Â `{#X 0ÿž B !t   @     Ê r        är        ä/ r        äO r        â� $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  €Ò       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y  ÀÑ       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       â  r#     @  Æ #r       â #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ
     È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  P    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  p
    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     ä !t   ?     â Ez  l      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r	        är        â!t  €¿     â/r        â !t  €?     â!t   @     â r        â `{
Z 0ÿž B r        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð ä !t  €?     ä zÿ o €    â !t  €?     È  x   À  @  â!t	   @     â!t  @@     â x"   A  @  â#r        â#r       â/#r	      â  x  €À  @  â #r     "    â#r"   "    â  r     @  â #r	      Ä #r"       â #t  €?    â r     @  â!t  €?    â !t  €?    Æ #r$	      â#r!	      â #r        â #t	  €?    â  r$$     @  â  r!     @  Æ #t  €?$    â #t  €?    â r        ä r        â y  €Ð       È  r
     @  â r
     @  â !t  €?    È !r       â #r       â#r   
    â r      @  â !r       â#r       â#r$       â #r         âr
        â !t   @     â r        â r!     @  â r        Ä r        â #r"       â `{Z 0ÿž B `{

Z 0ÿž B r        â #r!   !    â #r$   $    â r        ä r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ò       È  r     @  â r#     @  Æ #r       â#r#
   #    â y   Ñ       È #r       â#r   #    Æ #r
       â#r       â  r     @  â !t  €?    â #r   !    â  r     @  â #r         â !r	       â y  @Ð       È #r       â  r	     @  â r		
     @  â #r       â#r         â #r       â #r       â#r       â#r     	    â #r       â #r"       â!r       â #r       â#r$        â #r       â xÿ      â #r       Ä #r       ä  x  C  @  â $|    ÿŽ â x	  C  @  â %|    ÿ Ž Æ s     é   " $|   Ž â z b  ÿ€ È r   ÿàÿ ä s	 	    é   d z c    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   ärÿ       È r     ÿüŽ ä x	   ÿ   ä/r	ÿ       È r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   ärÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  à    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        ä r        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{ Z 0ÿž B r        â `{#Z 0ÿž B r        ä `{Z 0ÿž B r        â `{Z 0ÿž B r        È `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?    â !t	  €?    â!t	  €?     â z
ÿ o €    â !t  €?     È !t
   @     â!t
  @@     â x
   À  @  Æ #r      â/#r	      â#r      â#r      â  x
   A  @  â#r
       â#r
       â  r     @  â  x
  €À  @  â #r       â!t
   @     â  r	     @  â #t  €?    â !t  €¿     â #r       â #r       âr        â #t		  €?    â  r     @  âr 
       â  r     @  â r 
       â #r       â r        â #t  €?    â r        â `{Z 0ÿž Â `{Z 0ÿž Â `{Z 0ÿž B r        â #t  €?    ä `{Z 0ÿž B `{Z 0ÿž B `{!
Z 0ÿž B y  €Ñ       È  r     @  È #r        È #r##       â  r     @  â y   Ñ       È #r       â r        Æ #r       â r        Ì `{\ 0ÿž B `{ \ 0ÿž B `{\ 0ÿž B	 `{
\ 0ÿž Â r        È `{\ 0ÿž B !t  €?    È/ !r       ÈO !r       â y  @Ñ       È  r     @  â #r"   #    â#r       ä #r       â  r	"     @  â� r        ä#r       â r 
       ä r        â y   Ñ       È #r!       È #r       â r        Æ #r       â r        È `{\ 0ÿž B y  ÀÐ       È  r     @  È #r!        ä `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  @Ñ       È #r    !    â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž B r        ä r        â `{#Z 0ÿž B `{Z 0ÿž Ä `{$Z 0ÿž Â `{\ 0ÿž B r        är        är        â/ `{\ 0ÿž J `{Z 0ÿž B `{\ 0ÿž B r 
       ÈO `{\ 0ÿž B y  ÀÒ       È  r     @  â #r        â !t
  €?    â ¹z  j      ä ™x?    â #r       Æ ™x?    ä ™x     â y   Ò       È #r       â  r     @  Æ #r       â #r       Æ  r	     @  â!r		
       Æ #r       â !r	       â y   Ñ       È #r!       È #r"       â  r#     @  Æ/ #r       â  r     @  â #r$       ÈO #r       â y  @Ð       È #r       â #r       Æ #r       â xÿ     â #r       ä #r       ä x ÿG  @  â $|   ÿŽ â #r       Æ $|	   Ž â  x ÿG  @  â s     è   â %|   ÿ Ž Ê z b  ÿ€ ä s     è   " r	   ÿàÿ È z c    Ê %x    Ž â xT      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py �ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        ä r        â !t  €?     â/ r        â `{Z 0ÿž B r        â $rÿÿ    Ž â `{ Z 0ÿž B r        â `{#Z 0ÿž Â `{Z 0ÿž B r        â `{Z 0ÿž B r        È `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?    â !t	  €?    â!t	  €?     â z
ÿ o €    â !t  €?     È !t
   @     â!t
  @@     â x
   À  @  â x
   A  @  ä/#r      âO#r	      â#r      â#r      â #r
       â#r
       â x
  €À  @  â !t
   @     â #r       â  r	     @  â  r     @  â r        â #r       â #r       â #t		  €?    â r 
       â#t  €?    â r 
       â !t  €¿     â  r     @  â  r     @  â `{Z 0ÿž Â `{Z 0ÿž Â #r       â $rÿÿ    Ž â `{Z 0ÿž B #t  €?    â r        â#t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž D `{!
Z 0ÿž B y  €Ñ       È  r     @  È #r        âr        â  r     @  ä #r##       â r        â y   Ñ       È #r       â `{\ 0ÿž B `{ \ 0ÿž D #r       ä `{\ 0ÿž B `{
\ 0ÿž Â r        È `{\ 0ÿž B !t  €?    È/ !r       ÈO !r       â r        â� y  @Ñ       È  r     @  â #r"   #    â#r       ä #r       â  r	"     @  â $rÿÿ   
 Ž â r        â #r       â y   Ñ       È #r!       È #r       â r        Æ #r       â r        È `{\ 0ÿž B y  ÀÐ       È  r     @  È #r!        ä `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  @Ñ       È #r    !    â !t   @     â r        ä r 
       â/ $rÿÿ    Ž â r        â `{!\ 0ÿž B `{"\ 0ÿž Â r        â `{#Z 0ÿž B `{Z 0ÿž Ä `{$Z 0ÿž Â `{\ 0ÿž B r        är        är        â/ `{\ 0ÿž B r 
       ÈO `{Z 0ÿž B `{\ 0ÿž B `{\ 0ÿž B y  ÀÒ       È  r     @  â #r        â !t
  €?    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ò       È #r       â y  ÀÑ       È #r       â  r     @  Æ #r       â #r       Æ  r	     @  â!r		
       Æ #r       â !r	       â y   Ñ       È #r!       â  r#     @  Æ/ #r"       â  r     @  â #r$       äO #r       ä #r       â y  @Ð       È #r       â #r       Æ #r       â xÿ      â #r       ä #r       ä x	 ÿG  @  ä #r       â $|    ÿŽ Æ  x ÿG  @  â s	 	    è   " $|   Ž ä %|    ÿ Ž Ê s     è   b z b  ÿ€ ä r   ÿàÿ È z c    ä z ÿ p  pRð ä x ÿ   	  â %x   Ž â x		   ÿ   ä r  ÿ       ä xÿ     Ä/ x   ÿ   ä rÿ       ä r  	   ÿüŽ ä r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â ˆ Àÿÿÿ    â #ˆ  €_ÿ    â #˜  €_ÿ    ä ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ðêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  p	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ     ä x    ÿ   ä rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        â $rÿÿ    Ž â r        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{ Z 0ÿž B r        â `{#Z 0ÿž B r        ä `{Z 0ÿž B r        â `{Z 0ÿž J `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?    â !t	  €?    â!t	  €?     â z
ÿ o €    â !t  €?     È !t
   @     â!t
  @@     â x
   À  @  â x
   A  @  ä/#r      âO#r	      â#r      â#r      â #r
       â#r
       â x
  €À  @  â !t
   @     â #r       â  r	     @  â  r     @  â r        â #r       â #r       â #t		  €?    â #t  €?    â r 
       â!t  €¿     â r 
       â  r     @  â  r     @  â `{Z 0ÿž Â `{Z 0ÿž Â #r       â r        â `{Z 0ÿž B #t  €?    â r        â#t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž D `{!
Z 0ÿž B y  ÀÑ       È  r     @  È #r        â r        Æ #r##       â r        â y   Ñ       È  r     @  â `{\ 0ÿž B `{ \ 0ÿž D #r       È #r       ä `{\ 0ÿž B `{
\ 0ÿž Â $rÿÿ    Ž È `{\ 0ÿž B !t  €?    È/ !r       ÈO !r       â r        â� y  @Ñ       È  r     @  â #r"   #    â#r       ä #r       â  r	"     @  â r 
       ä #r       â r        â y   Ñ       È #r!       È #r       â r        Æ #r       â r        È `{\ 0ÿž B y  ÀÐ       È  r     @  È #r!        ä `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  @Ñ       È #r    !    â !t   @     â r        â $rÿÿ    Ž â r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž Â r        â `{#Z 0ÿž F `{Z 0ÿž Â `{$Z 0ÿž Â `{\ 0ÿž B r        är        är        â/ `{\ 0ÿž B r 
       ÈO `{Z 0ÿž B `{\ 0ÿž B `{\ 0ÿž B y  ÀÒ       È  r     @  â !t
  €?    â #r        â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ò       È #r       â y  ÀÑ       È #r       â  r     @  Æ #r       â #r       Æ  r	     @  â!r		
       Æ #r       â !r	       â y   Ñ       È #r!       â  r#     @  Æ/ #r"       â  r     @  â #r$       äO #r       ä #r       â y  @Ð       È #r       â #r       Æ #r       â xÿ      â #r       ä #r       ä x	  C  @  ä #r       â $|    ÿŽ Æ  x  C  @  â s	 	    é   " $|   Ž ä %|    ÿ Ž Ê s     é   b z b  ÿ€ ä r   ÿàÿ È z c    ä z ÿ p  pRð ä x 	   ÿ   â%x   Ž â r		ÿ       ä x   ÿ   ä/rÿ       Ä r  	   ÿüŽ ä r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   ärÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  Ð
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  ð	    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x    A  @  â#r       â#r       â/#r"      â !t!  €?    âO #r        â#r         â !t  €?    â r$"     @  â #r!      â#r"      â#r      â  x  €À  @  â  r!     @  â  r""     @  â  r     @  â #r       â#t!  €?    â #r        â #t  €?    â #t  €?"    â r        â #t  €?$    â y  @Ð       È  r
     @  â r
     @  â r     @  â r     @  ä #r
   
    âr        â #r       â !t   @     â #r#       â r        â #r%       âr        â!t   @     â r        â #r       â r        â #r    
    âr        â #r!       â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   #    â !t	  €?    â ¹z  j      ä ™x?    â !r		       Æ ™x?    â !r	       â ™x     â !t  €?    È !r       È !r       â y  €Ñ       È #r"   %    â r	     @  â r     @  â #r   $    ä #r	   	    â#r       â y  ÀÐ       È #r	   	    â#r       Æ #r   	    â#r       â  r     @  â r     @  â #r   !    â r     @  â r	     @  â #r
       â#r         â #r       â #r       â#r       â#r     	    â #r       â #r"       â#r       â#r        â #r       â xÿ      â #r       Ä #r       ä  x ÿG  @  â $|    ÿŽ â  x	 ÿG  @  Æ $|   Ž â s     è   " %|    ÿ Ž Ê z b  ÿ€ ä s	 	    è   b r   ÿàÿ È z c    ä x Àÿ  ÿÀŽ Æ %x   Ž â x	Àÿ  ÿÀŽ È/ x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÀÿ  ÿÀŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð	    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    â x    Â    â !r	        ä !r!        ä s     P   0 s !    P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê !t   @     â!t  @@     â x   À  @  â x   A  @  ä #r!      â#r       â#r       â #r       â  r!     @  â #r       â#r       â  r       @  â #t!  €?    â!t!  €?    â !t!  €?    â  x  €À  @  Ä #r#      â#r!      â #t  €?     â #r       â#r       â  r!     @  â r##     @  âr        ä #t!  €?    â #t  €?#    â y  @Ð       È  r
     @  â r
     @  â r     @  â r     @  ä #r
   
    âr        â #r       â !t   @     â #r#       â r        â #r%       âr        â!t   @     â r        â #r       â r        â #r    
    âr        â #r!       â `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   #    â !t	  €?    â ¹z  j      ä ™x?    â !r		       Æ ™x?    â !r	       â ™x     â y  €Ñ       È  r	     @  â r     @  â #r"   %    â#r   $    â #r	   	    â#r       â y  ÀÐ       È #r	   	    â#r       Æ #r   	    â  r     @  â #r       â  r     @  â #r!   !    â !t  €?    â  r	     @  â r     @  â #r        â #r
       â#r       â !r       â #r
!   	    â#r       â #r       â#r       â #r"   
    â!r       â#r       â#r       â #r       â xÿ     â #r       Ä #r       ä  x ÿG  @  â $|   ÿŽ â x ÿG  @  â %|   ÿ Ž Æ s     è   â $|   Ž â z b  ÿ€ È r   ÿàÿ ä s     è   $ z c    Ê %x    Ž â xT      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  P    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  p
    À ê r        ä Er         ä Er        ä Ez  k      â !t   ?     ä !t   ?     â Ez  l      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r	        är        â!t  €¿     â/r        â !t  €?     â!t   @     â r        â `{
Z 0ÿž B r        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð ä !t  €?     ä zÿ o €    â !t  €?     È  x   À  @  â!t	   @     â!t  @@     â x"   A  @  â#r        â#r       â/#r	      â  x  €À  @  â #r     "    â#r"   "    â  r     @  â #r	      Ä #r"       â #t  €?    â r     @  â!t  €?    â !t  €?    Æ #r$	      â#r!	      â #r        â #t	  €?    â  r$$     @  â  r!     @  Æ #t  €?$    â #t  €?    â r        ä r        â y  €Ð       È  r
     @  â r
     @  â !t  €?    È !r       â #r       â#r   
    â r      @  â !r       â#r       â#r$       â #r         âr
        â !t   @     â r        â r!     @  â r        Ä r        â #r"       â `{Z 0ÿž B `{

Z 0ÿž B r        â #r!   !    â #r$   $    â r        ä r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ò       È  r     @  â r#     @  Æ #r       â#r#
   #    â y   Ñ       È #r       â#r   #    Æ #r
       â#r       â  r     @  â !t  €?    â #r   !    â  r     @  â #r         â !r	       â y  @Ð       È #r       â  r	     @  â r		
     @  â #r       â#r         â #r       â #r       â#r       â#r     	    â #r       â #r"       â!r       â #r       â#r$        â #r       â xÿ      â #r       Ä #r       ä  x  C  @  â $|    ÿŽ â x	  C  @  â %|    ÿ Ž Æ s     é   " $|   Ž â z b  ÿ€ È r   ÿàÿ ä s	 	    é   d z c    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ È r ÿ       ä x	À   ÿÀŽ ä/ r   ÿ@Ž ä rÿ       È r	   ÿ@Ž È xT      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ È r ÿ       È r   ÿ@Ž Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy      À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        är        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        â `{%Z 0ÿž B `{Z 0ÿž B r        â `{Z 0ÿž B r        È `{Z 0ÿž B z  o      â !r	  €     â !r  €     â r        ä x ð#tI Ðð â !t	  €?    â!t  €?    â!t	  €?     â zÿ o €    â !t  €?     È !t
   @     â!t  @@     â x   À  @  â x  €À  @  ä #r 	
      â#r
      â#r
      â#r

      â #r       â x   A  @  â/#r       â  r     @  â !t  €¿     â #r       â#r       â  r
     @  â !t
   @     â #r       â#r       â  r     @  â #t  €?    â r 
       â  r 	      @  â r 
       â #t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        â#t  €?    â r        â `{Z 0ÿž B `{!Z 0ÿž B #t		  €?     â `{#
Z 0ÿž B y   Ò       È  r      @  È #r	        â r        Æ #r%%       â  r     @  â y  €Ñ       È #r	       È #r       â r        È `{\ 0ÿž B `{\ 0ÿž B `{\ 0ÿž B `{
\ 0ÿž B r        È `{\ 0ÿž B !t  €?    È !r	       È/ !r       â r 
       â y  ÀÑ       È #r   %    â#r        â  r     @  ä  r     @  ä #r	       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r        â r        â y  ÀÐ       È  r	     @  È #r!       â r        är        ä `{\ 0ÿž D `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  €Ñ       È #r    !    â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž B r        ä r        â `{#Z 0ÿž B `{Z 0ÿž Ä `{%Z 0ÿž Â `{\ 0ÿž B r        är        är        ä/ `{\ 0ÿž H `{Z 0ÿž B `{\ 0ÿž B r 
       ÈO `{\ 0ÿž B y   Ó       È #r         â  r	     @  â ¹z  j      ä ™x?    È ™x?    ä ™x     â !t  €?    â y   Ò       È #r       È #r       â  r	     @  Æ #r       â #r       Æ  r
     @  â!r       â xÿ      ä #r
    
    â !r       â y   Ñ       È #r!       È #r""       â  r#	#     @  Æ #r"   
    â  r		     @  â #r#%   #    È #r#   #    â y  @Ð       È #r	   	    â #r   #    Æ #r	   	    â $|    ÿŽ â #r       ä #r	   	    â$|   Ž â  x ÿG  @  ä #r	       È  x ÿG  @  â s     è   " %|    ÿ Ž Ê z b  ÿ€ ä s     è   b r   ÿàÿ È z c    ä x Àÿ  ÿÀŽ Æ %x   Ž â xÀÿ  ÿÀŽ È/ x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py €ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÀÿ  ÿÀŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy      À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        är        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        â `{%Z 0ÿž B `{Z 0ÿž B r        â `{Z 0ÿž B r        È `{Z 0ÿž B z  o      â !r	  €     â !r  €     â r        ä x ð#tI Ðð â !t	  €?    â!t  €?    â!t	  €?     â zÿ o €    â !t  €?     È !t
   @     â!t  @@     â x   À  @  â x  €À  @  ä #r 	
      â#r
      â#r
      â#r

      â #r       â x   A  @  â/#r       â  r     @  â !t  €¿     â #r       â#r       â  r
     @  â !t
   @     â #r       â#r       â  r     @  â #t  €?    â r 
       â  r 	      @  â r 
       â #t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        â#t  €?    â r        â `{Z 0ÿž B `{!Z 0ÿž B #t		  €?     â `{#
Z 0ÿž B y   Ò       È  r      @  È #r	        â r        Æ #r%%       â  r     @  â y  €Ñ       È #r	       È #r       â r        È `{\ 0ÿž B `{\ 0ÿž B `{\ 0ÿž B `{
\ 0ÿž B r        È `{\ 0ÿž B !t  €?    È !r	       È/ !r       â r 
       â y  ÀÑ       È #r   %    â#r        â  r     @  ä  r     @  ä #r	       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r        â r        â y  ÀÐ       È  r	     @  È #r!       â r        är        ä `{\ 0ÿž D `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  €Ñ       È #r    !    â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž B r        ä r        â `{#Z 0ÿž B `{Z 0ÿž Ä `{%Z 0ÿž Â `{\ 0ÿž B r        är        är        ä/ `{\ 0ÿž H `{Z 0ÿž B `{\ 0ÿž B r 
       ÈO `{\ 0ÿž B y   Ó       È #r         â  r	     @  â ¹z  j      ä ™x?    È ™x?    ä ™x     â !t  €?    â y   Ò       È #r       È #r       â  r	     @  Æ #r       â #r       Æ  r
     @  â!r       â xÿ      ä #r
    
    â !r       â y   Ñ       È #r!       È #r""       â  r#	#     @  Æ #r"   
    â  r		     @  â #r#%   #    È #r#   #    â y  @Ð       È #r	   	    â #r   #    Æ #r	   	    â $|    ÿŽ â #r       ä #r	   	    â$|   Ž â  x ÿG  @  ä #r	       È  x ÿG  @  â s     è   " %|    ÿ Ž Ê z b  ÿ€ ä s     è   b r   ÿàÿ È z c    ä x    ÿ   Æ %x   Ž â x   ÿ   È/ x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py €ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â x   ÿ   Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â ˆ Àÿÿÿ    â #ˆ  €_ÿ    â #˜  €_ÿ    ä ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        â $rÿÿ    Ž â r        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{ Z 0ÿž B r        â `{#Z 0ÿž B r        ä `{Z 0ÿž B r        â `{Z 0ÿž J `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?    â !t	  €?    â!t	  €?     â z
ÿ o €    â !t  €?     È !t
   @     â!t
  @@     â x
   À  @  â x
   A  @  ä/#r      âO#r	      â#r      â#r      â #r
       â#r
       â x
  €À  @  â !t
   @     â #r       â  r	     @  â  r     @  â r        â #r       â #r       â #t		  €?    â #t  €?    â r 
       â!t  €¿     â r 
       â  r     @  â  r     @  â `{Z 0ÿž Â `{Z 0ÿž Â #r       â r        â `{Z 0ÿž B #t  €?    â r        â#t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž D `{!
Z 0ÿž B y  ÀÑ       È  r     @  È #r        â r        Æ #r##       â r        â y   Ñ       È  r     @  â `{\ 0ÿž B `{ \ 0ÿž D #r       È #r       ä `{\ 0ÿž B `{
\ 0ÿž Â $rÿÿ    Ž È `{\ 0ÿž B !t  €?    È/ !r       ÈO !r       â r        â� y  @Ñ       È  r     @  â #r"   #    â#r       ä #r       â  r	"     @  â r 
       ä #r       â r        â y   Ñ       È #r!       È #r       â r        Æ #r       â r        È `{\ 0ÿž B y  ÀÐ       È  r     @  È #r!        ä `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  @Ñ       È #r    !    â !t   @     â r        â $rÿÿ    Ž â r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž Â r        â `{#Z 0ÿž F `{Z 0ÿž Â `{$Z 0ÿž Â `{\ 0ÿž B r        är        är        â/ `{\ 0ÿž B r 
       ÈO `{Z 0ÿž B `{\ 0ÿž B `{\ 0ÿž B y  ÀÒ       È  r     @  â #r        â !t
  €?    â ¹z  j      ä ™x?    È ™x?    ä ™x     â y  €Ò       È #r       â y  ÀÑ       È #r       â  r     @  Æ #r       â #r       Æ  r	     @  â!r		
       Æ #r       â !r	       â y   Ñ       È #r!       â  r#     @  Æ/ #r"       â  r     @  â #r$       äO #r       ä #r       â y  @Ð       È #r       â #r       Æ #r       â xÿ      â #r       ä #r       ä x	  C  @  ä #r       â $|    ÿŽ Æ  x  C  @  â s	 	    é   " $|   Ž ä %|    ÿ Ž Ê s     é   b z b  ÿ€ ä r   ÿàÿ È z c    ä z ÿ p  pRð ä x 	À   ÿÀŽ â %x   Ž Æ r  ÿ       ä xÀ   ÿÀŽ ä/ r 	    ÿ@Ž ä rÿ       È r   ÿ@Ž È x T      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ È r ÿ       È r   ÿ@Ž Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  à
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy   
    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x    A  @  â#r       â#r       â/#r"      â !t!  €?    âO #r        â#r         â !t  €?    â r$"     @  â #r!      â#r"      â#r      â  x  €À  @  â  r!     @  â  r""     @  â  r     @  â #r       â#r        â #t!  €?    â #t  €?    â #t  €?"    â r        â #t  €?$    â r        â y  @Ð       È  r
     @  â r
     @  â r     @  â r"     @  ä #r
   
    âr        â #r       â !t   @     â r        â#r       âr        â #r"   "    â r        â #r#       â!t   @     â #r!       âr        â #r    
    â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r"	   "    â !t	  €?    â ¹z  j      ä ™x?    â !r	       Æ ™x?    â !r       â ™x     â !t  €?    â y  €Ñ       È #r#   #    â r	     @  â r     @  â #r   "    ä #r   	    â#r       â y  ÀÐ       È #r	       â#r       Æ #r   	    â  r     @  â #r       â  r     @  â #r   !    â  r     @  â y  @Ð       È #r

       â  r     @  â #r         â #r       â !r       â #r       â #r	   
    â #r        â #r       â #r#       â #r   	    â!r       â#r       â #r       â $|    ÿŽ â #r       Ä #r       ä  x ÿG  @  ä  x ÿG  @  â xÿ      Æ s     è   $ $|   Ž ä %|    ÿ Ž È s     è   b z b  ÿ€ ä r   ÿàÿ È z c    ä x ÿ     Æ %x   Ž â xÿ     È/ xv       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py �íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  à
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy   
    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x    A  @  â#r       â#r       â/#r"      â !t!  €?    âO #r        â#r         â !t  €?    â r$"     @  â #r!      â#r"      â#r      â  x  €À  @  â  r!     @  â  r""     @  â  r     @  â #r       â#r        â #t!  €?    â #t  €?    â #t  €?"    â r        â #t  €?$    â r        â y  @Ð       È  r
     @  â r
     @  â r     @  â r"     @  ä #r
   
    âr        â #r       â !t   @     â r        â#r       âr        â #r"   "    â r        â #r#       â!t   @     â #r!       âr        â #r    
    â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r"	   "    â !t	  €?    â ¹z  j      ä ™x?    â !r	       Æ ™x?    â !r       â ™x     â !t  €?    â y  €Ñ       È #r#   #    â r	     @  â r     @  â #r   "    ä #r   	    â#r       â y  ÀÐ       È #r	       â#r       Æ #r   	    â  r     @  â #r       â  r     @  â #r   !    â  r     @  â y  @Ð       È #r

       â  r     @  â #r         â #r       â !r       â #r       â #r	   
    â #r        â #r       â #r#       â #r   	    â!r       â#r       â #r       â $|    ÿŽ â #r       Ä #r       ä  x ÿG  @  ä  x ÿG  @  â xÿ      Æ s     è   $ $|   Ž ä %|    ÿ Ž È s     è   b z b  ÿ€ ä r   ÿàÿ È z c    ä x ÿ     Æ %x   Ž â xÿ     È/ xv       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py �íÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð	    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x    A  @  â#r       â#r       â/#r"      â !t!  €?    âO #r        â#r         â !t  €?    â r$"     @  â #r!      â#r"      â#r      â  x  €À  @  â  r!     @  â  r""     @  â  r     @  â #r       â#t!  €?    â #r        â #t  €?    â #t  €?"    â r        â #t  €?$    â y  @Ð       È  r
     @  â r
     @  â r     @  â r     @  ä #r
   
    âr        â #r       â !t   @     â #r#       â r        â #r%       âr        â!t   @     â r        â #r       â r        â #r    
    âr        â #r!       â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   #    â !t	  €?    â ¹z  j      ä ™x?    â !r		       Æ ™x?    â !r	       â ™x     â !t  €?    È !r       È !r       â y  €Ñ       È #r"   %    â r	     @  â r     @  â #r   $    ä #r	   	    â#r       â y  ÀÐ       È #r	   	    â#r       Æ #r   	    â#r       â  r     @  â r     @  â #r   !    â r     @  â r	     @  â #r
       â#r         â #r       â #r       â#r       â#r     	    â #r       â #r"       â#r       â#r        â #r       â xÿ      â #r       Ä #r       ä  x  C  @  â $|    ÿŽ â  x	  C  @  Æ $|   Ž â s     é   â %|    ÿ Ž Ê z b  ÿ€ ä s	 	    é   " r   ÿàÿ È z c    Ê %x   Ž â x	v      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       âz  j      â #r       â !r       â #r       ä #r       â %v  `  Ž Æ #r       ä r   ÿàñ ä x  C  @  ä r   ÿ  È s     é   $ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÐïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        är        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        â `{ Z 0ÿž Â `{Z 0ÿž B r"        ä r#        â `{!Z 0ÿž F `{"Z 0ÿž B z  o      â !r	  €     â r        ä x ð#tI Ðð â !r  €     â !t	  €?     â!t	  €?    â zÿ o €    â !t  €?     â!t  €?    Æ  x   À  @  â x   A  @  â!t   @     â!t  @@     â#r       â/#r       â x  €À  @  â #r
      â#r       â#r       â #r      Ä #r       â r
     @  â !t
   @     â #r	      âO#r       â #r      â  r     @  â!t  €¿     â r 
       â #t  €?    â r 
       â #t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B  r	     @  â  r     @  â r        â `{Z 0ÿž B #t		  €?    â #t  €?    â r        â `{Z 0ÿž F `{
Z 0ÿž B r        ä r        är        ä `{\ 0ÿž B `{"\ 0ÿž B y  €Ò       È  r#     @  È #r   #    â  r     @  Æ #r        ä `{ \ 0ÿž B `{
\ 0ÿž Â `{\ 0ÿž B y  €Ò       È #r!!       È #r   !    â !t!  €?    È !r!       È !r       â r 
       â y  €Ñ       È #r$       â#r       â  r     @  ä  r	$     @  ä #r       â r        â y   Ñ       È #r       È #r       È #r       â r        â y  €Ð       È  r     @  â #r       â r        ä #r""       â r        â `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B r        ä r        â y  @Ñ       È #r     "    ä `{"\ 0ÿž B `{#Z 0ÿž B `{Z 0ÿž Â `{$Z 0ÿž Â `{\ 0ÿž B r        är        ä `{\ 0ÿž B r        ä/ r 
       ÈO `{Z 0ÿž B `{\ 0ÿž B `{\ 0ÿž B y  ÀÒ       È  r     @  â #r        â ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ò       È #r       â  r     @  Æ #r       â #r       Æ #r       È  r	     @  È #r       â y  ÀÑ       È #r!!       â y   Ñ       È #r!"   !    â  r
#     @  â r     @  Æ #r
$   
    â #r!       Æ #r   
    â/ !t
  €?    â y  @Ð       È #r       â !r		
       È !r	       â #r       â #r       Æ #r       â #r       Æ x ÿG  @  â #r       â xÿ      Æ  x ÿG  @  â s     è   " $|    ÿŽ È $|   Ž ä %|    ÿ Ž â s     è   h z b  ÿ€ ä r   ÿàÿ ä x ÿ     Ä z c    Ê %x   Ž â xÿ     È/ xv       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py pëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        är        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        â `{ Z 0ÿž Â `{Z 0ÿž B r"        ä r#        â `{!Z 0ÿž F `{"Z 0ÿž B z  o      â !r	  €     â r        ä x ð#tI Ðð â !r  €     â !t	  €?     â!t	  €?    â zÿ o €    â !t  €?     â!t  €?    Æ  x   À  @  â x   A  @  â!t   @     â!t  @@     â#r       â/#r       â x  €À  @  â #r
      â#r       â#r       â #r      Ä #r       â r
     @  â !t
   @     â #r	      âO#r       â #r      â  r     @  â!t  €¿     â r 
       â #t  €?    â r 
       â #t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B  r	     @  â  r     @  â r        â `{Z 0ÿž B #t		  €?    â #t  €?    â r        â `{Z 0ÿž F `{
Z 0ÿž B r        ä r        är        ä `{\ 0ÿž B `{"\ 0ÿž B y  €Ò       È  r#     @  È #r   #    â  r     @  Æ #r        ä `{ \ 0ÿž B `{
\ 0ÿž Â `{\ 0ÿž B y  €Ò       È #r!!       È #r   !    â !t!  €?    È !r!       È !r       â r 
       â y  €Ñ       È #r$       â#r       â  r     @  ä  r	$     @  ä #r       â r        â y   Ñ       È #r       È #r       È #r       â r        â y  €Ð       È  r     @  â #r       â r        ä #r""       â r        â `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B r        ä r        â y  @Ñ       È #r     "    ä `{"\ 0ÿž B `{#Z 0ÿž B `{Z 0ÿž Â `{$Z 0ÿž Â `{\ 0ÿž B r        är        ä `{\ 0ÿž B r        ä/ r 
       ÈO `{Z 0ÿž B `{\ 0ÿž B `{\ 0ÿž B y  ÀÒ       È  r     @  â #r        â ¹z  j      ä ™x?    È ™x?    ä ™x     â y   Ò       È #r       â  r     @  Æ #r       â #r       Æ #r       È  r	     @  È #r       â y  ÀÑ       È #r!!       â y   Ñ       È #r!"   !    â  r
#     @  â r     @  Æ #r
$   
    â #r!       Æ #r   
    â/ !t
  €?    â y  @Ð       È #r       â !r		
       È !r	       â #r       â #r       Æ #r       â #r       Æ x ÿG  @  â #r       â xÿ      Æ  x ÿG  @  â s     è   " $|    ÿŽ È $|   Ž ä %|    ÿ Ž â s     è   h z b  ÿ€ ä r   ÿàÿ ä x ÿ     Ä z c    Ê %x   Ž â xÿ     È/ xv       Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py pëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     â Ez  k      â !t   ?     ä #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r	        ä s     P   0 s     P   b !t  €¿     â!t  €?     â r        Æ r        är        â !t  €?     â/ r        â `{Z 0ÿž B r        ä `{Z 0ÿž B r        â `{%Z 0ÿž B `{Z 0ÿž B r        â `{Z 0ÿž B r        È `{Z 0ÿž B z  o      â !r	  €     â !r  €     â r        ä x ð#tI Ðð â !t	  €?    â!t  €?    â!t	  €?     â zÿ o €    â !t  €?     È !t
   @     â!t  @@     â x   À  @  â x  €À  @  ä #r 	
      â#r
      â#r
      â#r

      â #r       â x   A  @  â/#r       â  r     @  â !t  €¿     â #r       â#r       â  r
     @  â !t
   @     â #r       â#r       â  r     @  â #t  €?    â r 
       â  r 	      @  â r 
       â #t  €?    â r        â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        â#t  €?    â r        â `{Z 0ÿž B `{!Z 0ÿž B #t		  €?     â `{#
Z 0ÿž B y   Ò       È  r      @  È #r	        â r        Æ #r%%       â  r     @  â y  €Ñ       È #r	       È #r       â r        È `{\ 0ÿž B `{\ 0ÿž B `{\ 0ÿž B `{
\ 0ÿž B r        È `{\ 0ÿž B !t  €?    È !r	       È/ !r       â r 
       â y  ÀÑ       È #r   %    â#r        â  r     @  ä  r     @  ä #r	       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r        â r        â y  ÀÐ       È  r	     @  È #r!       â r        är        ä `{\ 0ÿž D `{\ 0ÿž B `{\ 0ÿž Â `{\ 0ÿž B `{\ 0ÿž B r        â y  €Ñ       È #r    !    â !t   @     â r        ä r 
       ä/ r        â `{!\ 0ÿž B `{"\ 0ÿž B r        ä r        â `{#Z 0ÿž B `{Z 0ÿž Ä `{%Z 0ÿž Â `{\ 0ÿž B r        är        är        ä/ `{\ 0ÿž H `{Z 0ÿž B `{\ 0ÿž B r 
       ÈO `{\ 0ÿž B y   Ó       È #r         â  r	     @  â ¹z  j      ä ™x?    È ™x?    ä ™x     â !t  €?    â y   Ò       È #r       È #r       â  r	     @  Æ #r       â #r       Æ  r
     @  â!r       â xÿ      ä #r
    
    â !r       â y   Ñ       È #r!       È #r""       â  r#	#     @  Æ #r"   
    â  r		     @  â #r#%   #    È #r#   #    â y  @Ð       È #r	   	    â #r   #    Æ #r	   	    â $|    ÿŽ â #r       ä #r	   	    â$|   Ž â  x  C  @  ä #r	       È  x  C  @  â s     é   â %|    ÿ Ž Ê z b  ÿ€ ä s     é   " r   ÿàÿ È z c    Ê %x   Ž â xv      Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       âz  j      â #r       â !r       â #r       ä #r       â %v  `  Ž Æ #r       ä r   ÿàñ ä x  C  @  ä r   ÿ  È s     é   $ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÐïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  ð
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð â !t  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x   A  @  â/#r       âO#r       â #r      â x  €À  @  â #r       â#r       â  r     @  â#r!      â#r       â#r       â #t  €?    â!t  €?    â !t  €?    â r!!     @  âr        â #r       â#r#      â #t  €?!    â r        â  r       @  â  r##     @  Æ #t  €?     â #t  €?#    â y  @Ð       È  r
     @  â r
     @  â r     @  â r"     @  ä #r
   
    âr        â #r       â !t   @     â r        â#r       âr        â #r"   "    â r        â #r!       â!t   @     â #r       âr        â #r    
    â `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r"	   "    â !t	  €?    â ¹z  j      â x%ÿ   $  â ™x?    â !r	       Æ ™x     â !r       â ™x?    È %|$    $ Ž â y  €Ñ       È  r	     @  â r     @  â #r!   !    â#r   "    â #r   	    â#r       â y  ÀÐ       È #r       â#r       Æ #r       â  r	     @  â #r       â  r     @  â #r       â !t  €?    â  r     @  â y  @Ð       È #r

   	    â  r     @  â#r        â #r       â !r       â #r       â#r	   
    â#r       â #r       â #r!       â #r   	    â!r       â#r       â #r       â xÿ      â $|	    ÿŽ â #r       â#r       â x$   ÿ   â $|	   	Ž â  x ÿG  @  â  x  ÿG  @  â z b  ÿàñ Ä s     è   " r%	   ÿàÿ ä z d  ÿàó ä x$     Æ s	      è   b z c  ÿä  äz e  ÿäÿ  Æ †y     è †y 	    â/ My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py píÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  �
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        ä !r        â x    Â    â s     P   0 s     P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/r
        â !t   @     âr        â !t  €?     â r        ä `{

Z 0ÿž B r        ä r        â `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?     â !t	  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     ä#r        â#r       â #r      â x   A  @  â #r"	      â x  €À  @  â  r     @  â #r         â#r       â !t  €?    â#t  €?    â !t	  €?    â r	"     @  â #r"      â#r        â#r      â #t		  €?    â  r""     @  â #r       â  r     @  â r        â#t  €?"    â r        â #t  €?    â y  €Ð       È  r     @  â!t  €?    â r

     @  ä#r       â!r       â#r
   
    â r      @  â #r       â!r       â#r!   
    â #r         âr
        â #r"       â r        â  r     @  â r        â!t   @     â r        â#r       â r        â #r!   !    â `{Z 0ÿž B `{

Z 0ÿž B r        ä r        ä r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      â x%ÿ   $  â ™x?    â z ÿ p  pRð Æ ™x     ä ™x?    â !t  €?    Æ %|$    $ Ž â !r	       È !r       â y  ÀÑ       È  r#     @  â r     @  Æ #r

   #    â#r       Æ #r   
    â#r       â y  €Ð       È #r       â  r     @  â #r       â#r       â  r     @  â #r        â #r       â r	     @  â r	     @  â #r       â#r       â #r       â #r
       â#r       â#r       â #r       â #r!!   
    â#r       â#r"       â #r       â x$   ÿ   â #r   !    Ä #r       â xÿ      â  x ÿG  @  ä  x ÿG  @  â $|    ÿŽ Æ s     è   " $|   Ž â z b  ÿàó äz d  ÿàõ ä r%   ÿàÿ ä s     è   d x$     Ä x ÿ
     È r  ÿ       ä xÿ
     ä/ r    ÿüŽ ä r	ÿ       ä z c  ÿäÿ  äz e  ÿä Ä r		   ÿüŽ â †y     è †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ Ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py ðìÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        â$rÿÿ    Ž â r        â !t  €¿     â/!t   @     âr        â !t  €?     ä r        â `{X 0ÿž B r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r	  €     Æ x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t	  €?     â!t  €?     â/ !t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       â#r	       â r        â $rÿÿ    Ž â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž Â `{#X 0ÿž B !t   @     Ê r        är        ä/ r        äO r        â� $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  €Ò       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y  ÀÑ       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       â  r#     @  Æ #r       â #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ
     È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  �
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        ä !r        â x    Â    â s     P   0 s     P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/r
        â !t   @     âr        â !t  €?     â r        ä `{

Z 0ÿž B r        ä r        â `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?     â !t	  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     ä#r        â#r       â #r      â x   A  @  â #r"	      â x  €À  @  â  r     @  â #r         â#r       â !t  €?    â#t  €?    â !t	  €?    â r	"     @  â #r"      â#r        â#r      â #t		  €?    â  r""     @  â #r       â  r     @  â r        â#t  €?"    â r        â #t  €?    â y  €Ð       È  r     @  â!t  €?    â r

     @  ä#r       â!r       â#r
   
    â r      @  â #r       â!r       â#r!   
    â #r         âr
        â #r"       â r        â  r     @  â r        â!t   @     â r        â#r       â r        â #r!   !    â `{Z 0ÿž B `{

Z 0ÿž B r        ä r        ä r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      â x%ÿ   $  â ™x?    â z ÿ p  pRð Æ ™x     ä ™x?    â !t  €?    Æ %|$    $ Ž â !r	       È !r       â y  ÀÑ       È  r#     @  â r     @  Æ #r

   #    â#r       Æ #r   
    â#r       â y  €Ð       È #r       â  r     @  â #r       â#r       â  r     @  â #r        â #r       â r	     @  â r	     @  â #r       â#r       â #r       â #r
       â#r       â#r       â #r       â #r!!   
    â#r       â#r"       â #r       â $|    ÿŽ â #r   !    â x$   ÿ   â #r       â xÿ      â  x  C  @  Ä  x   C  @  ä $|   Ž â z b  ÿàó âs     é   " z d  ÿàõ ä r%   ÿàÿ È x$     â s       é   f z c  ÿäÿ  äz e  ÿä ä x   ÿ   ärÿ       È r   ÿüŽ ä x    ÿ   ä/r	 ÿ       â †y     æ r		   ÿüŽ Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py ðìÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   ärÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y	      &   ( y       "   $ $z		    Ž Ê z 	 i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r 
       ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê r 
       ä Er         ä Ez  k      ä Er 	       â !t    ?     â x     Â    Æ #t   ¿    â !t   ?     â Ez  l      ä !r        â #t   ¿    Æ s     P   " !r
        Î s 
    P   b !t  €¿     â!t  €?     âr        â !t   @     ä r        ä r        â !t  €?     â/ r        â `{ Z 0ÿž B r        â $rÿÿ    Ž â r        â `{ Z 0ÿž B `{" Z 0ÿž Â r        â `{$ Z 0ÿž B `{ Z 0ÿž B r        â `{  Z 0ÿž F `{ Z 0ÿž B	 ¹z  j      â xÿ     â ™x?    â z  o      â !r  €     â !r

  €     â ™x?    â xÿ   	  â ™x     â x ð#tI Ðð â !t
  €?     Ä $|	   ÿŽ â/zÿ o €    â %|	    Ž â !t	  €?     Æ $|   Ž â !t  @@     È r   ÿàÿ â !t   @     âx   ÿ   âO x   À  @  â x     â !t  €?    â!t
  €?    â#r      â#r
      â�#r      â#r      â #r	       â x   A  @  â#r       â x  €À  @  â  r     @  â #r	       â#r       â  r     @  â #t  €?    â #r		       â#r       â #t  €?    â !t  €¿     â r        â  r
     @  âr        â  r     @  â r        â #t

  €?    â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B $rÿÿ    Ž â #t  €?    â r        ä`{ Z 0ÿž D `{ Z 0ÿž B !t   @     â r        È r        ä/r        äOr        â� y   Ò       È  r	     @  È #r       â !t	  €?    â r$	$     @  ä #r!"       â !r       â `{" Z 0ÿž B `{# Z 0ÿž B y  ÀÑ       È #r$   $    â !r       âr        ä #r    $    â #r!   !    â `{  Z 0ÿž B `{ Z 0ÿž B r        È `{ \ 0ÿž B  r!
!     @  â r        ä r        â/ $rÿÿ    Ž âO y  €Ñ       È #r       â  r	     @  È #r       È #r       â r        â y  @Ñ       È #r       È #r   !    È #r$       â r        â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B !t  €?    È !r
       â r        ä r        ä r        â/$rÿÿ    Ž âO r        är        â y  @Ñ       È  r""     @  È #r"	#   "    È #r!    "    â z  b  ÿàñ â y   Ñ       È #r!   !    â !r       â r        Æ #r!!   $    È  x"! ÿG  @  â z! c  ÿä  Æ s# "    è   " `{ \ 0ÿž B †y  #    ä `{  \ 0ÿž B `{! \ 0ÿž B `{" \ 0ÿž B `{# \ 0ÿž B r        ä/r        är        äO `{ \ 0ÿž B r        â `{ \ 0ÿž B `{ \ 0ÿž Â r        ä� r        â `{ \ 0ÿž F `{ \ 0ÿž B y  €Ò       È  r     @  â z d  ÿàñ Æ #r	       â z e  ÿä  Æ #r       â  r     @  Æ #r       â y  @Ò       È #r	       â y   Ò       È #r       â y   Ñ       È #r        â  r!     @  Æ  r
     @  â #r	"       Æ #r       â #r##       â y  @Ð       È  r     @  È #r	       â #r   #    Æ #r       â #r       Æ #r       È#r       È  x ÿG  @  È s     è   $ †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 
ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â ˆ Àÿÿÿ    â #ˆ    €_ÿ    â #˜  €_ÿ    ä ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s
        b  !rÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?    È/ #r
   
    È #r
    ÿ    È #r
        È #r   
    È #r        È #r
       Ê x ÿ   
  È x  ÿ   ÿÀŽ È r    ÿàÿ È x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x

   €ÿÀŽ Ö G‰  0    € ê #r    À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r ÿ   pRò ä x  € ÿüŽ ä rÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r

   ÿüŽ â Gy  Ð     € ê x

   €ÿÀŽ È x

  €ÿüŽ â Gy        € ê r

   ÿ¸Ž â Gy  €     € ê x    € HŽ È x
   €ÿüŽ â Gy  P     € ê x
   € HŽ â Gy  0     € ê y
   Àÿ    " Gy       € ê !r
        â x         È Py ðêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy       À ê r         ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  À    À ê r         ä Er         ä Ez	  k      ä Er        â !t    ?     â x     Â    Æ #t   ¿    â !t   ?     â Ez  l      ä !r		        â #t   ¿    Æ s 	    P   " !r        Î s     P   b !t  €¿     â!t  €?     â $r
ÿÿ    Ž Æ r        är        â !t  €?     â/ r        â `{ Z 0ÿž B r        ä `{ Z 0ÿž B r        â `{% Z 0ÿž B r        ä `{
 Z 0ÿž B `{ Z 0ÿž B r        È `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     â $vÿ o  ÿ Ž ä ™x?    ä ™x     â x ð#tI Ðð Æ $|   ÿŽ âzÿ o €    â %|    Ž È $|   Ž â x   ÿ   È r   ÿàÿ È x     â !r	  €     â !r	  €     â !t
   @     â!t  @@     â !t  €?    â!t	  €?    â  x   À  @  â/ !t  €?     â!t	  €?     â#r
      â#r	
      â#r
      â#r

      â  x   A  @  â#r       â#r       â x  €À  @  â  r     @  â #r       â#r       â  r
     @  â !t
   @     â !t  €¿     â #t  €?    â #t  €?    â #r       â r     @  â#r       â r 
       â$rÿÿ    Ž â r 
       â #t  €?    â r        â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B r        â  r	     @  â `{ Z 0ÿž B `{! Z 0ÿž B `{#
 Z 0ÿž B #t		  €?    â r        â y   Ò       È  r     @  È #r       â r        Æ #r%%       â  r     @  ä `{ \ 0ÿž B `{ \ 0ÿž B y   Ò       È #r       â r        Æ #r       ä `{ \ 0ÿž B `{
 \ 0ÿž B `{ \ 0ÿž B !t  €?    È/ !r       È !r       â $rÿÿ    Ž â r 
       âO y  ÀÑ       È #r   %    â#r       â  r     @  ä  r	     @  ä #r       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r       â r        â y  ÀÐ       È  r     @  È #r!       â r        È `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B r        â y  ÀÑ       È #r    !    â !t   @     â r        â $rÿÿ    Ž â r 
       ä/ r        â `{! \ 0ÿž B `{" \ 0ÿž Â r        â `{# Z 0ÿž F `{ Z 0ÿž Â `{% Z 0ÿž B `{ \ 0ÿž B r        är        är        ä/ `{ \ 0ÿž B r 
       ÆO `{ Z 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B y  @Ó       È #r         â  r     @  â z ÿ p  pRð â !t   €?    È !r 	        È !r         â y  @Ò       È #r       È #r       È #r
       â  r     @  Æ  r
	
     @  â y  ÀÑ       È #r       â #r
    
    Æ #r!       â y   Ñ       È  r##     @  â #r""       Æ #r#%   #    â  r     @  â #r
"   
    â z b  ÿàó â #r#   #    â z d  ÿàõ â y  @Ð       È #r       â #r   #    Æ #r       â #r        Æ #r       â x ÿG  @  Æ #r
    
    È  x

 ÿG  @  â s     è   0 s
 
    è   b xÿ     â $x @   ÿ Ž Æ rÿ       ä z c  ÿäÿ  ä xÿ   
  ä/ x
   ÿ   ä r	ÿ       ä r    ÿüŽ Ä z e  ÿä ä r		   ÿüŽ â †y     è †y 	    â My        € ê x	ÿ     ä xÿ      Ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r

   ÿáÿ ä x�ÿÿÿÿàÿ ä s	 
       " !r
ÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò ä x  € ÿüŽ ä r

ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä x ÿ       È x     øŽ È r     ÿÀŽ È r     ÿàÿ È r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê r		   ÿ¸Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        Ê r  	       ä r        ä x	         È Py °êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  p	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿ     ä x    ÿ   ä rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py  ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  €    À ê r         ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy       À ê r         ä Er         ä Er        ä Ez	  k      â !t    ?     â x     Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r		        ä !r        ä s 	    P   0 s     P   b !t  €¿     â!t  €?     â r
        Ä $rÿÿ    Ž â r        ä r        â `{ Z 0ÿž B/ r        â!t  €?     â r        ä `{ Z 0ÿž D r        â `{% Z 0ÿž B r        ä `{
 Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z  o      â ™x?    ä ™x     â x ð#tI Ðð Æ $|   ÿŽ âzÿ o €    â %|    Ž È $|   Ž ä $x   ÿ Ž Æ r   ÿàÿ È x     â !r	  €     â !r	  €     â !t
   @     â!t  @@     â !t  €?    â!t	  €?    â  x   À  @  â/ !t  €?     â!t	  €?     â#r
      â#r	
      â#r
      â#r

      â  x   A  @  â#r       â#r       â x  €À  @  â  r     @  â #r       â#r       â  r
     @  â !t
   @     â !t  €¿     â #t  €?    â #t  €?    â #r       â r     @  â#r       â r 
       â  r	     @  â r 
       â #t  €?    â r        â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B r        â#t		  €?    â r        â `{ Z 0ÿž B `{! Z 0ÿž D `{#
 Z 0ÿž B r        â y  @Ò       È  r     @  È #r       â r        Æ #r%%       â y  €Ñ       È  r     @  â `{ \ 0ÿž B `{ \ 0ÿž B $rÿÿ    Ž â #r       È #r       ä `{ \ 0ÿž B `{
 \ 0ÿž B `{ \ 0ÿž B !t  €?    È/ !r       È !r       â r        ä r 
       âO y  ÀÑ       È #r   %    â#r       â  r     @  ä  r	     @  ä #r       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r       â r        â y  ÀÐ       È  r     @  È #r!       â r        È `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B r        â y  ÀÑ       È #r    !    â !t   @     â $rÿÿ    Ž â r 
       ä/ r        ä r        â `{! \ 0ÿž B `{" \ 0ÿž Â r        â `{# Z 0ÿž F `{ Z 0ÿž Â `{% Z 0ÿž B `{ \ 0ÿž B $rÿÿ    Ž â r        är        Æ/ `{ \ 0ÿž B r 
       äO `{ Z 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B y  @Ó       È #r         â  r     @  â z ÿ p  pRð â !t   €?    È !r 	        È !r         â y  @Ò       È #r       È #r       È #r
       â  r     @  Æ  r
	
     @  â y  ÀÑ       È #r       â #r
    
    Æ #r!       â y   Ñ       È  r##     @  â #r""       Æ #r#%   #    â  r     @  â #r
"   
    â z b  ÿàó â #r#   #    â z d  ÿàõ ä z c  ÿäÿ  â y  @Ð       È #r       â z e  ÿä â #r   #    ä #r       ä #r        ä #r       ä x  C  @  Ä #r
    
    È  x

  C  @  â s     é   0 s
 
    é   b x    ÿ   Ä rÿ       È r    ÿüŽ ä x
   ÿ   ä/r	
ÿ       â †y     æ r		   ÿüŽ Ê †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ Ä x 
ý   p@ð È x 	ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r

   ÿáÿ ä x�ÿÿÿÿàÿ ä s	 
       " !r
ÿ  €   ä $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ È r
    ÿàÿ È x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò ä x  € ÿüŽ ä r

ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä x ÿ       È x     øŽ È r     ÿÀŽ È r     ÿàÿ È r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê r		   ÿ¸Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        Ê r  	       ä r        ä x	         È Py ÐêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  €    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     âr        â !t  €?     â $rÿÿ    Ž â r        â `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž B r        â `{X 0ÿž B `{X 0ÿž D `{
X 0ÿž B $vÿ o  ÿ Ž â !r	  €     È x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t  €?     â/ !t	  €?     â!t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â $rÿÿ    Ž â r        â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   " $x   Ž â z `  ÿ€ È z a    ä z ÿ p  pRð Æ %x   Ž â x    ÿ   ärÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  0
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð â !t  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x   A  @  â/#r       âO#r       â #r      â x  €À  @  â #r       â#r       â  r     @  â#r!      â#r       â#r       â #t  €?    â!t  €?    â !t  €?    â r!!     @  âr        â #r       â#r#      â #t  €?!    â r        â  r       @  â  r##     @  Æ #t  €?     â #t  €?#    â y  @Ð       È  r
     @  â r
     @  â r     @  â r"     @  ä #r
   
    âr        â #r       â !t   @     â r        â#r       âr        â #r"   "    â r        â #r!       â!t   @     â #r       âr        â #r    
    â `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r"	   "    â !t	  €?    â ¹z  j      â x%ÿ   $  â ™x?    â !r	       Æ ™x     â !r       â ™x?    È %|$    $ Ž â y  €Ñ       È  r	     @  â r     @  â #r!   !    â#r   "    â #r   	    â#r       â y  ÀÐ       È #r       â#r       Æ #r       â  r	     @  â #r       â  r     @  â #r       â !t  €?    â  r     @  â y  @Ð       È #r

   	    â  r     @  â#r        â #r       â !r       â #r       â#r	   
    â#r       â #r       â #r!       â #r   	    â!r       â#r       â #r       â xÿ      â #r       â$|	    ÿŽ â #r       â x$   ÿ   â  x ÿG  @  â $|	   	Ž â  x  ÿG  @  â z b  ÿàñ âs     è   " z d  ÿàó Ä r%	   ÿàÿ È x$     â s       è   f z c  ÿä  äz e  ÿäÿ  ä xÿ     Ê †y     â x	ÿ      Ê/ †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py PíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy      À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  0
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â !t  €¿     â/r        â !t  €?     â r	        ä r        â `{
Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r        È `{Z 0ÿž Â `{Z 0ÿž B z  o      â !r  €     â !r  €     ä x ð#tI Ðð â !t  €?     â !t  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     â x   A  @  â/#r       âO#r       â #r      â x  €À  @  â #r       â#r       â  r     @  â#r!      â#r       â#r       â #t  €?    â!t  €?    â !t  €?    â r!!     @  âr        â #r       â#r#      â #t  €?!    â r        â  r       @  â  r##     @  Æ #t  €?     â #t  €?#    â y  @Ð       È  r
     @  â r
     @  â r     @  â r"     @  ä #r
   
    âr        â #r       â !t   @     â r        â#r       âr        â #r"   "    â r        â #r!       â!t   @     â #r       âr        â #r    
    â `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B r        ä r
        ä r        ä r        ä `{Z 0ÿž B `{Z 0ÿž B r        ä `{Z 0ÿž Â `{Z 0ÿž B r        är        ä `{

Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r"	   "    â !t	  €?    â ¹z  j      â x%ÿ   $  â ™x?    â !r	       Æ ™x     â !r       â ™x?    È %|$    $ Ž â y  €Ñ       È  r	     @  â r     @  â #r!   !    â#r   "    â #r   	    â#r       â y  ÀÐ       È #r       â#r       Æ #r       â  r	     @  â #r       â  r     @  â #r       â !t  €?    â  r     @  â y  @Ð       È #r

   	    â  r     @  â#r        â #r       â !r       â #r       â#r	   
    â#r       â #r       â #r!       â #r   	    â!r       â#r       â #r       â xÿ      â #r       â$|	    ÿŽ â #r       â x$   ÿ   â  x ÿG  @  â $|	   	Ž â  x  ÿG  @  â z b  ÿàñ âs     è   " z d  ÿàó Ä r%	   ÿàÿ È x$     â s       è   f z c  ÿä  äz e  ÿäÿ  ä xÿ     Ê †y     â x	ÿ      Ê/ †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py PíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y$      %   ( y%      !   $ $z$$    %Ž Ê z $ h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  Ð
    À ê Er         ä Er $       ä Ez  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r        ä !r        â x    Â    â s     P   0 s     P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/r
        â !t   @     âr        â !t  €?     â r        ä `{

Z 0ÿž B r        ä r        â `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t  €?     â !t	  €?     ä zÿ o €    Ê  x   À  @  â!t   @     â!t  @@     ä#r        â#r       â #r      â x   A  @  â #r"	      â x  €À  @  â  r     @  â #r         â#r       â !t  €?    â#t  €?    â !t	  €?    â r	"     @  â #r"      â#r        â#r      â #t		  €?    â  r""     @  â #r       â  r     @  â r        â#t  €?"    â r        â #t  €?    â y  €Ð       È  r     @  â!t  €?    â r

     @  ä#r       â!r       â#r
   
    â r      @  â #r       â!r       â#r!   
    â #r         âr
        â #r"       â r        â $rÿÿ    Ž â  r     @  â r        â!t   @     â r        â #r       â `{Z 0ÿž B `{

Z 0ÿž B r        â #r!   !    â r        â $rÿÿ    Ž â r        ä `{Z 0ÿž B r        â `{Z 0ÿž B r        â `{Z 0ÿž B `{Z 0ÿž B r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B ¹z  j      â x%ÿ   $  â ™x?    â z ÿ p  pRð Æ ™x     ä ™x?    â !t  €?    Æ %|$    $ Ž â !r	       È !r       â y  ÀÑ       È  r#     @  â r     @  Æ #r

   #    â#r       Æ #r   
    â#r       â y  €Ð       È #r       â  r     @  â #r       â#r       â  r     @  â #r        â #r       â r	     @  â #r       â  r	     @  â #r       â #r       â #r
       â#r       â#r       â #r       â #r!!   
    â#r       â#r"       â #r       â x$   ÿ   â #r   !    Ä #r       â xÿ      â  x  C  @  ä  x  C  @  â $|    ÿŽ Æ s     é   " $|   Ž â z b  ÿàó äz d  ÿàõ ä r%   ÿàÿ ä s     é   d x$     Ä x ÿÿ  ÿÀŽ äx   ÿ   ä x ÿ      ä xÿÿ  ÿÀŽ ä/ r  ÿ       ä xÿ     Ä x   ÿ   ä r	ÿ       ä z c  ÿäÿ  är    ÿüŽ ä z e  ÿä ä r		   ÿüŽ â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â ˆ Àÿÿÿ    â #ˆ  €_ÿ    â #˜  €_ÿ    ä ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py °ìÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  €	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     â$rÿÿ    Ž â !t  €?     â r        â $rÿÿ    Ž â r        â `{X 0ÿž B r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r	  €     Æ x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t	  €?     â!t  €?     â/ !t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â #t  €?    â #t  €?    â r        â $rÿÿ    Ž â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        â$rÿÿ    Ž âO r        â `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   $ z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿÿ  ÿÀŽ Æ $x    ÿ Ž â xÿ     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ðîÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y	      &   ( y       "   $ $z		    Ž Ê z 	 i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê r 
       ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r 
       ä Er         ä Er 	       ä Ez  k      â !t    ?     â x     Â    â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    Ä !r        ä !r
        ä s     P   0 s 
    P   b !t  €¿     â!t  €?     âr        â !t   @     â $rÿÿ    Ž â r        Ä r        â `{ Z 0ÿž B! r        â!t  €?     â r        ä `{ Z 0ÿž B r        â `{" Z 0ÿž Â `{$ Z 0ÿž B r        är        ä `{ Z 0ÿž D `{  Z 0ÿž B `{ Z 0ÿž B	 ¹z  j      â xÿ     â ™x?    â z  o      â !r  €     â !r

  €     â ™x?    â xÿ   	  â ™x     â x ð#tI Ðð â !t
  €?     Ä $|	   ÿŽ â/zÿ o €    â %|	    Ž â !t	  €?     Æ $|   Ž â !t  @@     â $x   ÿ Ž Æ r   ÿàÿ â !t   @     Æ x     âO !t  €?    â !t
  €?    â x   À  @  â #r      â#r
      â�#r      â#r      â #r	       â x   A  @  â#r       â x  €À  @  â  r     @  â #r	       â#r       â  r     @  â #t  €?    â #r		       â#r       â #t  €?    â !t  €¿     â r        â  r
     @  âr        â  r     @  â r        â #t

  €?    â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B r        â#t  €?    â r        ä`{ Z 0ÿž D `{ Z 0ÿž B !t   @     â $rÿÿ    Ž È r        ä/r        äOr        â� y   Ò       È  r	     @  È #r       â !t	  €?    â r$	$     @  ä #r!"       â !r       â `{" Z 0ÿž B `{# Z 0ÿž B y  ÀÑ       È #r$   $    â !r       âr        ä #r    $    â #r!   !    â `{  Z 0ÿž B `{ Z 0ÿž B r        È `{ \ 0ÿž B  r!
!     @  â r        ä r        ä/ r        âO y  €Ñ       È #r       â  r	     @  È #r       È #r       â $rÿÿ    Ž â y  @Ñ       È #r       È #r   !    È #r$       â r        â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B !t  €?    È !r
       â r        ä r        ä r        ä/r        är        äO r        â y  @Ñ       È  r""     @  È #r"	#   "    È #r!    "    â z  b  ÿàñ â y   Ñ       È #r!   !    â !r       â r        Æ #r!!   $    È  x"! ÿG  @  â z! c  ÿä  Ê s" "    è   " `{ \ 0ÿž B x#ÿ   "  Ê †y  #    ä `{  \ 0ÿž B `{! \ 0ÿž B `{" \ 0ÿž B `{# \ 0ÿž B r        ä/r        â$rÿÿ    Ž â r        äO `{ \ 0ÿž D `{ \ 0ÿž B `{ \ 0ÿž Â `{ \ 0ÿž B r        ä� r        È `{ \ 0ÿž B y  €Ò       È  r     @  â z d  ÿàñ Æ #r	       È #r       â  r     @  Æ #r       â y  @Ò       È #r	       â y   Ò       È #r       â y   Ñ       È #r        â  r!     @  Æ  r
     @  â #r	"       Æ #r       â #r##       â y  @Ð       È  r     @  È #r	       â #r   #    Æ #r       â #r       â z e  ÿä  ä #r       È#r       È  x ÿG  @  È s     è   $ xÿ     Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 
ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 
ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ    €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s
        b  !rÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?    È/ #r
   
    È #r
    ÿ    È #r
        È #r   
    È #r        È #r
       Ê x ÿ   
  È x  ÿ   ÿÀŽ È r    ÿàÿ È x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x

   €ÿÀŽ Ö G‰  0    € ê #r    À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r ÿ   pRò ä x  € ÿüŽ ä rÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r

   ÿüŽ â Gy  Ð     € ê x

   €ÿÀŽ È x

  €ÿüŽ â Gy        € ê r

   ÿ¸Ž â Gy  €     € ê x    € HŽ È x
   €ÿüŽ â Gy  P     € ê x
   € HŽ â Gy  0     € ê y
   Àÿ    " Gy       € ê !r
        â x         È Py ÐêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  0	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  P    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x ÿG  @  â $|   Ž ä %|    ÿ Ž Æ s     è   $ z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž â xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py @ïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y	      &   ( y       "   $ $z		    Ž Ê z 	 i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê r 
       ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê r 
       ä Er         ä Ez  k      ä Er 	       â !t    ?     â x     Â    Æ #t   ¿    â !t   ?     â Ez  l      ä !r        â #t   ¿    Æ s     P   " !r
        Î s 
    P   b !t  €¿     â!t  €?     âr        â !t   @     ä r        ä r        â !t  €?     â/ r        â `{ Z 0ÿž B r        â $rÿÿ    Ž â r        â `{ Z 0ÿž B `{" Z 0ÿž Â r        â `{$ Z 0ÿž B `{ Z 0ÿž B r        â `{  Z 0ÿž F `{ Z 0ÿž B	 ¹z  j      â xÿ     â ™x?    â z  o      â !r  €     â !r

  €     â ™x?    â xÿ   	  â ™x     â x ð#tI Ðð â !t
  €?     Ä $|	   ÿŽ â/zÿ o €    â %|	    Ž â !t	  €?     Æ $|   Ž â !t  @@     È r   ÿàÿ â !t   @     âx   ÿ   âO x   À  @  â x     â !t  €?    â!t
  €?    â#r      â#r
      â�#r      â#r      â #r	       â x   A  @  â#r       â x  €À  @  â  r     @  â #r	       â#r       â  r     @  â #t  €?    â #r		       â#r       â #t  €?    â !t  €¿     â r        â  r
     @  âr        â  r     @  â r        â #t

  €?    â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B $rÿÿ    Ž â #t  €?    â r        ä`{ Z 0ÿž D `{ Z 0ÿž B !t   @     â r        È r        ä/r        äOr        â� y   Ò       È  r	     @  È #r       â !t	  €?    â r$	$     @  ä #r!"       â !r       â `{" Z 0ÿž B `{# Z 0ÿž B y  ÀÑ       È #r$   $    â !r       âr        ä #r    $    â #r!   !    â `{  Z 0ÿž B `{ Z 0ÿž B r        È `{ \ 0ÿž B  r!
!     @  â r        ä r        â/ $rÿÿ    Ž âO y  €Ñ       È #r       â  r	     @  È #r       È #r       â r        â y  @Ñ       È #r       È #r   !    È #r$       â r        â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B !t  €?    È !r
       â r        ä r        ä r        â/$rÿÿ    Ž âO r        är        â y  @Ñ       È  r""     @  È #r"	#   "    È #r!    "    â z  b  ÿàñ â y   Ñ       È #r!   !    â !r       â r        Æ #r!!   $    È  x"! ÿG  @  â z! c  ÿä  Æ s# "    è   " `{ \ 0ÿž B †y  #    ä `{  \ 0ÿž B `{! \ 0ÿž B `{" \ 0ÿž B `{# \ 0ÿž B r        ä/r        är        äO `{ \ 0ÿž B r        â `{ \ 0ÿž B `{ \ 0ÿž Â r        ä� r        â `{ \ 0ÿž F `{ \ 0ÿž B y  €Ò       È  r     @  â z d  ÿàñ Æ #r	       â z e  ÿä  Æ #r       â  r     @  Æ #r       â y  @Ò       È #r	       â y   Ò       È #r       â y   Ñ       È #r        â  r!     @  Æ  r
     @  â #r	"       Æ #r       â #r##       â y  @Ð       È  r     @  È #r	       â #r   #    Æ #r       â #r       Æ #r       È#r       È  x ÿG  @  È s     è   $ †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 
ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â ˆ Àÿÿÿ    â #ˆ    €_ÿ    â #˜  €_ÿ    ä ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s
        b  !rÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?    È/ #r
   
    È #r
    ÿ    È #r
        È #r   
    È #r        È #r
       Ê x ÿ   
  È x  ÿ   ÿÀŽ È r    ÿàÿ È x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x

   €ÿÀŽ Ö G‰  0    € ê #r    À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r ÿ   pRò ä x  € ÿüŽ ä rÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r

   ÿüŽ â Gy  Ð     € ê x

   €ÿÀŽ È x

  €ÿüŽ â Gy        € ê r

   ÿ¸Ž â Gy  €     € ê x    € HŽ È x
   €ÿüŽ â Gy  P     € ê x
   € HŽ â Gy  0     € ê y
   Àÿ    " Gy       € ê !r
        â x         È Py ðêÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy   	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  @    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        â$rÿÿ    Ž â r        â!t  €¿     â/!t   @     âr        â !t  €?     â r#        ä r        ä r"        Ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â !r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â !t  €?    â z ÿ o €    Ê !t    @     â!t   @@     â x    À  @  â!t  €?     â x    A  @  â #r      â#r      â/ #r        â#r 	       â  r     @  â r     @  â r        âO #r      â#t  €?    â #t  €?    â r        â #r      â r        â #r       âr        â #r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        â$rÿÿ    Ž â/ r        ä r        äO `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B r        È `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#t  €?    â #r	        â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       ä $|   Ž ä %|    ÿ Ž â  x  ÿG  @  È s	      è   " z `  ÿ€ ä r   ÿàÿ È z a    Ê %x   Ž Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ  €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py PïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  À    À ê r         ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  à    À ê r         ä Er         ä Ez	  k      ä Er        â !t    ?     â x     Â    Æ #t   ¿    â !t   ?     â Ez  l      ä !r		        â #t   ¿    Æ s 	    P   " !r        Î s     P   b !t  €¿     â!t  €?     â r
        Æ r        â$rÿÿ    Ž â r        â !t  €?     â/ r        â `{ Z 0ÿž B $rÿÿ    Ž ä `{ Z 0ÿž B r        â `{% Z 0ÿž B r        ä `{
 Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z  o      â ™x?    ä ™x     â x ð#tI Ðð Æ $|   ÿŽ âzÿ o €    â %|    Ž È $|   Ž â x   ÿ   È r   ÿàÿ È x     â !r	  €     â !r	  €     â !t
   @     â!t  @@     â !t  €?    â!t	  €?    â  x   À  @  â/ !t  €?     â!t	  €?     â#r
      â#r	
      â#r
      â#r

      â  x   A  @  â#r       â#r       â x  €À  @  â  r     @  â #r       â#r       â  r
     @  â !t
   @     â !t  €¿     â #t  €?    â #t  €?    â #r       â r     @  â#r       â r 
       â $rÿÿ   
 Ž â r        â #t  €?    â r        â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B `{! Z 0ÿž B r        â  r	     @  Æ `{#
 Z 0ÿž B #t		  €?    â r        â y   Ò       È  r     @  È #r       â $rÿÿ    Ž Æ #r%%       â  r     @  ä `{ \ 0ÿž B `{ \ 0ÿž B y   Ò       È #r       â r        Æ #r       ä `{ \ 0ÿž B `{
 \ 0ÿž B `{ \ 0ÿž B !t  €?    È/ !r       È !r       â r        ä r 
       âO y  ÀÑ       È #r   %    â#r       â  r     @  ä  r	     @  ä #r       â y  @Ñ       È #r!       È #r#       â r        Æ #r       È #r       â r        â y  ÀÐ       È  r     @  È #r!       â r        È `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B r        â y  ÀÑ       È #r    !    â !t   @     â $rÿÿ    Ž â r 
       ä/ r        ä r        â `{! \ 0ÿž B `{" \ 0ÿž Â r        â `{# Z 0ÿž F `{ Z 0ÿž Â `{% Z 0ÿž B `{ \ 0ÿž B r        är        är        ä/ `{ \ 0ÿž B $rÿÿ   
 Ž ÆO `{ Z 0ÿž B `{ \ 0ÿž B `{ \ 0ÿž B y  @Ó       È #r         â  r     @  â z ÿ p  pRð â !t   €?    È !r 	        È !r         â y  @Ò       È #r       È #r       È #r
       â  r     @  Æ  r
	
     @  â y  ÀÑ       È #r       â #r
    
    Æ #r!       â y   Ñ       È  r##     @  â #r""       Æ #r#%   #    â  r     @  â #r
"   
    â z b  ÿàó â #r#   #    â z d  ÿàõ â y  @Ð       È #r       â #r   #    Æ #r       â #r        Æ #r       â x  C  @  Æ #r
    
    È  x

  C  @  â s     é   0 s
 
    é   b xÿÿ  ÿÀŽ Ä x    ÿ   ä xÿ     ä x
ÿÿ  ÿÀŽ ä/rÿ       ä xÿ     ä x
   ÿ   Ä r	ÿ       ä z c  ÿäÿ  ä r    ÿüŽ ä z e  ÿä ä r		   ÿüŽ â †y     è †y 	    â My        € ê x	ÿ     ä xÿ      Ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x
  €Àÿ¸Ž È r

   ÿáÿ ä x�ÿÿÿÿàÿ ä s	 
       " !r
ÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ È r
    ÿàÿ È x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ È r     ÿàÿ È r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê r		   ÿ¸Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        Ê r  	       ä r        ä x	         È Py �êÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  €	    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy       À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        â x    Â    â !r	        ä s     P   0 s 	    P   b !t  €?     â!t  €¿     È r        är        â!t  €¿     â/!t   @     â$rÿÿ    Ž â !t  €?     â r        â $rÿÿ    Ž â r        â `{X 0ÿž B r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r	  €     Æ x ð#tI Ðð â !r  €     â !t  €?    äz ÿ o €    â !t	  €?     â!t  €?     â/ !t  €?    â r        â !t    @     â!t   @@     â x    À  @  â x    A  @  Ä #r      â#r      â #r        â#r 	       â  r     @  â r     @  â r        âO #r      â #t  €?    â #t  €?    â r        â $rÿÿ    Ž â #r      â #r       â#r	       â r        â `{!X 0ÿž Â `{"X 0ÿž B `{X 0ÿž Ä `{X 0ÿž B r        È `{#X 0ÿž B !t   @     Ê r        ä r        ä/ r        â$rÿÿ    Ž âO r        â `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  â¹z  j      â #r        â#r	        â #t  €?    â #t	  €?    â ™x?    È ™x?    ä ™x     â y  ÀÒ       È  r     @  â !t  €?    Æ #r       â !r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â/ !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r       â  r#     @  È #r!       È #r	       â y  @Ð       È #r       â  r     @  Æ  r     @  â #r       â !r       â $|    ÿŽ â #r       â #r	       â !r       ä#r       â #r       âxÿ      Æ #r       È  x  C  @  â $|   Ž ä %|    ÿ Ž Æ s     é   $ z `  ÿ€ ä r   ÿàÿ È z a    ä z ÿ p  pRð Æ %x   Ž â xÿÿ  ÿÀŽ Æ $x    ÿ Ž â xÿ     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž È r		   ÿáÿ ä x�ÿÿÿÿàÿ ä s 	       " !r
	ÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ðîÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  €
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy   	    À ê Er         ä Er "       ä Ez  l      â !t   ?     ä !t   ?     ä #t   ¿    â Ez  k      â #t   ¿    Ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â!t  €¿     â/r        â !t  €?     â r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r	        Ì `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     â !t!  €?    â z ÿ o €    Ê  x#    À  @  â x
    A  @  â!t    @     â!t   @@     â#r    #    â/#r#    #    â x    €À  @  â #r!      â #r   
    â#r
#   
    â #r      â  r!     @  â #r        â#r
        â  r     @  â#t!  €?    â !t  €?    â#r$      â#t  €?    â r        â #r      â  r$$     @  Æ  r     @  â #t  €?$    Æ #t  €?    â y  @Ð       È  r     @  â r
     @  â r     @  ä #r       â#r
   
    â  r     @  â #r!       â !t   @     â #r    
    âr
        â #r       â r        â!t   @     â r        â #r       â r        Ä r        ä `{Z 0ÿž Â `{

Z 0ÿž B `{Z 0ÿž B r        ä r        ä r        â y  €Ð       È #r#       â r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B r        ä r        ä r        är        â `{Z 0ÿž B `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   !    â !t	  €?    È !r		       È !r	       â y  €Ñ       È  r	
     @  â r
     @  â #r#   #    â#r   $    â #r	   	    â#r
   
    â y   Ñ       È #r	   	    â#r
   
    â  r     @  â r     @  â #r   	    â#r   
    â !t
  €?    ä  r     @  â r     @  â y  @Ð       È #r       â #r       â #r         â #r       â !r
       â #r	       â#r       â#r       â #r        â #r#   	    â #r       â!r       â #r       â #r       â x#ÿ   "  â #r       Ä #r       ä  x ÿG  @  â %z"  j  "Ž â  x ÿG  @  È s     è   " z" b  ÿàñ äz" d  ÿàó ä z# c  ÿä  äz# e  ÿäÿ  â s     è   b x	ÿ     Ê †y 	    â xÿ     Ê/ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py àíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  €
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy   	    À ê Er         ä Er "       ä Ez  l      â !t   ?     ä !t   ?     ä #t   ¿    â Ez  k      â #t   ¿    Ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â!t  €¿     â/r        â !t  €?     â r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r	        Ì `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     â !t!  €?    â z ÿ o €    Ê  x#    À  @  â x
    A  @  â!t    @     â!t   @@     â#r    #    â/#r#    #    â x    €À  @  â #r!      â #r   
    â#r
#   
    â #r      â  r!     @  â #r        â#r
        â  r     @  â#t!  €?    â !t  €?    â#r$      â#t  €?    â r        â #r      â  r$$     @  Æ  r     @  â #t  €?$    Æ #t  €?    â y  @Ð       È  r     @  â r
     @  â r     @  ä #r       â#r
   
    â  r     @  â #r!       â !t   @     â #r    
    âr
        â #r       â r        â!t   @     â r        â #r       â r        Ä r        ä `{Z 0ÿž Â `{

Z 0ÿž B `{Z 0ÿž B r        ä r        ä r        â y  €Ð       È #r#       â r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B r        ä r        ä r        är        â `{Z 0ÿž B `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   !    â !t	  €?    È !r		       È !r	       â y  €Ñ       È  r	
     @  â r
     @  â #r#   #    â#r   $    â #r	   	    â#r
   
    â y   Ñ       È #r	   	    â#r
   
    â  r     @  â r     @  â #r   	    â#r   
    â !t
  €?    ä  r     @  â r     @  â y  @Ð       È #r       â #r       â #r         â #r       â !r
       â #r	       â#r       â#r       â #r        â #r#   	    â #r       â!r       â #r       â #r       â x#ÿ   "  â #r       Ä #r       ä  x ÿG  @  â %z"  j  "Ž â  x ÿG  @  È s     è   " z" b  ÿàñ äz" d  ÿàó ä z# c  ÿä  äz# e  ÿäÿ  â s     è   b x	ÿ     Ê †y 	    â xÿ     Ê/ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py àíÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  `
    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰        € ê/ x P      ä Dy  €	    À ê Er         ä Er "       ä Ez  l      â !t   ?     ä !t   ?     ä #t   ¿    â Ez  k      â #t   ¿    Ä !r        â x    Â    â !r        ä s     P   0 s     P   b !t  €?     â!t  €¿     È r        ä r        â!t  €¿     â/r        â !t  €?     â r        ä r        â `{Z 0ÿž B r        ä `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B r	        Ì `{Z 0ÿž B z  o      â !r!  €     â !r  €     ä x ð#tI Ðð â !t!  €?     â !t  €?     â !t!  €?    â z ÿ o €    Ê  x#    À  @  â x
    A  @  â!t    @     â!t   @@     â#r    #    â/#r#    #    â x    €À  @  â #r!      â #r   
    â#r
#   
    â #r      â  r!     @  â #r        â#r
        â  r     @  â#t!  €?    â !t  €?    â#r$      â#t  €?    â r        â #r      â  r$$     @  Æ  r     @  â #t  €?$    Æ #t  €?    â y  @Ð       È  r     @  â r
     @  â r     @  ä #r       â#r
   
    â  r     @  â #r!       â !t   @     â #r    
    âr
        â #r       â r        â!t   @     â r        â #r       â r        Ä r        ä `{Z 0ÿž Â `{

Z 0ÿž B `{Z 0ÿž B r        ä r        ä r        â y  €Ð       È #r#       â r        ä `{Z 0ÿž B `{Z 0ÿž Â `{Z 0ÿž B r        ä r        ä r        är        â `{Z 0ÿž B `{Z 0ÿž D `{Z 0ÿž D `{Z 0ÿž B #r$	   !    â !t	  €?    È !r		       È !r	       â y  €Ñ       È  r	
     @  â r
     @  â #r#   #    â#r   $    â #r	   	    â#r
   
    â y   Ñ       È #r	   	    â#r
   
    â  r     @  â r     @  â #r   	    â#r   
    â !t
  €?    ä  r     @  â r     @  â y  @Ð       È #r       â #r       â #r         â #r       â !r
       â #r	       â#r       â#r       â #r        â #r#   	    â #r       â!r       â #r       â #r       â x#ÿ   "  â #r       Ä #r       ä  x  C  @  â %z"  j  "Ž â  x  C  @  ä s	     é   $ z" b  ÿàñ äz" d  ÿàó Ä z# c  ÿä  äs     é   b z# e  ÿäÿ  ä †y 	    è †y     â/ My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r   ÿ    È #r
	       È #r
       È #r
	       È #r
       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äxÿÿ ÿÀŽ â #r
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r     Ðñ ä r	ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       Ê r        ä x         È Py  îÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       âz  j      â #r       â !r       â #r       ä #r       â %v  `  Ž Æ #r       ä r   ÿàñ ä x  C  @  ä r   ÿ  È s     é   $ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÐïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰        € ê/ x P      ä Dy      À ê Er  "       ä Er        Æ !t    ?     â Ez   k      â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    ä !r         â x     Â    â !r        Ä s     P   0 s     P   b !t  €¿     âr        â !t  €?     â!t   @     Ä r        ä r        â !t  €?     â/ r        â `{! Z 0ÿž B r        â $rÿÿ    Ž â `{ Z 0ÿž B r        â `{ Z 0ÿž B r        ä r        â `{# Z 0ÿž B `{% Z 0ÿž B `{ Z 0ÿž Â `{ Z 0ÿž B z	  o      â !r
  €     Æ x 	ð#tI Ðð â !r	  €     â !t
  €?     äzÿ o €    â !t	  €?     â!t
  €?    â/!t	  €?    ä  x   À  @  â!t   @     â!t  @@     â x   A  @  âO#r       â#r       â #r
      â�#r	      â#r      â#r      â  x  €À  @  â #r       â#r       â  r     @  â  r     @  â #r       â#r       â !t  €¿     â #t  €?    â #t  €?    â  r
     @  âr        â  r	     @  â r        â #t

  €?    â r        â$rÿÿ    Ž â r        â `{ Z 0ÿž Â `{ Z 0ÿž B #t		  €?    ä `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B !t   @     â r        È r        Ì/ `{ Z 0ÿž B `{  Z 0ÿž B r        äOr        È� `{ Z 0ÿž B y  €Ò       È  r!!     @  È #r!
   !    â !t  €?    Æ #r   !    â !r
       â y  ÀÑ       È  r##     @  â !r       Æ #r#
%   #    â #r       Æ #r   #    â `{ Z 0ÿž B r        ä r        È `{ \ 0ÿž B  r	     @  â $rÿÿ    Ž â y  €Ñ       È  r     @  â #r       Æ #r
       È #r       â r        ä/ r        â y  @Ñ       È #r       È #r       â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B #r       â r        â y   Ñ       È  r
     @  È #r!        â r        È `{ \ 0ÿž B `{ \ 0ÿž B !t   €?    â y  @Ñ       È #r$   !    â x#ÿ   "  â !r 	        â r        Æ %z" j  "Ž â r        ä r        ä r        â/$rÿÿ    Ž âO r        â `{ \ 0ÿž B `{ \ 0ÿž B r        â y  €Ñ       È #r$   $    â !r        â z " b  ÿàñ Æ #r$       â z!# c  ÿä  Æ  x ÿG  @  Ì s     è   $ x%ÿ     ä `{ \ 0ÿž F †y  %    ä `{  \ 0ÿž B# `{! \ 0ÿž B r        är        ä r        ä `{ \ 0ÿž B r        ä/r        äO r        ä `{ \ 0ÿž B `{ \ 0ÿž Â `{ \ 0ÿž B `{ \ 0ÿž B y  €Ò       È  r
     @  È #r       È #r       â  r
     @  Æ #r       â y  ÀÑ       È #r       È #r       È #r       È  r		     @  â z" d  ÿàñ Æ #r   	    â y  €Ñ       È  r
     @  â y  ÀÐ       È #r        È #r !       â  r
     @  È #r       â#r         Æ #r       â #r        Æ #r       È #r       È  x  ÿG  @  â z# e  ÿä  Ê s       è   $ xÿ      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ    €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r    ÿ    È #r
	        È #r
       È #r
	        È #r
       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r 	ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        Ê r        ä x         È Py pëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰        € ê/ x P      ä Dy      À ê Er  "       ä Er        Æ !t    ?     â Ez   k      â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    ä !r         â x     Â    â !r        Ä s     P   0 s     P   b !t  €¿     âr        â !t  €?     â!t   @     Ä r        ä r        â !t  €?     â/ r        â `{! Z 0ÿž B r        â $rÿÿ    Ž â `{ Z 0ÿž B r        â `{ Z 0ÿž B r        ä r        â `{# Z 0ÿž B `{% Z 0ÿž B `{ Z 0ÿž Â `{ Z 0ÿž B z	  o      â !r
  €     Æ x 	ð#tI Ðð â !r	  €     â !t
  €?     äzÿ o €    â !t	  €?     â!t
  €?    â/!t	  €?    ä  x   À  @  â!t   @     â!t  @@     â x   A  @  âO#r       â#r       â #r
      â�#r	      â#r      â#r      â  x  €À  @  â #r       â#r       â  r     @  â  r     @  â #r       â#r       â !t  €¿     â #t  €?    â #t  €?    â  r
     @  âr        â  r	     @  â r        â #t

  €?    â r        â$rÿÿ    Ž â r        â `{ Z 0ÿž Â `{ Z 0ÿž B #t		  €?    ä `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B !t   @     â r        È r        Ì/ `{ Z 0ÿž B `{  Z 0ÿž B r        äOr        È� `{ Z 0ÿž B y  €Ò       È  r!!     @  È #r!
   !    â !t  €?    Æ #r   !    â !r
       â y  ÀÑ       È  r##     @  â !r       Æ #r#
%   #    â #r       Æ #r   #    â `{ Z 0ÿž B r        ä r        È `{ \ 0ÿž B  r	     @  â $rÿÿ    Ž â y  €Ñ       È  r     @  â #r       Æ #r
       È #r       â r        ä/ r        â y  @Ñ       È #r       È #r       â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B #r       â r        â y   Ñ       È  r
     @  È #r!        â r        È `{ \ 0ÿž B `{ \ 0ÿž B !t   €?    â y  @Ñ       È #r$   !    â x#ÿ   "  â !r 	        â r        Æ %z" j  "Ž â r        ä r        ä r        â/$rÿÿ    Ž âO r        â `{ \ 0ÿž B `{ \ 0ÿž B r        â y  €Ñ       È #r$   $    â !r        â z " b  ÿàñ Æ #r$       â z!# c  ÿä  Æ  x ÿG  @  Ì s     è   $ x%ÿ     ä `{ \ 0ÿž F †y  %    ä `{  \ 0ÿž B# `{! \ 0ÿž B r        är        ä r        ä `{ \ 0ÿž B r        ä/r        äO r        ä `{ \ 0ÿž B `{ \ 0ÿž Â `{ \ 0ÿž B `{ \ 0ÿž B y  €Ò       È  r
     @  È #r       È #r       â  r
     @  Æ #r       â y  ÀÑ       È #r       È #r       È #r       È  r		     @  â z" d  ÿàñ Æ #r   	    â y  €Ñ       È  r
     @  â y  ÀÐ       È #r        È #r !       â  r
     @  È #r       â#r         Æ #r       â #r        Æ #r       È #r       È  x  ÿG  @  â z# e  ÿä  Ê s       è   $ xÿ      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â $„ÿÀÿÿÿÿ Ž â #ˆ    €_ÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r    ÿ    È #r
	        È #r
       È #r
	        È #r
       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r 	ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        Ê r        ä x         È Py pëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y       %   ( y      !   $ $z      Ž Ê z   h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê r        ä Er        ä Er         ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       â#r       â !r       ä #r       â #r       È #r       È  x ÿG  @  â z  j      Ê s     è   " %v `  Ž Ê r    ÿàñ È r    ÿ  ä xÿ     Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÀïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y"      %   ( y#      !   $ $z""    #Ž Ê z " h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê r        ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰        € ê/ x P      ä Dy  ð    À ê Er  "       ä Er        Æ !t    ?     â Ez   k      â !t   ?     ä #t   ¿    â Ez  l      â #t   ¿    ä !r         â x     Â    â !r        Ä s     P   0 s     P   b !t  €¿     âr        â !t  €?     â!t   @     Ä r        ä r        â !t  €?     â/ r        â `{! Z 0ÿž B r        ä `{ Z 0ÿž B r        â `{ Z 0ÿž B r        är        â `{# Z 0ÿž B `{% Z 0ÿž B r        â `{ Z 0ÿž Æ `{ Z 0ÿž B $v	ÿ o  ÿ Ž â !r
  €     È x 	ð#tI Ðð â !r	  €     â !t
  €?     äzÿ o €    â !t	  €?     â!t
  €?    â/!t	  €?    ä  x   À  @  â!t   @     â!t  @@     â x   A  @  âO#r       â#r       â #r
      â�#r	      â#r      â#r      â  x  €À  @  â #r       â#r       â  r     @  â  r     @  â #r       â#r       â !t  €¿     â #t  €?    â #t  €?    â  r
     @  âr        â  r	     @  âr        â #t

  €?    â r        â#t		  €?    â r        â `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B `{ Z 0ÿž B r        È `{ Z 0ÿž B !t   @     â r        È r        Ì/ `{ Z 0ÿž B `{  Z 0ÿž B r        âO $rÿÿ    Ž Ê� `{ Z 0ÿž B y  ÀÒ       È  r!!     @  È #r!
   !    â !t  €?    Æ #r   !    â !r
       â y   Ò       È  r##     @  â !r       Æ #r#
%   #    â #r       Æ #r   #    â `{ Z 0ÿž B r        ä r        È `{ \ 0ÿž B  r	     @  â r        ä r        â/ y  €Ñ       È #r       â  r     @  È #r
       È #r       â r        â y  @Ñ       È #r       È #r       â `{ \ 0ÿž Â `{ \ 0ÿž Â `{ \ 0ÿž B #r       â r        â y   Ñ       È  r
     @  È #r!        â r        È `{ \ 0ÿž B `{ \ 0ÿž B !t   €?    â y  @Ñ       È #r$   !    â x#ÿ   "  â !r 	        â r        Æ %z" j  "Ž â r        ä r        â $rÿÿ    Ž â/ r        âO `{ \ 0ÿž B `{ \ 0ÿž B r        ä� r        â y  €Ñ       È #r$   $    â !r        â z " b  ÿàñ Æ #r$       â z!# c  ÿä  Æ  x  C  @  Ì s     é   d †y      ä# `{ \ 0ÿž B# `{  \ 0ÿž B `{! \ 0ÿž B r        är        ä/r        äO r        ä `{ \ 0ÿž D `{ \ 0ÿž B `{ \ 0ÿž Â `{ \ 0ÿž B r        ä� r        È `{ \ 0ÿž B y  €Ò       È  r
     @  È #r       È #r       â  r
     @  Æ #r       â y  ÀÑ       È #r       È #r       È #r       È  r		     @  â z" d  ÿàñ Æ #r   	    â y   Ñ       È  r
     @  È #r        È #r !       â y  @Ð       È  r
     @  È #r       â #r         Æ #r       â #r        Æ #r       È#r       È  x   C  @  â z# e  ÿä  Æ s      é   $ †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ Ä x
ÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö  ÿ       â #ˆ    €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x
�ÿÿÿÿàÿ ä s        b  !r	ÿ  €   ä $x   €ÿ Ž âx   èÿ È r   ÿàÿ â #t
  €?	    È/ #r
       È #r    ÿ    È #r
	        È #r
       È #r
	        È #r
       Ê x ÿ     È x  ÿ   ÿÀŽ È r	    ÿàÿ È x 	ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx	    ÿàÿ â#r
   @   âr 	ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r   ÿ   ä r      Ðñ ä r 	ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x    € HŽ È x   €ÿüŽ â Gy  P     € ê x   € HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r        Ê r        ä x         È Py �ëÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä y       &   ( y      "   $ $z     Ž Ê z   i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez  m      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x p      ä Dy       À ê r        ä Ez  i      â ¹z  F   
   â Ez  n      ä s        0 s         b #t  €?   È #r       È #r   ÿ    È #r      È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê r        ä Er         ä Er        ä Ez	  l      â !t   ?     ä !t   ?     â Ez  k      â #t   ¿    Ä #t   ¿    ä !r	        ä !r	        â x    Â    â s     P   0 s 	    P   b !t  €?     â!t  €¿     Æ $rÿÿ    Ž â r        är#        â !t  €¿     â/!t   @     âr        â !t  €?     â r        ä r        Ä r"        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{"X 0ÿž B `{X 0ÿž B `{
X 0ÿž B z  o      â !r  €     â!r	  €     ä x ð#tI Ðð â !t	  €?     â!t  €?    â!t  €?    â z ÿ o €    â !t  €?     â $rÿÿ    Ž Æ !t    @     â!t   @@     â x    À  @  â x    A  @  ä #r      â/#r      â#r        â#r 	       â  r     @  â  r     @  â r        âO #r      â#t  €?    â #r       â#r	       â #t  €?    â r        â #r      â r        Ä r        â `{!X 0ÿž Â `{"X 0ÿž B `{#X 0ÿž Â r        È `{$X 0ÿž B `{X 0ÿž B !t   @     È $rÿÿ    Ž â r        Æ/ `{X 0ÿž B r        ä r        äO r        ä `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B `{X 0ÿž B  x    €À  @  â  r     @  â  r     @  ä#r        â#t  €?    â #r	        â #t	  €?    â y  ÀÒ       È  r     @  â!t  €?    Æ #r       â!r       Æ #r	       â!r	       â y   Ò       È #r       â  r     @  â !t  €?    Æ #r
       â y  @Ñ       È #r	"       È #r$       â  r     @  È #r!       È #r	#       â y  €Ð       È  r     @  â #r       Æ #r       â  r     @  â!r       ä #r	       âz  j      â #r       â !r       â #r       ä #r       â %v  `  Ž Æ #r       ä r   ÿàñ ä x  C  @  ä r   ÿ  È s     é   $ †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ Ä xÿÿÿÿÿàÿ ä x 	ý   p@ð È x ý   pDp  Ú ‚ ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö  ÿ       â #ˆ  €_ÿ    â ˆ Àÿÿÿ    â #˜  €_ÿ    Æ ˜@   ÿàÿ ä x	  €Àÿ¸Ž Ê $x	   	
Ž â x�ÿÿÿÿàÿ Æ s 	       " !r
	ÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?
    È #r       È #r   ÿ    È #r
       È #r       È #r
       È #r       Ê xÿ     È xÿ   ÿÀŽ È r	   ÿàÿ È x	ÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x 	þ   pBð Ú G	  °    € ê x 	   pbð Ú G	  `    € ê x 	èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx
	    ÿàÿ â #r   @   âr 	ÿ   pRô ä xÿÿ ÿÀŽ â #r   €   â r 	ÿ   pRò ä x  € ÿüŽ ä r		ÿ   ÿáÿ Ä r

   ÿ   ä r     Ðñ ä r	ÿ       ä r 
ÿ   pRò  ä rÿ     ä x      p5p  Ä x
ÿ     ä xÿ       È x   
øŽ È r   ÿÀŽ È r
   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â x         È Py ÐïÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{

X 0ž B `{X 0ž B $rÿÿ    Ž ä `{X 0ž H `{X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r

   àÿ ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r   àÿ ä xÿ   ÿÀŽ â$~ÿ   ÿ Ž â xÿ   ÿÀŽ Ä r   àÿ ä x	 ÿ   ÿÀŽ ä x
   àÿ ä x   àÿ ä x	   	àÿ ä xÿ     Ä x ÿ     ä x	ÿ   	  ä x @3       ä t		ÿÿ      È x	 T  	    Ê †y 	    â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{

X 0 ž B `{X 0ž B $rÿÿ    Ž ä `{X 0ž H `{X 0ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ â ‚x @3       ä $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x  ÿ   ÿÀŽ ä r   àÿ ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     	àÿ ä xÿ   ÿÀŽ Äx	ÿ   ÿÀŽ ä r
   àÿ ä xÿ   ÿÀŽ â $~ÿ   ÿ Ž â x   àÿ ä x     	àÿ ä x   àÿ Ä xÿ     ä xÿ      ä xÿ     ä x@3      ä t ÿÿ      È xT       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{

X 0 ž B `{X 0ž B $rÿÿ    Ž ä `{X 0ž H `{X 0ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ â ‚x @3       ä $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x  ÿ   ÿÀŽ ä r   àÿ ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     	àÿ ä xÿ   ÿÀŽ Äx	ÿ   ÿÀŽ ä r
   àÿ ä xÿ   ÿÀŽ â $~ÿ   ÿ Ž â x   àÿ ä x     	àÿ ä x   àÿ Ä xÿ     ä xÿ      ä xÿ     ä x@3      ä t ÿÿ      È xT       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{

X 0ž B `{X 0ž B $rÿÿ    Ž ä `{X 0ž H `{X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r

   àÿ ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r   àÿ ä xÿ   ÿÀŽ â$~ÿ   ÿ Ž â xÿ   ÿÀŽ Ä r   àÿ ä x	 ÿ   ÿÀŽ ä x
   àÿ ä x   àÿ ä x	   	àÿ ä xÿ     Ä x ÿ     ä x	ÿ   	  ä x @3       ä t		ÿÿ      È x	 T  	    Ê †y 	    â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

   àÿ ä x	   àÿ ä x     àÿ ä x   àÿ Ä x
ÿ   
  ä xÿ     ä x ÿ      ä xÿ     ä x
@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r	        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{X 0ž B `{X 0ž B $rÿÿ   	 Ž ä `{
X 0ž H `{X 0ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x

ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ Ä r     àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä r

   àÿ ä r   àÿ ä r		   àÿ Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x   àÿ ä x	   àÿ ä x
   àÿ ä x     àÿ Ä xÿ     ä xÿ     ä xÿ     ä x ÿ      ä x@3      ä x @3       È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä xÿ      È xT      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  °    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  Ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  @    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  P    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    ä z ÿ p  pRð Æ %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä x ÿ      ä xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä xÿ
     ä xÿ
     Ä rÿ       ä rÿ       ä r   ÿüŽ ä r     ÿüŽ È xT       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py  ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy      À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  €    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  �    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x ÿÿ  ÿÀŽ È xÿ
     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py `òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  p    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  �    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy      À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    ä z ÿ p  pRð Æ %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x 	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä x ÿ      ä rÿ       ä r ÿ       Æ $x   Ž ä $x     Ž Ê xT       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py àñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ È r     àÿ ä x		ÿ   ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È r ÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â r        â $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ   
 Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y  ÀÐ       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ â %|   ÿ Ž â xÿÿ  ÿÀŽ Äx		ÿÿ  ÿÀŽ â $x   Ž â r   àÿ ä xÿÿ  ÿÀŽ ä z b  ÿ€ ä x     	àÿ ä x   àÿ Ä z c    ä x ÿ      ä xÿ     â %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        " !rÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py �ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  €    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy      À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ    Ž ä $rÿÿ   
 Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y   Ñ       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ â %|   ÿ Ž â y  €Ð       È xÿÿ  ÿÀŽ â $x   Ž â xÿÿ  ÿÀŽ ä z b  ÿ€ ä r   àÿ ä x		ÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ Ä x     	àÿ ä x   àÿ ä z c    ä x ÿ      ä xÿ     â %x   Ž â x ÿÿ  ÿÀŽ Ä xÿÿ  ÿÀŽ â $x  @   ÿ Ž â z ÿ p  pRð â $x@   ÿ Ž â xÿ     ä xÿ     ä rÿ       ä rÿ       Ä r     ÿüŽ ä r   ÿüŽ È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py ÐðÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  �    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x ÿÿ  ÿÀŽ â$x  @   ÿ Ž Æ xÿ     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py PòÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ    Ž â r        â $rÿÿ   
 Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B `{	Z 0ÿž B $rÿÿ    Ž È `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y   Ñ       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     àÿ â %|   ÿ Ž â y  @Ð       È xÿ   ÿÀŽ â $x   Ž â xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä r   àÿ ä xÿ   ÿÀŽ äz b  ÿ€ Ä x     	àÿ ä x   àÿ ä z c    ä z ÿ p  pRð ä x ÿ      â %x   Ž â xÿ     Ä r ÿ       ä rÿ       Æ $x    Ž ä $x   Ž Ê xT      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        " !rÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ È r     àÿ ä x		ÿ   ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È r ÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  @    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  `    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  Ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  à    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä x ÿ      ä xÀÿ  ÿÀŽ ä x Àÿ  ÿÀŽ È xT      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  °    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  Ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  @    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  P    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â x ÿ      È x Àÿ  ÿÀŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py  òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä xÿ      È xT      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  �    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  °    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  0    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    ä z ÿ p  pRð Æ %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x 	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä x ÿ      ä xÀ   ÿÀŽ ä x À   ÿÀŽ ä rÿ       ä rÿ       Æ $x   Ž ä $x     Ž Ê xT       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py ÀñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž â r        â `{X 0ÿž B `{X 0ÿž D `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ ä x  ÿ   ÿÀŽ äxÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä r     àÿ Ä z a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x À   ÿÀŽ È rÿ       Ê $x    Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy      À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  €    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  �    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ   
 Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y   Ñ       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ â %|   ÿ Ž â y  @Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â $x   Ž â z b  ÿ€ ä r   àÿ ä x		ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Äx     	àÿ ä x   àÿ ä x ÿ      ä xÿ     ä z c    ä x  Àÿ  ÿÀŽ Ä xÀÿ  ÿÀŽ â %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py `ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  °    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  Ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  @    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  P    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â x ÿ      È x Àÿ  ÿÀŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py  òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  €    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ r        ä x ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â !r	        â $rÿÿ    Ž âx    Â    â $rÿÿ   
 Ž â r        â $rÿÿ    Ž â r        â `{Z 0ÿž Â `{Z 0ÿž Â `{ 
Z 0ÿž B `{
\ 0ÿž Â `{\ 0ÿž Â $rÿÿ   
 Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä `{	Z 0ÿž D `{\ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ     â ™x     È $|   ÿŽ ä%|   ÿ Ž È/ $|   Ž â z b  ÿ€ Æ $x   Ž â y  ÀÐ       È r     àÿ ä z c    Ê %x   Ž â r   àÿ Æ$x     	Ž ä $x   Ž Æ x      ÿ Ž ä x    ÿ Ž ä x  Àÿ  ÿÀŽ ä xÀÿ  ÿÀŽ È x T      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py ðñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  €    À ê r        ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy       À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž Â r        â $rÿÿ    Ž â `{X 0ÿž Â `{X 0ÿž D `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â r     àÿ Èz a    â $x     	Ž È %x   Ž â x      ÿ Ž È x Àÿ  ÿÀŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ È r
   ÿàÿ â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py ðòÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  @    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  `    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  Ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  à    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ    Ž ä $rÿÿ   
 Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y   Ñ       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     àÿ â %|   ÿ Ž â y  €Ð       È xÿ   ÿÀŽ â $x   Ž â xÿ   ÿÀŽ ä z b  ÿ€ ä r   àÿ ä x		ÿ   ÿÀŽ äxÿ   ÿÀŽ Ä x     	àÿ ä x   àÿ ä z c    ä x ÿ      ä xÿ     â %x   Ž â z ÿ p  pRð Ä x À   ÿÀŽ ä xÀ   ÿÀŽ ä rÿ       ä rÿ       Æ $x    Ž ä $x   Ž Ê xT      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž â r        â `{X 0ÿž B `{X 0ÿž D `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ ä x  ÿ   ÿÀŽ äxÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä r     àÿ Ä z a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x À   ÿÀŽ È rÿ       Ê $x    Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ
     ä xÿ
      È xv      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä x 	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ
     ä xÿ
      È xv      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  @    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  °    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  À    À ê $rÿÿ    Ž È !r  €     â!r	  €     â!r	        â !r        â $r	ÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|
   ÿ Ž È $|    Ž È $x   Ž â z
 b  ÿ€ È z
 c    Ê %x   Ž â y  @Ð       È xÿ   ÿÀŽ ä x 	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä r     àÿ ä r   àÿ ä xÿ   ÿÀŽ äxÿ   ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä xÿ      È xv      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py 0òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä xÿ   ÿÀŽ â %v `  Ž â xÿ   ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â r        â $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ   
 Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y  ÀÐ       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ â %|   ÿ Ž â xÿÿ  ÿÀŽ Äx		ÿÿ  ÿÀŽ â $x   Ž â r   àÿ ä xÿÿ  ÿÀŽ ä z b  ÿ€ ä x     	àÿ ä x   àÿ Ä z c    ä x ÿ
      ä xÿ
     â %x   Ž Æ xv       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        " !rÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py �ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  @    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  `    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ r        ä x ð      ä Dy  Ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  à    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â !r	        â $rÿÿ    Ž âx    Â    â $rÿÿ   
 Ž â r        â $rÿÿ    Ž â r        â `{Z 0ÿž Â `{Z 0ÿž Â `{ 
Z 0ÿž B `{
\ 0ÿž Â `{\ 0ÿž Â $rÿÿ   
 Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä `{	Z 0ÿž D `{\ 0ÿž B ¹z  j      ä ™x?    È ™x?    â xÿ     â ™x     È $|   ÿŽ ä%|   ÿ Ž È/ $|   Ž â z b  ÿ€ Æ $x   Ž â y  ÀÐ       È r     àÿ ä z c    Ê %x   Ž â r   àÿ äx     	àÿ ä x   àÿ ä x ÿ      ä xÿ     È xv       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        " !rÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê r   ÿ¸Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê r	        ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž â r 
       â `{ 
X 0ÿž Â $rÿÿ    Ž ä $rÿÿ    Ž â `{X 0ÿž Â `{X 0ÿž D `{	X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä r     àÿ Èx     	àÿ È xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â ˆ
 Àÿÿÿ    â #ˆ  €_ÿ    â #˜  €_ÿ    ä ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â r        â $rÿÿ    Ž â `{Z 0ÿž B `{
\ 0ÿž B $rÿÿ   
 Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{	Z 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž â y  ÀÐ       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     àÿ â %|   ÿ Ž â xÿ   ÿÀŽ Äx		ÿ   ÿÀŽ â $x   Ž â r   àÿ ä xÿ   ÿÀŽ ä z b  ÿ€ ä x     	àÿ ä x   àÿ Ä z c    ä x ÿ      ä xÿ     â %x   Ž Æ xv       Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž È r   ÿáÿ ä x�ÿÿÿÿàÿ ä s        " !rÿ  €   ä $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py �ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä xÿ   ÿÀŽ â %v `  Ž â xÿ   ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  €    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž Ê x     â$x   ÿ Ž â y  @Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är 	    àÿ ä xÿÿ  ÿÀŽ ä z b  ÿàñ äz d  ÿàó Ä x   àÿ ä x     àÿ ä z c  ÿä  äz e  ÿäÿ  ä xÿ     ä x	ÿ      Æ †y     è †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy      À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  €    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  �    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $t ÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
 Z 0ÿž B `{ Z 0ÿž B $rÿÿ    Ž ä `{ Z 0ÿž H `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x     ä ™x?    È %|    Ž È $|   ÿŽ È $|   Ž â y  @Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä/ xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är 	    àÿ ä xÿÿ  ÿÀŽ ä x   àÿ ä x     àÿ â $x   Ž â xÿ     Ä x ÿ      ä x     â$x   ÿ Ž â xÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä xÿ
     ä xÿ
     Ä z b  ÿàó ärÿ       ä z d  ÿàõ ä r	ÿ       ä z c  ÿäÿ  ä r   ÿüŽ Ä z e  ÿä ä r		    ÿüŽ â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
pñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy      À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  €    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  �    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x ÿÿ  ÿÀŽ È xÿ
     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py `òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  °    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  Ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  @    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  P    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $t ÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
 Z 0ÿž B `{ Z 0ÿž B $rÿÿ    Ž ä `{ Z 0ÿž H `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x     ä ™x?    È %|    Ž È $|   ÿŽ È $|   Ž È $x   Ž Ê x     â$x   ÿ Ž â y  @Ð       È xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä/ xÿ   ÿÀŽ Ä r   àÿ ä xÿ   ÿÀŽ är 	    àÿ ä xÿ   ÿÀŽ ä x   àÿ ä x    àÿ Ä x ÿ     ä xÿ     ä r ÿ       ä z b  ÿàó ä r	ÿ       â $x    Ž â z d  ÿàõ Ä z c  ÿäÿ  â$x	   	Ž â z e  ÿä Æ †y     è †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
°ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ È r     àÿ ä x		ÿ   ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È r ÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž Â `{	
\ 0ÿž B `{\ 0ÿž B $rÿÿ    Ž ä$rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    â xÿ     â ™x     È $|   ÿŽ ä/%|    Ž È $|   Ž È $x   Ž ä $x   ÿ Ž Æ x
     âO y  €Ñ       È x  ÿÿ  ÿÀŽ â y  €Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ ä xÿÿ  ÿÀŽ Ä xÿÿ  ÿÀŽ äz b  ÿàñ ä xÿÿ  ÿÀŽ ä r		   àÿ ä x     àÿ ä z
 c  ÿä  Ä z d  ÿàñ ä x		   àÿ ä xÿ      ä z
 e  ÿä  ä x	ÿ   	  â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
PñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â$tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž â !r        â $rÿÿ   
 Ž â `{
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â `{	Z 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž ä `{Z 0ÿž B `{ 
\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    â z ÿ p  pRð Æ ™x?    â xÿ     â ™x     È $|   ÿŽ ä%|    Ž È $|   Ž ä/ $x
   ÿ Ž ä $x   Ž Ê x     ä z
 b  ÿàó â y  @Ñ       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ È r	   àÿ â y  €Ð       È xÿÿ  ÿÀŽ ä x  ÿÿ  ÿÀŽ ä x   àÿ ä x	ÿÿ  ÿÀŽ ä xÿ     ä xÿÿ  ÿÀŽ Äxÿÿ  ÿÀŽ â $x@   ÿ Ž â r     	àÿ ä xÿÿ  ÿÀŽ ä x     àÿ ä xÿ     ä x ÿ      Ä rÿ       ä x ÿÿ  ÿÀŽ â$x  @   ÿ Ž â z c  ÿäÿ  ä r   ÿüŽ ä xÿ     ä z
 d  ÿàó â †y     ä rÿ       Ä z e  ÿäÿ  ä r    ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 ðÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  �    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È x ÿÿ  ÿÀŽ â$x  @   ÿ Ž Æ xÿ     È rÿ       È r    ÿüŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py PòÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  €    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä$rÿÿ    Ž ä `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{	
\ 0ÿž B `{\ 0ÿž B $rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    â z ÿ p  pRð Æ ™x?    â xÿ     â ™x     È $|   ÿŽ ä/%|    Ž È $|   Ž È $x   Ž äO $x
   ÿ Ž Æ x     â y  @Ñ       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä z
 b  ÿàó ä r     àÿ â y  @Ð       È xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x     àÿ ä xÿ   ÿÀŽ Är		   àÿ ä x ÿ      ä x		   àÿ ä r ÿ       äx	ÿ   	  ä z c  ÿäÿ  â $x    Ž â r 	ÿ       Ä z
 d  ÿàó ä †y     â $x		    Ž â z e  ÿäÿ  Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 ñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ â y  @Ð       È x  ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ È r     àÿ ä x		ÿ   ÿÀŽ äz a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È r ÿ       È r    ÿ@Ž Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  €    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž Ê x     â$x   ÿ Ž â y  @Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är 	    àÿ ä xÿÿ  ÿÀŽ ä z b  ÿàñ äz d  ÿàó Ä x   àÿ ä x     àÿ ä z c  ÿä  äz e  ÿäÿ  ä xÿ     ä x	ÿ      Æ †y     è †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  `    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  €    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  ð    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy       À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž ä `{Z 0ÿž H `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž Ê x     â$x   ÿ Ž â y  @Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä x ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är 	    àÿ ä xÿÿ  ÿÀŽ ä z b  ÿàñ äz d  ÿàó Ä x   àÿ ä x     àÿ ä z c  ÿä  äz e  ÿäÿ  ä xÿ     ä x	ÿ      Æ †y     è †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy      À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  €    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  �    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $t ÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
 Z 0ÿž B `{ Z 0ÿž B $rÿÿ    Ž ä `{ Z 0ÿž H `{ Z 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x     ä ™x?    È %|    Ž È $|   ÿŽ È $|   Ž È $x   Ž Ê x
     â$x   ÿ Ž â y  @Ð       È xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä x ÿ   ÿÀŽ ä/ xÿ   ÿÀŽ Ä r   àÿ ä xÿ   ÿÀŽ är 	    àÿ ä xÿ   ÿÀŽ ä x   àÿ ä x     àÿ Ä xÿ     ä x ÿ      ä xÿ     â $x   ÿ Ž â xÿ      â $x     ÿ Ž â z b  ÿàó ä rÿ       Ä z d  ÿàõ ä r	ÿ       ä z
 c  ÿäÿ  äxü  øŽ ä z
 e  ÿä ä x		ü   øŽ â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
pñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  à    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  p    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  €    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž â r        â `{X 0ÿž B `{X 0ÿž D `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ ä x  ÿ   ÿÀŽ äxÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä r     àÿ Ä z a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È xÿ      â $x     ÿ Ž Æ rÿ       È xü   øŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py pòÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž Â `{	
\ 0ÿž B `{\ 0ÿž B $rÿÿ    Ž ä$rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    â xÿ     â ™x     È $|   ÿŽ ä/%|    Ž È $|   Ž È $x   Ž ä $x   ÿ Ž Æ x
     âO y  €Ñ       È x  ÿÿ  ÿÀŽ â y  €Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ ä xÿÿ  ÿÀŽ Ä xÿÿ  ÿÀŽ äz b  ÿàñ ä xÿÿ  ÿÀŽ ä r		   àÿ ä x     àÿ ä z
 c  ÿä  Ä z d  ÿàñ ä x		   àÿ ä xÿ      ä z
 e  ÿä  ä x	ÿ   	  â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
PñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž Â `{	
\ 0ÿž B `{\ 0ÿž B $rÿÿ    Ž ä$rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    â xÿ     â ™x     È $|   ÿŽ ä/%|    Ž È $|   Ž È $x   Ž ä $x   ÿ Ž Æ x
     âO y  €Ñ       È x  ÿÿ  ÿÀŽ â y  €Ð       È xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x		ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     àÿ ä xÿÿ  ÿÀŽ Ä xÿÿ  ÿÀŽ äz b  ÿàñ ä xÿÿ  ÿÀŽ ä r		   àÿ ä x     àÿ ä z
 c  ÿä  Ä z d  ÿàñ ä x		   àÿ ä xÿ      ä z
 e  ÿä  ä x	ÿ   	  â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
PñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  @    À ê r        Ê !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž ä `{X 0ÿž B `{X 0ÿž B $rÿÿ    Ž È `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z `  ÿ€ Æ $x   Ž â y  @Ð       È x  ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ È r     àÿ ä x		ÿÿ  ÿÀŽ äz a    ä x     	àÿ Æ %x   Ž â xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú ‚
 ÿ       â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò ä x

  € ÿüŽ ä rÿ   ÿáÿ Ä r
   ÿ   ä r     Ðñ ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py °òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy       À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  À    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  0    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  @    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â$tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž â !r        â $rÿÿ   
 Ž â `{
Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž â `{Z 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž ä `{	Z 0ÿž B `{ 
\ 0ÿž B $rÿÿ    Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{\ 0ÿž Â $rÿÿ    Ž ä $rÿÿ    Ž â `{\ 0ÿž F `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    â z ÿ p  pRð Æ ™x?    â xÿ     â ™x     È $|   ÿŽ ä%|    Ž È $|   Ž ä/ $x
   ÿ Ž ä $x   Ž Ê x     â y   Ñ       È xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ È r   àÿ â y  €Ð       È x	ÿ   ÿÀŽ ä x  ÿ   ÿÀŽ ä x   àÿ ä z
 b  ÿàó ä xÿ     È xÿ     â $x   ÿ Ž Æ rÿ       ä xÿ   ÿÀŽ äxü  øŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     àÿ Ä z c  ÿäÿ  ä x     àÿ ä z
 d  ÿàó â †y     â x ÿ      È xÿ      â $x     ÿ Ž Æ rÿ       ä z e  ÿäÿ  ä xü   øŽ Ê †y     â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
ÀðÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  à    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  p    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  €    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B $rÿÿ    Ž â r        â `{X 0ÿž B `{X 0ÿž D `{	X 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ È $|   Ž ä %|   ÿ Ž È $x   Ž â z `  ÿ€ ä x  ÿ   ÿÀŽ äxÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x		ÿ   ÿÀŽ ä r     àÿ Ä z a    ä x     	àÿ ä z ÿ p  pRð â %x   Ž â x ÿ      È xÿ      â $x     ÿ Ž Æ rÿ       È xü   øŽ Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py pòÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž Ì `{Z 0ÿž B xÿ     Ê %z j  Ž â y  @Ð       È x ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är     	àÿ ä xÿÿ  ÿÀŽ ä z b  ÿàñ ä x   àÿ Ä z d  ÿàó ä x     àÿ ä z c  ÿä  äxÿ
     ä z e  ÿäÿ  ä x	ÿ
      â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž Ì `{Z 0ÿž B xÿ     Ê %z j  Ž â y  @Ð       È x ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä x	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ Ä r   àÿ ä xÿÿ  ÿÀŽ är     	àÿ ä xÿÿ  ÿÀŽ ä z b  ÿàñ ä x   àÿ Ä z d  ÿàó ä x     àÿ ä z c  ÿä  äxÿ
     ä z e  ÿäÿ  ä x	ÿ
      â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  À    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  à    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  P    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  `    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $rÿÿ    Ž ä $tÿ   Âÿ Ž ä $rÿÿ   
 Ž Ä $rÿÿ    Ž â `{
Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž B $rÿÿ    Ž Ì `{Z 0ÿž B xÿ     Ê %z j  Ž â y  @Ð       È x ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä r   àÿ ä xÿ   ÿÀŽ är     	àÿ ä xÿ   ÿÀŽ ä z b  ÿàñ ä x   àÿ Ä z d  ÿàó ä x     àÿ ä z c  ÿä  äxÿ     ä z e  ÿäÿ  ä x	ÿ      â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
 òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä xÿ   ÿÀŽ â %v `  Ž â xÿ   ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  p    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  �    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy      À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž Â `{
\ 0ÿž B `{\ 0ÿž B $rÿÿ    Ž ä$rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B xÿ     Ê %z j  Ž â y  €Ñ       È x  ÿÿ  ÿÀŽ â y  €Ð       È x	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ ä r     	àÿ ä xÿÿ  ÿÀŽ Ä xÿÿ  ÿÀŽ äz b  ÿàñ ä xÿÿ  ÿÀŽ ä r   àÿ ä x     àÿ ä z c  ÿä  Ä z d  ÿàñ ä x   àÿ ä xÿ
      ä z e  ÿä  ä x	ÿ
     â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
ðñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä xÿÿ  ÿÀŽ â %v `  Ž â xÿÿ  ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ
      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  à    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy       À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy  p    À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy  €    À ê $rÿÿ    Ž È !r  €     â !r
	  €     â !r        â !r	        â $rÿÿ    Ž â x    Â    â $rÿÿ   
 Ž â r        â $rÿÿ    Ž Ä $rÿÿ    Ž â `{Z 0ÿž Â `{Z 0ÿž Â `{ 
Z 0ÿž B `{	Z 0ÿž B `{
\ 0ÿž Â $rÿÿ    Ž ä $rÿÿ    Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{\ 0ÿž Â $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ â y  €Ð       È r     àÿ ä z c  ÿä  äx     	àÿ ä z d  ÿàñ ä xÿ      ä z e  ÿä  Ä r   àÿ â†y     æ x   àÿ È x	ÿ     Ê †y 	    â My        € ê xÿ     ä xÿ     ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ È r   ÿàÿ â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
€òÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy  Ð    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  ð    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy  `    À ê r	        ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  p    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž â r 
       â `{ 
X 0ÿž Â $rÿÿ    Ž ä $rÿÿ    Ž â `{X 0ÿž Â `{X 0ÿž D `{	X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä r     àÿ Èx     	àÿ È xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â ˆ
 Àÿÿÿ    â #ˆ  €_ÿ    â #˜  €_ÿ    ä ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ È r   ÿàÿ È r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py €óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 €      ä Dy  p    À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  @     € ê/ $rÿÿ     Ž â x
 `      ä Dy  �    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez  k      Æ !t   ?     â !t		   ?     Æ s        " #r	       Î s         b #t
  €?   È #r
       â Ez
  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r   
    â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x
 ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r
       È #r
       â G‰  P     € ê/ $rÿÿ     Ž â x
 à      â $rÿÿ    Ž ä Dy      À ê $rÿÿ    Ž È !r  €     â !r
	  €     â!r	        â !r        â $tÿ   Âÿ Ž ä $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
Z 0ÿž B $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž ä$rÿÿ    Ž ä $rÿÿ    Ž â `{Z 0ÿž B `{Z 0ÿž B `{Z 0ÿž Â `{
\ 0ÿž B `{\ 0ÿž B $rÿÿ    Ž ä$rÿÿ   
 Ž ä $rÿÿ    Ž ä `{\ 0ÿž D `{\ 0ÿž B xÿ     Ê %z j  Ž â y  €Ñ       È x  ÿ   ÿÀŽ â y  €Ð       È x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä r     	àÿ ä xÿ   ÿÀŽ Ä xÿ   ÿÀŽ äz b  ÿàñ ä xÿ   ÿÀŽ ä r   àÿ ä x     àÿ ä z c  ÿä  Ä z d  ÿàñ ä x   àÿ ä xÿ      ä z e  ÿä  ä x	ÿ     â †y     è †y 	    â My        € ê xÿ     ä xÿ     Ä xÿ   ÿÀŽ ä xÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ ä x ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        b  !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   Ž â #t  €?    È/ #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ Ê $x   Ž Ê xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â#r   @   âr ÿ   pRô äxÿÿ ÿÀŽ â #r   €   â $rÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r     Ðñ ä r   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  Ä xÿ     ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $tÿ    ÿ Ž È Py 
ðñÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x €      ä Dy      À ê $rÿÿ    Ž ä Ez  i      ä Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  @     € ê/ $rÿÿ     Ž â x `      ä Dy  0    À ê $rÿÿ    Ž ä !t  €¿     â Er         ä Er	        â  x   ?  @  â Ez
  k      Æ !t   ?     â !t		   ?     Æ s        " #r	   
    Î s         b #t  €?   È #r       â Ez  l      â !t    ?     â !t   €¿     â #r   ÿ    ä #r       â  x     ?  @  â #r      È #r	       â G‰  @     € ê/ $rÿÿ    Ž â x ð      ä Dy       À ê $r	ÿÿ    Ž ä !t    ?     â ¹z  F   
   Æ s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  P     € ê/ $rÿÿ     Ž â x à      â $rÿÿ    Ž ä Dy  °    À ê $rÿÿ    Ž È !r  €     â!r
	  €     â!r        â $tÿ   Âÿ Ž â !r	        â $rÿÿ    Ž ä $rÿÿ   
 Ž â `{ 
X 0ÿž B r        â $rÿÿ    Ž â `{X 0ÿž B `{X 0ÿž D `{X 0ÿž B $vÿ j  ÿ Ž â x  ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä xÿ   ÿÀŽ â %v `  Ž â xÿ   ÿÀŽ ä r     	àÿ ä r   ÿàñ Ä x     àÿ ä r   ÿ  ä xÿ      Ê †y     â My        € ê xÿ     ä x
ÿ     ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä xÿÿÿÿÿàÿ ä xÿÿÿÿÿàÿ Ä x ý   p@ð È x ý   pDp  Ú $‚
ÿÿ   ÿ Ž â G‰  p    € ê x   € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿÈ€ Ú G‰  Ð    € ê x   € Òõ äx   € Òó ä x   € Òñ Ö G™  �      ê xÿÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r ÿ   pbò Ö $
ÿÿ   ÿ Ž â #ˆ  €_ÿ    â $„
ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜

@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x�ÿÿÿÿàÿ Æ s        " !rÿ  €   â $x  €ÿŽ âx   èÿ Ê $x   
Ž â #t  €?    È #r       È #r   ÿ    È #r       È #r       È #r       È #r       Ê xÿ     È xÿ   ÿÀŽ È r   ÿàÿ È xÿÿÿÿÿàÿ È x þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x   €ÿÀŽ Ö G‰  0    € ê #r   À   âx    ÿàÿ â #r   @   âr ÿ   pRô ä x
ÿÿ ÿÀŽ â #r   €   â r ÿ   pRò â $rÿÿ   
Ž â x

  € ÿüŽ ä r     Ðñ Ä r
   ÿ   ä rÿ       ä r ÿ   pRò  ä rÿ   
  ä x      p5p  ä xÿ     Ä xÿ       È x   øŽ È r   ÿÀŽ Ê $x   Ž Ê r   ÿüŽ â Gy  Ð     € ê x   €ÿÀŽ È x  €ÿüŽ â Gy        € ê $x  € Ž â Gy  €     € ê x   €HŽ È x  €ÿüŽ â Gy  P     € ê x   €HŽ â Gy  0     € ê y   Àÿ    " Gy       € ê !r       â $rÿÿ    Ž ä $tÿ    ÿ Ž È Py @óÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    Ì `{ X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž ä $~ÿ   ÿ Ž Æ z a    Ê %x   Ž â x	@3  	    ät  ÿÿ      È x		T       Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    Ì `{ X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž ä $~ÿ   ÿ Ž Æ z a    Ê %x   Ž â x	 @3  	    ätÿÿ      È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    Ì `{ X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž ä $~ÿ   ÿ Ž Æ z a    Ê %x   Ž â x	 @3  	    ätÿÿ      È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    Ì `{ X 0 ž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â ‚x @3       â z `  ÿ€ ä $x   Ž ä $~ÿ   ÿ Ž Æ z a    Ê %x   Ž â x	@3  	    ät  ÿÿ      È x		T       Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x@3      äx	
@3  	    È x		T      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À z  
      ä My        € ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{X 0
ž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â x

@3      äx	@3  	    È x		T  
    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â x	T  	    Ê†y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy      À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  0    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    â z ÿ p  pRð Æ ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ‚ Æ $x   Ž Ê z c  �  ä x ÿÿ  ÿÀŽ äx	ÿÿ  ÿÀŽ ä x ÿ
      ä xÿ
     ä r ÿ       Ä r ÿ       ä r   ÿüŽ â %x   Ž â r	 	   ÿüŽ È x	T  	    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py `õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Èx ÿ
      È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    â z ÿ p  pRð Æ ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ‚ Æ $x   Ž Ê z c  �  ä x ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä r ÿ       ä r ÿ       Æ $x   Ž ä $x		    Ž ä %x   Ž Æ x	T  	    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž Â `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â x T      Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py àõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  @    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  `    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    ä z ÿ p  pRð ä x ÿÿ  ÿÀŽ â$x  @   ÿ Ž â x
ÿÿ  ÿÀŽ â$x

@   ÿ Ž â xÿ     ä xÿ     Ä rÿ       ä rÿ       ä r     ÿüŽ â %x   Ž â r
   ÿüŽ È x T      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py 0õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Æ$x@   ÿ Ž â x ÿ      È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â z ÿ p  pRð Æ ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ‚ Æ $x   Ž Ê z c  �  ä x ÿ   ÿÀŽ äx
ÿ   ÿÀŽ ä rÿ       ä rÿ       Æ $x     Ž ä $x
   Ž ä %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py põÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â xÀÿ  ÿÀŽ äx		Àÿ  ÿÀŽ È x	T  	    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â xÀÿ  ÿÀŽ Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â x	T  	    Ê†y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    â z ÿ p  pRð Æ ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ‚ Æ $x   Ž Ê z c  �  ä x À   ÿÀŽ äx	À   ÿÀŽ ä r ÿ       ä r ÿ       Æ $x   Ž ä $x		    Ž ä %x   Ž Æ x	T  	    Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    ä x  Àÿ  ÿÀŽ äxÀÿ  ÿÀŽ â %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â xÀÿ  ÿÀŽ Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    â $x  @   ÿ Ž ä$x@   ÿ Ž ä %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž È $x@   ÿ Ž Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â z ÿ p  pRð Æ ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ‚ Æ $x   Ž Ê z c  �  ä x À   ÿÀŽ äx
À   ÿÀŽ ä rÿ       ä rÿ       Æ $x     Ž ä $x
   Ž ä %x   Ž Æ x T      Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py põÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x À   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â xÿ     äx	ÿ   	  È x		v      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â xÿ     äx	ÿ   	  È x		v      Ê †y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÐõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    Ì `{Z 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â x		v      Ê†y 	    â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ðõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er        ä Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        â $t ÿ   Âÿ Ž È `{	 X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    ä x ÿ      äxÿ     â %x   Ž Æ xv       Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    ä x ÿ      äxÿ     â %x   Ž Æ xv       Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{ Z 0ÿž Â `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|   Ž â z b  ÿ€ Æ $x   Ž Ê z c    Ê %x   Ž â xv       Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py àõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er        ä Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        â $t ÿ   Âÿ Ž È `{	 X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ê `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž ä $x    ÿ Ž ä $x   Ž Æ z  b  ÿàñ ä x     ä z  d  ÿàó ä z c  ÿä  äz e  ÿäÿ  Æ †y     è†y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py �õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  P    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  p    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ì `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|    	Ž ä $x   ÿ Ž ä $x   Ž Ê x     ä z b  ÿàó äz d  ÿàõ ä x ÿÿ  ÿÀŽ äxÿÿ  ÿÀŽ ä x ÿ
      Ä xÿ
     ä r	 ÿ       ä r ÿ       ä z c  ÿäÿ  ä r		   ÿüŽ ä z e  ÿä Ä r    ÿüŽ â †y 	    è †y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py  õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  À    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  à    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Èx ÿ
      È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py °õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  0    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  P    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ê `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž ä $x   ÿ Ž Æ x     ä z b  ÿàó äz d  ÿàõ È z e  ÿä ä x ÿ   ÿÀŽ äx	ÿ   ÿÀŽ ä r ÿ       ä r ÿ       ä z c  ÿäÿ  â $x   Ž Ä $x		    Ž Æ †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py  õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  Ð    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  ð    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        È `{	Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž ä $x   ÿ Ž Æ x      ä z b  ÿàñ äz d  ÿàó ä z  c  ÿä  äz  e  ÿäÿ  Æ †y 	    è†y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py €õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  €    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r        È `{ 
Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|	   	Ž ä $x   ÿ Ž ä $x   	Ž Ê x     ä z b  ÿàó äz d  ÿàõ ä x ÿÿ  ÿÀŽ â$x  @   ÿ Ž â xÿÿ  ÿÀŽ â$x@   ÿ Ž â xÿ     Ä xÿ     ä rÿ       ä r	ÿ       ä z c  ÿäÿ  är    ÿüŽ ä z e  ÿä Ä r		   ÿüŽ â †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ Ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py ÐôÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Æ$x@   ÿ Ž â x ÿ      È r ÿ       È r   ÿüŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  @    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  `    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r        È `{ 
Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|	   	Ž ä $x   ÿ Ž ä $x   	Ž Ê x     ä z b  ÿàó äz d  ÿàõ ä x ÿ   ÿÀŽ äxÿ   ÿÀŽ ä rÿ       Ä r	ÿ       ä z c  ÿäÿ  â $x    Ž â z e  ÿä â $x	   	Ž Æ †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  °    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  Ð    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿ   ÿÀŽ Èr ÿ       Ê $x   Ž Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py ÀõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ê `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž ä $x    ÿ Ž ä $x   Ž Æ z  b  ÿàñ ä x     ä z  d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿÿ  ÿÀŽ Äx		ÿÿ  ÿÀŽ ä xÿ     ä x	ÿ   	  Æ †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py PõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â xÿÿ  ÿÀŽ Èxÿ     Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py àõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ê `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž ä $x    ÿ Ž ä $x   Ž Æ z  b  ÿàñ ä x     ä z  d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿÿ  ÿÀŽ Äx		ÿÿ  ÿÀŽ ä xÿ     ä x	ÿ   	  Æ †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py PõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â xÿÿ  ÿÀŽ Èxÿ     Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py àõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        Ì `{Z 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|    	Ž ä $x   ÿ Ž ä $x   Ž Ê x     ä z b  ÿàó äz d  ÿàõ ä x ÿÿ  ÿÀŽ â$x   ÿ Ž â xÿÿ  ÿÀŽ â$x   ÿ Ž â x ÿ      Ä xÿ     ä x     ÿÀŽ ä x   ÿÀŽ ä r ÿ       ä r	ÿ       ä z c  ÿäÿ  Ä xü  øŽ ä z e  ÿä ä x		ü  øŽ â †y     è †y 	    â My        € ê x	ÿ     ä xÿ      Ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py ÀôÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  à    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Æ$x   ÿ Ž â x ÿ      È x     ÿÀŽ È r ÿ       È xü  øŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py �õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy      À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  0    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r        È `{ 
Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     Æ ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|   	Ž È $x   Ž ä $x   ÿ Ž Æ x     ä z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä x  ÿÿ  ÿÀŽ Äxÿÿ  ÿÀŽ ä xÿ      ä x	ÿ     Æ †y     è †y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py @õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  �    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  °    À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž â xÿÿ  ÿÀŽ Èxÿ     Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py àõÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  Ð    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  ð    À ê $rÿÿ     Ž ä Er         ä Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       â $tÿ   Âÿ Ž â #r        È `{	Z 0ÿž B `{\ 0ÿž B ¹z  j      â xÿ     â ™x?    â x ÿ     Æ ™x?    ä ™x     È $|   ÿŽ ä%|    Ž È $|    Ž È $x   Ž ä $x   ÿ Ž Æ x      ä z b  ÿàñ äz d  ÿàó ä z  c  ÿä  äz  e  ÿäÿ  Æ †y 	    è†y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py €õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  p    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy  �    À ê $rÿÿ   	 Ž ä Er        â $tÿ   Âÿ Ž â Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        È `{	X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    Ê %x   Ž Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  À    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r        È `{ 
Z 0ÿž B `{
\ 0ÿž B ¹z  j      â xÿ     â ™x?    â xÿ     ä z ÿ p  pRð â ™x?    ä ™x     È $|	   ÿŽ ä%|    Ž È $|	   	Ž ä $x   ÿ Ž ä $x   	Ž Ê x     ä z b  ÿàó äz d  ÿàõ ä x ÿÿ  ÿÀŽ â$x     ÿ Ž â xÿÿ  ÿÀŽ â$x   ÿ Ž â xÿ     Ä xÿ     ä x   ÿÀŽ ä x   ÿÀŽ ä rÿ       ä r	ÿ       ä z c  ÿäÿ  Ä xü   øŽ ä z e  ÿä ä x		ü  øŽ â †y     è †y 	    â My        € ê x	ÿ     ä xÿ      Ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py °ôÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  à    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         â $tÿ   Âÿ Ž â Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        Ä #r	   
    È `{X 0ÿž B ¹z  j      â x ÿ     â ™x?    È ™x?    ä ™x     È $|   ÿŽ ä%|   ÿ Ž È $|    Ž â z `  ÿ€ Æ $x   Ž Ê z a    ä z ÿ p  pRð Æ %x   Ž â x ÿÿ  ÿÀŽ Æ$x   ÿ Ž â x ÿ      È x     ÿÀŽ È r ÿ       È xü  øŽ Ê †y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py �õÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  @    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  `    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        Ì `{
Z 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿ     äxÿ   	  Æ †y     è †y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  @    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  `    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        Ì `{
Z 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿ     äxÿ   	  Æ †y     è †y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  @    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        Ì `{
Z 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  Æ †y     è†y 	    â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py 0öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er        ä Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        â $t ÿ   Âÿ Ž È `{	 X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  P    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  p    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        È `{ 
Z 0ÿž B `{
\ 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿ      äxÿ     Æ †y     è †y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  P    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  p    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        È `{ 
Z 0ÿž B `{
\ 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  ä xÿ      äxÿ     Æ †y     è †y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy       À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy       À ê $rÿÿ   	 Ž ä Er         ä Er        ä Ez  k      â !t     ?     â Ez
  l      â !t   ?     ä #r        â $t ÿ   Âÿ Ž â #r	   
    È `{ X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  ä xÿ     Ê†y     â My        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py pöÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y       "   $ $z    Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x p      ä Dy  0    À ê $rÿÿ     Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t	  €?   È #r		       È #r 	   ÿ    È #r       È #r	       â G‰  0     € ê/ x P      ä Dy  P    À ê $rÿÿ     Ž ä Er         â $t
ÿ   Âÿ Ž â Er        ä Ez  k      â !t    ?     â Ez   l      â !t   ?     ä #r       Ä #r	        È `{
Z 0ÿž B `{
\ 0ÿž B xÿ     Ê %z j  Ž Ê z b  ÿàñ äz d  ÿàó ä z c  ÿä  äz e  ÿäÿ  Æ †y     è†y     â My        € ê x	ÿ     ä xÿ      ä x	ÿ   ÿÀŽ ä xÿ   ÿÀŽ Ä x
ÿÿÿÿÿàÿ ä x	ÿÿÿÿÿàÿ ä x 
ý   p@ð È x 	ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r 	ÿ   pbð ä r 
ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x
  €Àÿ¸Ž Ê $x
   

Ž â x�ÿÿÿÿàÿ Æ s	 
       " !r
ÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t	  €?    È #r	   	    È #r	    ÿ    È #r	        È #r   	    È #r        È #r	       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x
    Ž Ê x 
ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x 
þ   pBð Ú G	  °    € ê x 
   pbð Ú G	  `    € ê x 
èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r    À   âx
    ÿàÿ â #r   @   âr 
ÿ   pRô ä x ÿÿ ÿÀŽ â #r    €   â r 
ÿ   pRò â $r
ÿÿ   

Ž â x  € ÿüŽ ä r      Ðñ Ä r   ÿ   ä r
ÿ       ä r ÿ   pRò  ä rÿ     ä x      p5p  ä xÿ     Ä x ÿ       È x     øŽ È r     ÿÀŽ Ê $x     Ž Ê r	 	   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        È $r ÿÿ   	 Ž ä $rÿÿ    Ž ä $t	ÿ    ÿ Ž È Py  öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À $vÿ 
  ÿ Ž ä y      &   ( y      "   $ $z   Ž Ê z  i  pbð Ú M	        € ê y      %   ( y      !   $ $z    Ž Ê z  h  pbð Ú M	        € ê Ez  h      ä Ez   m      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x p      ä Dy  ð    À ê $rÿÿ   	 Ž ä Ez  i      â ¹z  F   
   â Ez   n      ä s        0 s          b #t  €?   È #r       È #r    ÿ    È #r       È #r       â G‰  0     € ê/ x P      ä Dy      À ê $rÿÿ   	 Ž ä Er        ä Er         ä Ez
  l      â !t   ?     â Ez  k      â !t     ?     ä #r	   
    Ä #r        â $t ÿ   Âÿ Ž È `{	 X 0ÿž B $vÿ j  ÿ Ž È %v `  Ž Ê r   ÿàñ È r   ÿ  Ê †y 	    âMy        € ê xÿ     ä xÿ      ä xÿ   ÿÀŽ ä x
ÿ   ÿÀŽ ä x	ÿÿÿÿÿàÿ ä x
ÿÿÿÿÿàÿ Ä x 	ý   p@ð È x ý   pDp  Ú $‚ÿÿ   ÿ Ž â G‰  p    € ê x    € Âñ ä x   € Âó È x      p5p  Ú G	      € ê xÿÿÿÿ È€ Ú G‰  Ð    € ê x    € Òõ äx   € Òó ä x    € Òñ Ö G™  �      ê xÿ ÿÿÿÿÀ„ È x      rEò  Ú G  @    € ê xÿÿÿÿÿÀ‚ È x      r%p  Ú G	  à    € ê r ÿ   pbð ä r 	ÿ   pbò Ö $ÿÿ   ÿ Ž â #ˆ    €_ÿ    â $„ÿÀÿÿÿÿ Ž â #˜  €_ÿ    È ˜@   ÿàÿ ä x  €Àÿ¸Ž Ê $x   
Ž â x
�ÿÿÿÿàÿ Æ s	        b  !rÿ  €   â $x   €ÿ Ž âx   èÿ Ê $x   Ž â #t
	  €?    È/ #r	
   	    È #r	    ÿ    È #r
	        È #r
   	    È #r
        È #r	
       Ê x ÿ   	  È x  ÿ   ÿÀŽ Ê $x    Ž Ê x ÿÿÿÿÿàÿ È x  þ   p`ð Ú G‰       € ê x þ   pBð Ú G	  °    € ê x    pbð Ú G	  `    € ê x èÿÿÿpbð ä x		   €ÿÀŽ Ö G‰  0    € ê #r 
   À   âx    ÿàÿ â#r
   @   âr ÿ   pRô äx ÿÿ ÿÀŽ â #r 
   €   â $r
ÿÿ   
Ž â r ÿ   pRò ä x  € ÿüŽ Ä r      Ðñ ä r   ÿ   ä r 
ÿ       ä r ÿ   pRò  ä r ÿ      ä x      p5p  Ä xÿ      ä xÿ       È x   øŽ È r    ÿÀŽ Ê $x   Ž Ê r		   ÿüŽ â Gy  Ð     € ê x		   €ÿÀŽ È x		  €ÿüŽ â Gy        € ê $x	  € 	Ž â Gy  €     € ê x    € HŽ È x	   €ÿüŽ â Gy  P     € ê x	   € HŽ â Gy  0     € ê y	   Àÿ    " Gy       € ê !r	        â $tÿ    ÿ Ž È Py €öÿÿÿÿÃ ê Gy  ðÿÿÿÿÿƒ À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À y           À                                                                                       @       e�                                                  ¥�     ¯                                                  X©     �–         ¦                
�                    è?     �W                            )                     x—     ¤                              9                     ˜                                   I      p                <˜      K                            w      p@               <ã     @          K                 I     p@               |ã     P          L                      p@               Ìã     @          M                 ä     p@               ä     P          N                 ­     p@               \ä     @          O                      p@               œä     P          P                 H     p@               ìä     @          Q                      p@               ,å     P          R                 ã     p@               |å     @          S                 µ     p@               ¼å     P          T                 ~     p@               æ     @          U                 P	     p@               Læ     P          V                 
     p@               œæ     @          W                 ë
     p@               Üæ     P          X                 ´     p@               ,ç     @          Y                 †     p@               lç     P          Z                 O     p@               ¼ç     @          [                 !     p@               üç     P          \                 ê     p@               Lè     @          ]                 ¼     p@               Œè     P          ^                 …     p@               Üè     @          _                 W     p@               é     P          `                       p@               lé     @          a                 ò     p@               ¬é     P          b                 »     p@               üé     @          c                 �     p@               <ê     P          d                 V     p@               Œê     @          e                 (     p@               Ìê     P          f                 ñ     p@               ë     @          g                 Ã     p@               \ë     P          h                 Œ     p@               ¬ë     @          i                 ^     p@               ìë     P          j                 7     p@               <ì     P          k                 Y     p@               Œì     P          l                 r     p@               Üì     P          m                 ”     p@               ,í     P          n                 ¬     p@               |í     P          o                 É     p@               Ìí     P          p                 Ú      p@               î     P          q                 è!     p@               lî     P          r                 í"     p@               ¼î     P          s                 û#     p@               ï     P          t                 ÿ$     p@               \ï     P          u                 &     p@               ¬ï     P          v                 '     p@               üï     P          w                 /(     p@               Lð     P          x                 H)     p@               œð     P          y                 j*     p@               ìð     P          z                 ‚+     p@               <ñ     P          {                 Ÿ,     p@               Œñ     P          |                 °-     p@               Üñ     P          }                 ¾.     p@               ,ò     P          ~                 Ã/     p@               |ò     P                           Ñ0     p@               Ìò     P          €                 Õ1     p@               ó     P          �                 Þ2     p@               ló     P          ‚                 â3     p@               ¼ó     P          ƒ                 ÿ4     p@               ô     P          „                 6     p@               \ô     P          …                 07     p@               ¬ô     P          †                 C8     p@               üô     P          ‡                 [9     p@               Lõ     P          ˆ                 g:     p@               œõ     P          ‰                 p;     p@               ìõ     P          Š                 p<     p@               <ö     P          ‹                 y=     p@               Œö     P          Œ                 x>     p@               Üö     P          �                 |?     p@               ,÷     P          Ž                 y@     p@               |÷     P          �                 ‡A     p@               Ì÷     P          �                 ŒB     p@               ø     P          ‘                 šC     p@               lø     P          ’                 žD     p@               ¼ø     P          “                 §E     p@               ù     P          ”                 ¤F     p@               \ù     P          •                 žG     p@               ¬ù     P          –                 �H     p@               üù     P          —                 ‰I     p@               Lú     P          ˜                 yJ     p@               œú     P          ™                 nK     p@               ìú     P          š                 _L     p@               <û     P          ›                 mM     p@               Œû     P          œ                 rN     p@               Üû     P          �                 €O     p@               ,ü     P          ž                 „P     p@               |ü     P          Ÿ                 �Q     p@               Ìü     P                            ŠR     p@               ý     P          ¡                 „S     p@               lý     P          ¢                 uT     p@               ¼ý     P          £                 oU     p@               þ     P          ¤                 _V     p@               \þ     P          ¥                 TW     p@               ¬þ     P          ¦                 DX     p@               üþ     P          §                 MY     p@               Lÿ     P          ¨                 MZ     p@               œÿ     P          ©                 V[     p@               ìÿ     P          ª                 U\     p@               <      P          «                 Y]     p@               Œ      P          ¬                 Q^     p@               Ü      P          ­                 F_     p@               ,     P          ®                 2`     p@               |     P          ¯                 'a     p@               Ì     P          °                 b     p@                    P          ±                 c     p@               l     P          ²                 ãc     p@               ¼     @          ³                 µd     p@               ü     P          ´                 ~e     p@               L     @          µ                 Pf     p@               Œ     P          ¶                 g     p@               Ü     @          ·                 ëg     p@                    P          ¸                 ´h     p@               l     @          ¹                 †i     p@               ¬     P          º                 Oj     p@               ü     @          »                 !k     p@               <     P          ¼                 êk     p@               Œ     @          ½                 ¼l     p@               Ì     P          ¾                 …m     p@                    @          ¿                 Wn     p@               \     P          À                  o     p@               ¬     @          Á                 òo     p@               ì     P          Â                 »p     p@               <     @          Ã                 �q     p@               |     P          Ä                 Vr     p@               Ì     @          Å                 (s     p@                    P          Æ                 ñs     p@               \     @          Ç                 Ãt     p@               œ     P          È                 Œu     p@               ì     @          É                 ^v     p@               ,	     P          Ê                 'w     p@               |	     @          Ë                 ùw     p@               ¼	     P          Ì                 Âx     p@               
     @          Í                 ”y     p@               L
     P          Î                 ]z     p@               œ
     @          Ï                 /{     p@               Ü
     P          Ð                 ø{     p@               ,     @          Ñ                 Ê|     p@               l     P          Ò                 £}     p@               ¼     P          Ó                 Å~     p@                    P          Ô                 Þ     p@               \     P          Õ                  �     p@               ¬     P          Ö                 ‚     p@               ü     P          ×                 5ƒ     p@               L     P          Ø                 F„     p@               œ     P          Ù                 T…     p@               ì     P          Ú                 Y†     p@               <     P          Û                 g‡     p@               Œ     P          Ü                 kˆ     p@               Ü     P          Ý                 t‰     p@               ,     P          Þ                 yŠ     p@               |     P          ß                 ›‹     p@               Ì     P          à                 ´Œ     p@                    P          á                 Ö�     p@               l     P          â                 îŽ     p@               ¼     P          ã                 �     p@                    P          ä                 ‘     p@               \     P          å                 *’     p@               ¬     P          æ                 /“     p@               ü     P          ç                 =”     p@               L     P          è                 A•     p@               œ     P          é                 J–     p@               ì     P          ê                 N—     p@               <     P          ë                 k˜     p@               Œ     P          ì                 ™     p@               Ü     P          í                 œš     p@               ,     P          î                 ¯›     p@               |     P          ï                 Çœ     p@               Ì     P          ð                 Ó�     p@                    P          ñ                 Üž     p@               l     P          ò                 ÜŸ     p@               ¼     P          ó                 å      p@                    P          ô                 ä¡     p@               \     P          õ                 è¢     p@               ¬     P          ö                 å£     p@               ü     P          ÷                 ó¤     p@               L     P          ø                 ø¥     p@               œ     P          ù                 §     p@               ì     P          ú                 
¨     p@               <     P          û                 ©     p@               Œ     P          ü                 ª     p@               Ü     P          ý                 
«     p@               ,     P          þ                 û«     p@               |     P          ÿ                 õ¬     p@               Ì     P                            å­     p@                    P                           Ú®     p@               l     P                           Ë¯     p@               ¼     P                           Ù°     p@                    P                           Þ±     p@               \     P                           ì²     p@               ¬     P                           ð³     p@               ü     P                           ù´     p@               L     P                           öµ     p@               œ     P          	                 ð¶     p@               ì     P          
                 á·     p@               <     P                           Û¸     p@               Œ     P                           Ë¹     p@               Ü     P                           Àº     p@               ,     P                           °»     p@               |     P                           ¹¼     p@               Ì     P                           ¹½     p@                    P                           Â¾     p@               l     P                           Á¿     p@               ¼     P                           ÅÀ     p@                     P                           ½Á     p@               \      P                           ²Â     p@               ¬      P                           žÃ     p@               ü      P                           “Ä     p@               L!     P                           ~Å     p@               œ!     P                           nÆ     p@               ì!     P                           PÇ     p@               <"     @                           'È     p@               |"     P                           õÈ     p@               Ì"     @                           ÌÉ     p@               #     P                           šÊ     p@               \#     @                           qË     p@               œ#     P                            ?Ì     p@               ì#     @          !                 Í     p@               ,$     P          "                 äÍ     p@               |$     @          #                 »Î     p@               ¼$     P          $                 ‰Ï     p@               %     @          %                 `Ð     p@               L%     P          &                 .Ñ     p@               œ%     @          '                 Ò     p@               Ü%     P          (                 ÓÒ     p@               ,&     @          )                 ªÓ     p@               l&     P          *                 xÔ     p@               ¼&     @          +                 OÕ     p@               ü&     P          ,                 Ö     p@               L'     @          -                 ôÖ     p@               Œ'     P          .                 Â×     p@               Ü'     @          /                 ™Ø     p@               (     P          0                 gÙ     p@               l(     @          1                 >Ú     p@               ¬(     P          2                 Û     p@               ü(     @          3                 ãÛ     p@               <)     P          4                 ±Ü     p@               Œ)     @          5                 ˆÝ     p@               Ì)     P          6                 VÞ     p@               *     @          7                 -ß     p@               \*     P          8                 ûß     p@               ¬*     @          9                 Òà     p@               ì*     P          :                 °á     p@               <+     P          ;                 ×â     p@               Œ+     P          <                 õã     p@               Ü+     P          =                 å     p@               ,,     P          >                 9æ     p@               |,     P          ?                 [ç     p@               Ì,     P          @                 qè     p@               -     P          A                 „é     p@               l-     P          B                 Žê     p@               ¼-     P          C                 ¡ë     p@               .     P          D                 ªì     p@               \.     P          E                 ¸í     p@               ¬.     P          F                 Âî     p@               ü.     P          G                 éï     p@               L/     P          H                 ñ     p@               œ/     P          I                 .ò     p@               ì/     P          J                 Kó     p@               <0     P          K                 mô     p@               Œ0     P          L                 ƒõ     p@               Ü0     P          M                 –ö     p@               ,1     P          N                  ÷     p@               |1     P          O                 ³ø     p@               Ì1     P          P                 ¼ù     p@               2     P          Q                 Êú     p@               l2     P          R                 Óû     p@               ¼2     P          S                 õü     p@               3     P          T                 þ     p@               \3     P          U                 0ÿ     p@               ¬3     P          V                 H     p@               ü3     P          W                 e    p@               L4     P          X                 v    p@               œ4     P          Y                 „    p@               ì4     P          Z                 ‰    p@               <5     P          [                 —    p@               Œ5     P          \                 ›    p@               Ü5     P          ]                 ¤    p@               ,6     P          ^                 ¦    p@               |6     P          _                 ¹	    p@               Ì6     P          `                 Ã
    p@               7     P          a                 Ö    p@               l7     P          b                 ß    p@               ¼7     P          c                 í    p@               8     P          d                 ï    p@               \8     P          e                 î    p@               ¬8     P          f                 ä    p@               ü8     P          g                 ã    p@               L9     P          h                 Ø    p@               œ9     P          i                 Ò    p@               ì9     P          j                 È    p@               <:     P          k                 Û    p@               Œ:     P          l                 å    p@               Ü:     P          m                 ø    p@               ,;     P          n                     p@               |;     P          o                     p@               Ì;     P          p                     p@               <     P          q                     p@               l<     P          r                     p@               ¼<     P          s                     p@               =     P          t                 ú    p@               \=     P          u                 ô    p@               ¬=     P          v                 é     p@               ü=     P          w                 ÷!    p@               L>     P          x                 ü"    p@               œ>     P          y                 
$    p@               ì>     P          z                 %    p@               <?     P          {                 &    p@               Œ?     P          |                 '    p@               Ü?     P          }                 (    p@               ,@     P          ~                 ÿ(    p@               |@     P                           ù)    p@               Ì@     P          €                 é*    p@               A     P          �                 Þ+    p@               lA     P          ‚                 Ã,    p@               ¼A     @          ƒ                 •-    p@               üA     P          „                 ^.    p@               LB     @          …                 0/    p@               ŒB     P          †                 ù/    p@               ÜB     @          ‡                 Ë0    p@               C     P          ˆ                 ”1    p@               lC     @          ‰                 f2    p@               ¬C     P          Š                 /3    p@               üC     @          ‹                 4    p@               <D     P          Œ                 Ê4    p@               ŒD     @          �                 œ5    p@               ÌD     P          Ž                 e6    p@               E     @          �                 77    p@               \E     P          �                  8    p@               ¬E     @          ‘                 Ò8    p@               ìE     P          ’                 ›9    p@               <F     @          “                 m:    p@               |F     P          ”                 6;    p@               ÌF     @          •                 <    p@               G     P          –                 Ñ<    p@               \G     @          —                 £=    p@               œG     P          ˜                 l>    p@               ìG     @          ™                 >?    p@               ,H     P          š                 @    p@               |H     @          ›                 Ù@    p@               ¼H     P          œ                 ¢A    p@               I     @          �                 tB    p@               LI     P          ž                 =C    p@               œI     @          Ÿ                 D    p@               ÜI     P                            ØD    p@               ,J     @          ¡                 ªE    p@               lJ     P          ¢                 ƒF    p@               ¼J     P          £                 ¥G    p@               K     P          ¤                 ¾H    p@               \K     P          ¥                 àI    p@               ¬K     P          ¦                 øJ    p@               üK     P          §                 L    p@               LL     P          ¨                 &M    p@               œL     P          ©                 4N    p@               ìL     P          ª                 9O    p@               <M     P          «                 GP    p@               ŒM     P          ¬                 KQ    p@               ÜM     P          ­                 TR    p@               ,N     P          ®                 YS    p@               |N     P          ¯                 {T    p@               ÌN     P          °                 ”U    p@               O     P          ±                 ¶V    p@               lO     P          ²                 ÎW    p@               ¼O     P          ³                 ëX    p@               P     P          ´                 üY    p@               \P     P          µ                 
[    p@               ¬P     P          ¶                 \    p@               üP     P          ·                 ]    p@               LQ     P          ¸                 !^    p@               œQ     P          ¹                 *_    p@               ìQ     P          º                 .`    p@               <R     P          »                 Ka    p@               ŒR     P          ¼                 _b    p@               ÜR     P          ½                 |c    p@               ,S     P          ¾                 �d    p@               |S     P          ¿                 §e    p@               ÌS     P          À                 ³f    p@               T     P          Á                 ¼g    p@               lT     P          Â                 ¼h    p@               ¼T     P          Ã                 Åi    p@               U     P          Ä                 Äj    p@               \U     P          Å                 Èk    p@               ¬U     P          Æ                 Ål    p@               üU     P          Ç                 Óm    p@               LV     P          È                 Øn    p@               œV     P          É                 æo    p@               ìV     P          Ê                 êp    p@               <W     P          Ë                 óq    p@               ŒW     P          Ì                 ðr    p@               ÜW     P          Í                 ês    p@               ,X     P          Î                 Ût    p@               |X     P          Ï                 Õu    p@               ÌX     P          Ð                 Åv    p@               Y     P          Ñ                 ºw    p@               lY     P          Ò                 «x    p@               ¼Y     P          Ó                 ¹y    p@               Z     P          Ô                 ¾z    p@               \Z     P          Õ                 Ì{    p@               ¬Z     P          Ö                 Ð|    p@               üZ     P          ×                 Ù}    p@               L[     P          Ø                 Ö~    p@               œ[     P          Ù                 Ð    p@               ì[     P          Ú                 Á€    p@               <\     P          Û                 »�    p@               Œ\     P          Ü                 «‚    p@               Ü\     P          Ý                  ƒ    p@               ,]     P          Þ                 �„    p@               |]     P          ß                 ™…    p@               Ì]     P          à                 ™†    p@               ^     P          á                 ¢‡    p@               l^     P          â                 ¡ˆ    p@               ¼^     P          ã                 ¥‰    p@               _     P          ä                 �Š    p@               \_     P          å                 ’‹    p@               ¬_     P          æ                 ~Œ    p@               ü_     P          ç                 s�    p@               L`     P          è                 ^Ž    p@               œ`     P          é                 N�    p@               ì`     P          ê                 :�   p                <a                                  V�   p                `a                                  � 	   @               pa      F                          É      B               p§     È          K                 •     B               8©     È          L                 d     B                «     È          M                 0     B               È¬     È          N                 ÿ     B               �®     È          O                 Ë     B               X°     È          P                 š     B                ²     È          Q                 f     B               è³     È          R                 5     B               °µ     È          S                      B               x·     È          T                 Ð     B               @¹     È          U                 œ	     B               »     È          V                 k
     B               Ð¼     È          W                 7     B               ˜¾     È          X                      B               `À     È          Y                 Ò     B               (Â     È          Z                 ¡     B               ðÃ     È          [                 m     B               ¸Å     È          \                 <     B               €Ç     È          ]                      B               HÉ     È          ^                 ×     B               Ë     È          _                 £     B               ØÌ     È          `                 r     B                Î     È          a                 >     B               hÐ     È          b                      B               0Ò     È          c                 Ù     B               øÓ     È          d                 ¨     B               ÀÕ     È          e                 t     B               ˆ×     È          f                 C     B               PÙ     È          g                      B               Û     È          h                 Þ     B               àÜ     È          i                 ª     B               ¨Þ     È          j                 ©     B               pà     È          k                 Å     B               8â     È          l                 ä     B                ä     È          m                       B               Èå     È          n                      B               �ç     È          o                 3      B               Xé     È          p                 D!     B                ë     È          q                 L"     B               èì     È          r                 W#     B               °î     È          s                 _$     B               xð     È          t                 g%     B               @ò     È          u                 j&     B               ô     È          v                 '     B               Ðõ     È          w                 ›(     B               ˜÷     È          x                 º)     B               `ù     È          y                 Ö*     B               (û     È          z                 ò+     B               ðü     È          {                 	-     B               ¸þ     È          |                 .     B               €      È          }                 "/     B               H     È          ~                 -0     B                    È                           51     B               Ø     È          €                 =2     B                     È          �                 @3     B               h	     È          ‚                 R4     B               0     È          ƒ                 i5     B               ø     È          „                 ƒ6     B               À     È          …                 š7     B               ˆ     È          †                 ±8     B               P     È          ‡                 Ã9     B                    È          ˆ                 Ï:     B               à     È          ‰                 Ò;     B               ¨     È          Š                 Ø<     B               p     È          ‹                 Û=     B               8     È          Œ                 Þ>     B                     È          �                 Ü?     B               È     È          Ž                 ã@     B               �      È          �                 ëA     B               X"     È          �                 öB     B                $     È          ‘                 þC     B               è%     È          ’                 E     B               °'     È          “                 	F     B               x)     È          ”                 G     B               @+     È          •                 úG     B               -     È          –                 ñH     B               Ð.     È          —                 åI     B               ˜0     È          ˜                 ÙJ     B               `2     È          ™                 ÈK     B               (4     È          š                 ÉL     B               ð5     È          ›                 ÑM     B               ¸7     È          œ                 ÜN     B               €9     È          �                 äO     B               H;     È          ž                 ìP     B               =     È          Ÿ                 ïQ     B               Ø>     È                            ìR     B                @     È          ¡                 àS     B               hB     È          ¢                 ×T     B               0D     È          £                 ËU     B               øE     È          ¤                 ¿V     B               ÀG     È          ¥                 ®W     B               ˆI     È          ¦                 ¬X     B               PK     È          §                 ¯Y     B               M     È          ¨                 µZ     B               àN     È          ©                 ¸[     B               ¨P     È          ª                 »\     B               pR     È          «                 ¹]     B               8T     È          ¬                 ±^     B                V     È          ­                  _     B               ÈW     È          ®                 ’`     B               �Y     È          ¯                 �a     B               X[     È          °                 pb     B                ]     È          ±                 Zc     B               è^     È          ²                 5d     B               °`     È          ³                 e     B               xb     È          ´                 Ðe     B               @d     È          µ                 œf     B               f     È          ¶                 kg     B               Ðg     È          ·                 7h     B               ˜i     È          ¸                 i     B               `k     È          ¹                 Òi     B               (m     È          º                 ¡j     B               ðn     È          »                 mk     B               ¸p     È          ¼                 <l     B               €r     È          ½                 m     B               Ht     È          ¾                 ×m     B               v     È          ¿                 £n     B               Øw     È          À                 ro     B                y     È          Á                 >p     B               h{     È          Â                 q     B               0}     È          Ã                 Ùq     B               ø~     È          Ä                 ¨r     B               À€     È          Å                 ts     B               ˆ‚     È          Æ                 Ct     B               P„     È          Ç                 u     B               †     È          È                 Þu     B               à‡     È          É                 ªv     B               ¨‰     È          Ê                 yw     B               p‹     È          Ë                 Ex     B               8�     È          Ì                 y     B                �     È          Í                 ày     B               È�     È          Î                 ¯z     B               �’     È          Ï                 {{     B               X”     È          Ð                 J|     B                –     È          Ñ                 }     B               è—     È          Ò                 ~     B               °™     È          Ó                 1     B               x›     È          Ô                 P€     B               @�     È          Õ                 l�     B               Ÿ     È          Ö                 ˆ‚     B               Ð      È          ×                 Ÿƒ     B               ˜¢     È          Ø                 °„     B               `¤     È          Ù                 ¸…     B               (¦     È          Ú                 Ã†     B               ð§     È          Û                 Ë‡     B               ¸©     È          Ü                 Óˆ     B               €«     È          Ý                 Ö‰     B               H­     È          Þ                 ëŠ     B               ¯     È          ß                 Œ     B               Ø°     È          à                 &�     B                ²     È          á                 BŽ     B               h´     È          â                 ^�     B               0¶     È          ã                 u�     B               ø·     È          ä                 †‘     B               À¹     È          å                 Ž’     B               ˆ»     È          æ                 ™“     B               P½     È          ç                 ¡”     B               ¿     È          è                 ©•     B               àÀ     È          é                 ¬–     B               ¨Â     È          ê                 ¾—     B               pÄ     È          ë                 Õ˜     B               8Æ     È          ì                 ï™     B                È     È          í                 ›     B               ÈÉ     È          î                 œ     B               �Ë     È          ï                 /�     B               XÍ     È          ð                 ;ž     B                Ï     È          ñ                 >Ÿ     B               èÐ     È          ò                 D      B               °Ò     È          ó                 G¡     B               xÔ     È          ô                 J¢     B               @Ö     È          õ                 H£     B               Ø     È          ö                 O¤     B               ÐÙ     È          ÷                 W¥     B               ˜Û     È          ø                 b¦     B               `Ý     È          ù                 j§     B               (ß     È          ú                 r¨     B               ðà     È          û                 u©     B               ¸â     È          ü                 rª     B               €ä     È          ý                 f«     B               Hæ     È          þ                 ]¬     B               è     È          ÿ                 Q­     B               Øé     È                            E®     B                ë     È                           4¯     B               hí     È                           5°     B               0ï     È                           =±     B               øð     È                           H²     B               Àò     È                           P³     B               ˆô     È                           X´     B               Pö     È                           [µ     B               ø     È                           X¶     B               àù     È          	                 L·     B               ¨û     È          
                 C¸     B               pý     È                           7¹     B               8ÿ     È                           +º     B                     È                           »     B               È     È                           ¼     B               �     È                           ½     B               X     È                           !¾     B                     È                           $¿     B               è	     È                           'À     B               °     È                           %Á     B               x     È                           Â     B               @     È                           Ã     B                    È                           þÃ     B               Ð     È                           íÄ     B               ˜     È                           ÜÅ     B               `     È                           ÆÆ     B               (     È                           ¤Ç     B               ð     È                           uÈ     B               ¸     È                           IÉ     B               €     È                           Ê     B               H     È                           îÊ     B               !     È                           ¿Ë     B               Ø"     È                            “Ì     B                $     È          !                 dÍ     B               h&     È          "                 8Î     B               0(     È          #                 	Ï     B               ø)     È          $                 ÝÏ     B               À+     È          %                 ®Ð     B               ˆ-     È          &                 ‚Ñ     B               P/     È          '                 SÒ     B               1     È          (                 'Ó     B               à2     È          )                 øÓ     B               ¨4     È          *                 ÌÔ     B               p6     È          +                 �Õ     B               88     È          ,                 qÖ     B                :     È          -                 B×     B               È;     È          .                 Ø     B               �=     È          /                 çØ     B               X?     È          0                 »Ù     B                A     È          1                 ŒÚ     B               èB     È          2                 `Û     B               °D     È          3                 1Ü     B               xF     È          4                 Ý     B               @H     È          5                 ÖÝ     B               J     È          6                 ªÞ     B               ÐK     È          7                 {ß     B               ˜M     È          8                 Oà     B               `O     È          9                  á     B               (Q     È          :                 $â     B               ðR     È          ;                 Eã     B               ¸T     È          <                 iä     B               €V     È          =                 Šå     B               HX     È          >                 «æ     B               Z     È          ?                 Çç     B               Ø[     È          @                 Ýè     B                ]     È          A                 êé     B               h_     È          B                 úê     B               0a     È          C                 ì     B               øb     È          D                 í     B               Àd     È          E                 î     B               ˆf     È          F                 6ï     B               Ph     È          G                 Wð     B               j     È          H                 {ñ     B               àk     È          I                 œò     B               ¨m     È          J                 ½ó     B               po     È          K                 Ùô     B               8q     È          L                 ïõ     B                s     È          M                 üö     B               Èt     È          N                 ø     B               �v     È          O                 ù     B               Xx     È          P                 &ú     B                z     È          Q                 .û     B               è{     È          R                 Eü     B               °}     È          S                 aý     B               x     È          T                 €þ     B               @�     È          U                 œÿ     B               ƒ     È          V                 ¸     B               Ð„     È          W                 Ï    B               ˜†     È          X                 à    B               `ˆ     È          Y                 è    B               (Š     È          Z                 ó    B               ð‹     È          [                 û    B               ¸�     È          \                     B               €�     È          ]                     B               H‘     È          ^                 	    B               “     È          _                 
    B               Ø”     È          `                 /    B                –     È          a                 <    B               h˜     È          b                 I    B               0š     È          c                 Q    B               ø›     È          d                 S    B               À�     È          e                 L    B               ˆŸ     È          f                 H    B               P¡     È          g                 A    B               £     È          h                 :    B               à¤     È          i                 .    B               ¨¦     È          j                 4    B               p¨     È          k                 A    B               8ª     È          l                 Q    B                ¬     È          m                 ^    B               È­     È          n                 k    B               �¯     È          o                 s    B               X±     È          p                 u    B                ³     È          q                 n    B               è´     È          r                 j    B               °¶     È          s                 c    B               x¸     È          t                 \    B               @º     È          u                 P     B               ¼     È          v                 S!    B               Ð½     È          w                 ["    B               ˜¿     È          x                 f#    B               `Á     È          y                 n$    B               (Ã     È          z                 v%    B               ðÄ     È          {                 y&    B               ¸Æ     È          |                 v'    B               €È     È          }                 j(    B               HÊ     È          ~                 a)    B               Ì     È                           U*    B               ØÍ     È          €                 I+    B                Ï     È          �                 8,    B               hÑ     È          ‚                 -    B               0Ó     È          ƒ                 á-    B               øÔ     È          „                 °.    B               ÀÖ     È          …                 |/    B               ˆØ     È          †                 K0    B               PÚ     È          ‡                 1    B               Ü     È          ˆ                 æ1    B               àÝ     È          ‰                 ²2    B               ¨ß     È          Š                 �3    B               pá     È          ‹                 M4    B               8ã     È          Œ                 5    B                å     È          �                 è5    B               Èæ     È          Ž                 ·6    B               �è     È          �                 ƒ7    B               Xê     È          �                 R8    B                ì     È          ‘                 9    B               èí     È          ’                 í9    B               °ï     È          “                 ¹:    B               xñ     È          ”                 ˆ;    B               @ó     È          •                 T<    B               õ     È          –                 #=    B               Ðö     È          —                 ï=    B               ˜ø     È          ˜                 ¾>    B               `ú     È          ™                 Š?    B               (ü     È          š                 Y@    B               ðý     È          ›                 %A    B               ¸ÿ     È          œ                 ôA    B               €	     È          �                 ÀB    B               H	     È          ž                 �C    B               	     È          Ÿ                 [D    B               Ø	     È                            *E    B                	     È          ¡                 öE    B               h
	     È          ¢                 õF    B               0	     È          £                 H    B               ø	     È          ¤                 0I    B               À	     È          ¥                 LJ    B               ˆ	     È          ¦                 hK    B               P	     È          §                 L    B               	     È          ¨                 �M    B               à	     È          ©                 ˜N    B               ¨	     È          ª                 £O    B               p	     È          «                 «P    B               8	     È          ¬                 ³Q    B                	     È          ­                 ¶R    B               È	     È          ®                 ËS    B               �!	     È          ¯                 çT    B               X#	     È          °                 V    B                %	     È          ±                 "W    B               è&	     È          ²                 >X    B               °(	     È          ³                 UY    B               x*	     È          ´                 fZ    B               @,	     È          µ                 n[    B               .	     È          ¶                 y\    B               Ð/	     È          ·                 �]    B               ˜1	     È          ¸                 ‰^    B               `3	     È          ¹                 Œ_    B               (5	     È          º                 ž`    B               ð6	     È          »                 µa    B               ¸8	     È          ¼                 Ïb    B               €:	     È          ½                 æc    B               H<	     È          ¾                 ýd    B               >	     È          ¿                 f    B               Ø?	     È          À                 g    B                A	     È          Á                 h    B               hC	     È          Â                 $i    B               0E	     È          Ã                 'j    B               øF	     È          Ä                 *k    B               ÀH	     È          Å                 (l    B               ˆJ	     È          Æ                 /m    B               PL	     È          Ç                 7n    B               N	     È          È                 Bo    B               àO	     È          É                 Jp    B               ¨Q	     È          Ê                 Rq    B               pS	     È          Ë                 Ur    B               8U	     È          Ì                 Rs    B                W	     È          Í                 Ft    B               ÈX	     È          Î                 =u    B               �Z	     È          Ï                 1v    B               X\	     È          Ð                 %w    B                ^	     È          Ñ                 x    B               è_	     È          Ò                 y    B               °a	     È          Ó                 z    B               xc	     È          Ô                 ({    B               @e	     È          Õ                 0|    B               g	     È          Ö                 8}    B               Ðh	     È          ×                 ;~    B               ˜j	     È          Ø                 8    B               `l	     È          Ù                 ,€    B               (n	     È          Ú                 #�    B               ðo	     È          Û                 ‚    B               ¸q	     È          Ü                 ƒ    B               €s	     È          Ý                 úƒ    B               Hu	     È          Þ                 ø„    B               w	     È          ß                 û…    B               Øx	     È          à                 ‡    B                z	     È          á                 ˆ    B               h|	     È          â                 ‰    B               0~	     È          ã                 Š    B               ø	     È          ä                 ýŠ    B               À�	     È          å                 ì‹    B               ˆƒ	     È          æ                 ÞŒ    B               P…	     È          ç                 Í�    B               ‡	     È          è                 ¼Ž    B               àˆ	     È          é                 ¦�    B               ¨Š	     È          ê                 R                     €Œ	               ¦ €               '                    €�	     €)         § =€               í                     ·	               ¨ €               Â                     ¸	      *         © =€               ˆ                     â	               ª €               ]                     ã	     €(         « 0€               #                    €
               ¬ €               ø                    €
     €(         ­ 0€               ¾                     5
               ® €               “                     6
      *         ¯ =€               Y                     `
               ° €               .	                     a
     €)         ± =€               ô	                    €Š
               ² €               É
                    €‹
     €(         ³ 0€               �                     ´
               ´ €               d                     µ
     €(         µ 0€               *                    €Ý
               ¶ €               ÿ                    €Þ
     €)         · =€               Å                                    ¸ €               š                     	      *         ¹ =€               `                     3               º €               5                     4     €)         » =€               û                    €]               ¼ €               Ð                    €^      *         ½ =€               –                    €ˆ               ¾ €               k                    €‰      *         ¿ =€               1                    €³               À €                                   €´     €)         Á =€               Ì                     Þ               Â €               ¡                     ß      *         Ã =€               g                     	               Ä €               <                     
     €)         Å =€                                   €3     €&         Æ *€               '                     Z     €$         Ç (€               =                    €~      '         È *€               b                    €¥      %         É (€               x                    €Ê      '         Ê *€               ˜                    €ñ      %         Ë (€               ©                     €      >         Ì O€               º!                    €T     €$         Í (€               ¼"                     y     €>         Î O€               Í#                    €·      %         Ï (€               Ï$                    €Ü     €>         Ð O€               Û%                           %         Ñ (€               Ø&                     @     €&         Ò *€               ý'                    €f      %         Ó (€               )                    €‹     €&         Ô *€               8*                     ²     €$         Õ (€               N+                    €Ö      '         Ö *€               n,                    €ý      %         × (€               -                    €"     €>         Ø O€               �.                     a      %         Ù (€               ’/                     †     €>         Ú O€               £0                    €Ä      %         Û (€               ¥1                    €é     €>         Ü O€               ±2                     (      %         Ý (€               ®3                     M     €&         Þ *€               Î4                    €s     €$         ß (€               ß5                     ˜     €&         à *€               ÿ6                    €¾     €$         á (€               8                     ã     €&         â *€               +9                    €	      $         ã (€               7:                    €-     €>         ä O€               C;                     l     €$         å (€               @<                    €�     €>         æ O€               L=                     Ï     €$         ç (€               I>                    €ó      >         è O€               P?                    €1      $         é (€               H@                    €U      '         ê *€               YA                    €|     €$         ë (€               [B                     ¡      '         ì +€               lC                     È      %         í (€               nD                     í     €&         î *€               zE                    €      %         ï (€               wF                    €8     €=         ð @€               tG                     v     €$         ñ (€               bH                    €š     €>         ò @€               _I                     Ù      %         ó (€               MJ                     þ      >         ô @€               EK                     <      %         õ (€               .L                     a      '         ö *€               ?M                     ˆ      %         ÷ (€               AN                     ­      '         ø *€               RO                     Ô      %         ù (€               TP                     ù      '         ú +€               `Q                            %         û (€               ]R                     E      >         ü @€               ZS                     ƒ      %         ý (€               HT                     ¨     €=         þ @€               EU                    €å     €$         ÿ (€               3V                     
     €>           @€               +W                    €H      %          (€               X                    €m      &          *€                Y                    €“     €$          (€               Z                     ¸      &          *€               )[                     Þ     €$          (€               &\                    €      &          *€               -]                    €(      $          (€               %^                    €L      =          @€               _                    €‰     €$         	 (€               `                     ®      =         
 @€               þ`                     ë     €$          (€               ça                    €      =          @€               Úb                    €L      $          (€               ¾c                    €p                €               “d                    €q     €          8€               Ye                     ˆ                €               .f                     ‰     €          8€               ôf                    €Ÿ                €               Ég                    €                 0€               �h                    €µ                €               di                    €¶                0€               *j                    €Ë                €               ÿj                    €Ì     €          8€               Åk                     ã                €               šl                     ä     €          8€               `m                    €ú                €               5n                    €û                0€               ûn                    €                €               Ðo                    €                0€               –p                    €&                €               kq                    €'     €          8€               1r                     >                 €               s                     ?     €         ! 8€               Ìs                    €U               " €               ¡t                    €V     €         # 8€               gu                     m               $ €               <v                     n     €         % 8€               w                    €„               & €               ×w                    €…     €         ' 8€               �x                     œ               ( €               ry                     �     €         ) 8€               8z                    €³               * €               {                    €´     €         + 8€               Ó{                     Ë               , €               ¨|                     Ì     €         - 8€               n}                    €â               . (€               “~                    €õ     €         / &€               ©                          €         0 '€               Î€                    €     €         1 &€               ä�                     ,     €         2 '€               ƒ                    €?     €         3 &€               „                     Q               4 '€               &…                     f     €         5 &€               (†                    €w               6 '€               9‡                    €�               7 &€               ;ˆ                    €Ÿ     €         8 '€               G‰                     µ     €         9 &€               DŠ                    €Æ               : (€               i‹                    €Ù     €         ; &€               Œ                     ë               < (€               ¤�                     þ     €         = &€               ºŽ                    €     €         > '€               Ú�                     #     €         ? &€               ë�                    €4     €         @ (€               ü‘                     J     €         A &€               þ’                    €[     €         B (€               ”                     q     €         C &€               •                    €‚     €         D '€               –                     ˜     €         E &€               —                    €©               F '€               :˜                    €¼               G '€               K™                    €Í               H '€               kš                    €à               I '€               |›                    €ñ               J (€               —œ                    €               K '€               £�                    €     €         L '€               ¯ž                     +               M '€               ¬Ÿ                     <     €         N '€               ¸                     €Q               O '€               µ¡                    €b               P (€               ¼¢                    €w               Q '€               ´£                    €ˆ     €         R (€               Å¤                     œ     €         S &€               Ç¥                    €­               T (€               Ø¦                    €Á     €         U &€               Ú§                     Ó               V (€               æ¨                     ç     €         W &€               ã©                    €ø               X '€               àª                    €     €         Y &€               Î«                                     Z (€               Ë¬                     6               [ &€               ¹­                     H               \ (€               ±®                     ^     €         ] &€               š¯                    €o     €         ^ (€               «°                     ƒ     €         _ &€               ­±                    €”     €         ` (€               ¾²                     ¨     €         a &€               À³                    €¹               b (€               Ì´                    €Í               c &€               Éµ                    €ß               d '€               Æ¶                    €õ     €         e &€               ´·                                    f '€               ±¸                          €         g &€               Ÿ¹                    €.               h (€               —º                    €D               i &€               €»                    €V               j '€               Œ¼                    €i               k '€               ‰½                    €z               l '€               •¾                    €�               m '€               ’¿                    €ž               n '€               ™À                    €±               o '€               ‘Á                    €Â     €         p (€               ‰Â                     Ø               q '€               rÃ                     é     €         r (€               jÄ                    €þ               s '€               SÅ                    €               t (€               FÆ                    €$               u '€               *Ç                    €5               v €               È                    €6     €         w €               ÏÈ                     F               x €               ©É                     G     €         y €               tÊ                    €V               z €               NË                    €W     €         { €               Ì                     g               | €               óÌ                     h     €         } €               ¾Í                    €w               ~ €               ˜Î                    €x     €          €               cÏ                     ˆ               € €               =Ð                     ‰     €         � €               Ñ                    €˜               ‚ €               âÑ                    €™     €         ƒ €               ­Ò                     ©               „ €               ‡Ó                     ª     €         … €               RÔ                    €¹               † €               ,Õ                    €º     €         ‡ €               ÷Õ                     Ê               ˆ €               ÑÖ                     Ë     €         ‰ €               œ×                    €Ú               Š €               vØ                    €Û     €         ‹ €               AÙ                     ë               Œ €               Ú                     ì     €         � €               æÚ                    €û               Ž €               ÀÛ                    €ü     €         � €               ‹Ü                                     � €               eÝ                           €         ‘ €               0Þ                    €                ’ €               
ß                    €      €         “ €               Õß                     -                ” €               ¯à                     .      €         • €               zá                    €=      €         – €               ¤â                     L                — €               ¿ã                     Z                ˜ €               éä                     i      €         ™ €               æ                    €w                š €               )ç                    €†      €         › €               ?è                     •                œ €               Ué                     ¤                � €               \ê                     ²                ž €               rë                     Â      €         Ÿ €               yì                    €Ð      €           €               Ší                     à      €         ¡ €               Œî                    €î      €         ¢ €               ¶ï                     ý                £ €               Ñð                     !     €         ¤ €               ûñ                    €!               ¥ €               ó                    €'!               ¦ €               ;ô                    €6!     €         § €               Qõ                     E!     €         ¨ €               gö                    €T!               © €               n÷                    €b!               ª €               „ø                    €q!               « €               ‹ù                    €!     €         ¬ €               œú                     �!     €         ­ €               žû                    €�!     €         ® €               Ãü                     ¬!     €         ¯ €               Ùý                    €¹!     €         ° €               þþ                     È!     €         ± €                                   €Õ!     €         ² €               4                    ä!     €         ³ €               E                   €ñ!               ´ €               V                   € "     €         µ €               X                    "     €         ¶ €               i                   €"     €         · €               k                    *"               ¸ €               w                    9"     €         ¹ €               t                   €F"               º €               Š	                   €U"               » €               ‘
                   €c"     €         ¼ €               §                    s"     €         ½ €               ®                   €�"               ¾ €               ¿                   €�"     €         ¿ €               Á                    Ÿ"     €         À €               Ã                   €®"               Á €               ¶                   €¼"               Â €               ¸                   €Ì"     €         Ã €               «                    Û"               Ä €               ¨                    ë"     €         Å €               –                   €ù"               Æ €               ¬                   €#               Ç €               ³                   €#               È €               É                   €%#               É €               Ð                   €3#     €         Ê €               á                    C#     €         Ë €               ã                   €Q#     €         Ì €               å                    a#               Í €               Ø                    o#     €         Î €               Ú                   €~#               Ï €               Í                   €Œ#               Ð €               Ê                   €œ#     €         Ñ €               ¸                     «#               Ò €               É!                    ¹#     €         Ó €               Ë"                   €Æ#               Ô €               Ü#                   €Ô#     €         Õ €               Þ$                    â#               Ö €               ê%                    ð#     €         × €               ç&                   €ý#               Ø €               ä'                   €$     €         Ù €               Ò(                    $     €         Ú €               Ï)                   €($     €         Û €               ½*                    6$               Ü €               µ+                    E$     €         Ý €               ž,                   €R$               Þ €               s-                   €S$               ß €               9.                   €^$               à €               /                   €_$               á €               Ô/                   €j$               â €               ©0                   €k$               ã €               o1                   €v$               ä €               D2                   €w$               å €               
3                   €‚$               æ €               ß3                   €ƒ$               ç €               ¥4                   €Ž$               è €               z5                   €�$               é €               @6                   €š$               ê €               7                   €›$               ë €               Û7                   €¦$               ì €               °8                   €§$               í €               v9                   €²$               î €               K:                   €³$               ï €               ;                   €¾$               ð €               æ;                   €¿$               ñ €               ¬<                   €Ê$               ò €               �=                   €Ë$               ó €               G>                   €Ö$               ô €               ?                   €×$               õ €               â?                   €â$               ö €               ·@                   €ã$               ÷ €               }A                   €î$               ø €               RB                   €ï$               ù €               C                   €ú$               ú €               íC                   €û$               û €               ³D                   €%               ü €               ˆE                   €%               ý €               NF                   €%               þ €               sG                   €%               ÿ €               ‰H                   €(%     €           €               ®I                    4%                €               ÄJ                    ?%     €          €               äK                   €J%                €               õL                   €U%                €               N                   €`%                €               O                   €k%     €          €               P                    w%                €               Q                    ‚%     €          €               'R                   €�%               	 €               $S                   €˜%               
 €               IT                   €£%                €               _U                   €®%                €               „V                   €¹%                €               šW                   €Ä%     €          €               ºX                    Ð%                €               ËY                    Û%                €               ÜZ                    æ%                €               Þ[                    ñ%                €               ï\                    ü%                €               ñ]                    &     €          €               ý^                   €&                €               ú_                   €&                €               a                   €(&     €
          €               +b                    3&                €               Kc                    >&     €
          €               \d                   €H&                €               we                   €S&     €
          €               ƒf                    ^&                €               �g                    i&     €
          €               Œh                   €s&                €               ˜i                   €~&     €
          €               •j                    ‰&                 €               œk                    ”&     €
         ! €               ”l                   €ž&               " €               ¥m                   €©&               # €               §n                   €´&               $ €               ¸o                   €À&               % €               ºp                   €Ë&     €         & €               Æq                    ×&               ' €               Ãr                    â&     €         ( €               Às                   €í&               ) €               ®t                   €ø&               * €               «u                   €'               + €               ™v                   €'     €         , €               ‘w                    '               - €               zx                    &'     €         . €               ‹y                   €1'               / €               �z                   €<'     €         0 €               ž{                    H'               1 €                |                    S'               2 €               ¬}                    _'               3 €               ©~                    j'     €         4 €               ¦                   €u'               5 €               ”€                   €€'     €         6 €               ‘�                    Œ'               7 €               ‚                    —'               8 €               wƒ                    £'               9 €               `„                    ®'     €
         : €               l…                   €¸'     €
         ; €               i†                    Ã'     €
         < €               u‡                   €Í'     €
         = €               rˆ                    Ø'     €
         > €               y‰                   €â'     €
         ? €               qŠ                    í'               @ €               i‹                    ø'     €
         A €               RŒ                   €(               B €               J�                   €(     €
         C €               3Ž                    (     €
         D €               &�                   €"(     €
         E €                     Àg)                     ¨       ¨                    p§                     �…!     �…!                  Àg)                     ¨       ¨              