Z= êZCyBETAbetaETAetaJOTAMjotaCHIchiMYsmyNYanyOMIKRONomikronOMEGAomegaRHOrhoTHETAthetaYPSILONypsilonZETAzetazvarrhorvartheta\ZDy""BÊTAbêtaÊTA�êtaáIOTA iotaPKHIkhiMU°mu¼NU¨nu„OMICRONomicronOMÉGAšoméga„RHÔàrhô½THÊTAÿthêtaàUPSILONupsilonZÊTAzêtavarrhôvarthêtaZEy¶¶ nuoNuvarrhomoltomaggiorediindenticononelementomoltoinferiorediopermilletendenteanonugualeinfinite·ZFyÀÀ niNi:varromolto.maggiore.diidenticonon.elemento:molto.minore.dioppure:per.milletendente.anon.ugualeinfinitoZGyTTiotaIOTAmxiXIrhoRHOelementZHyVVjota0JOTAksiKSIroROotillhörZIyNNdistinomuchomenospertenecenoperteneceZJyPPdiferentemuchomenorelemento sinelementoZBy**GreekSpecialZAy..希臘文特殊eZ?yÒÒBalphaALPHAbetaBETAlgammaGAMMAdeltaDELTAepsilonEPSILONzetaZETA=etaETAthetaTHETAiotaIOTArkappaKAPPAlambdaxLAMBDAmueMUnuNUxiyXIoomicronOMICRONpilPIrhoRHOsigmaSIGMAtauTAUupsilonUPSILONphiPHIchiCHIpsiPSIomegaOMEGAvarepsilonvarthetavarpivarrhogvarsigmavarphiaelementnoelementstrictlylessthanstrictlygreaterthannotequalDidenticaltendtoinfiniteangleperthousandandoraZ>y¾¾BalphaALPHAbetaBETAgammaGAMMAdeltaDELTAepsilonEPSILONzetaZETAetaETAthetaTHETAiotaIOTAkappaKAPPAlambdaòLAMBDAmuWMUnurNUYxiXI°omicronOMICRONpi»PIrhoRHOsigmaSIGMAtauTAUupsilonUPSILONphiPHIchiCHIpsiPSIomegaOMEGAvarepsilonÉvarthetavarpivarrhoÓvarsigmavarphi屬於ä¸�屬於é� å°�æ–¼é� å¤§æ–¼ä¸�等於相å�Œè¶¨è¿‘於無é™�Þ角度ßå�ƒåˆ†æ¯”和或StarMathNR主工具列›PSMath3PEdit3PFormatQD標準QE斜體QFç²—é«”QHå…¬å¼�QI&&圖示檔案 (*.sms)QJ&&全部的檔案 (*.*)QU44%PRODUCTNAME %PRODUCTVERSION å…¬å¼�QW&&正在載入文件...QX&&正在儲存文件...QY指令Q¸錯誤: Q¹00發生一個ä¸�明的錯誤。Qº æ„�外的字元Q»期待「{ã€�Q¼期待「}ã€�Q½期待「(ã€�Q¾期待「)ã€�Q¿期待函數›QÀ**期待一元é�‹ç®—å­�。ªQÁ&&期待二元é�‹ç®—å­�QÂ期待圖示Qà 期待識別符QÄ期待「#ã€�QÅ期待é¡�色›QÆ 期待左分界QÇ 期待å�³åˆ†ç•ŒQÈ""期待「RIGHTã€�QÉ**輸入的公å¼�太複å�ˆªRÑ+ RÒ- RÓ+- RÔ-+ RÕ + †RÖ cdot R× times RØ * ?RÙ - ?RÚ""{} over {} RÛ div RÜ / RÝneg RÞ and Rß or Rà"" odivide Rá odot Râ ominus Rã oplus Rä otimes Rå circ Ræ(({} wideslash {} Rç$$ widebslash S5 = >S6 <> S7 equiv S8 ortho S9 < ?S: > ?S; approx S<"" parallel S="" leslant S>"" geslant S? simeq S@ prop SA <= SB >= SC sim SD toward SE << SF >> SG def >SH transl SI transr SJ"" divides SK"" ndivides SL"" dlarrow SM"" dlrarrow SN"" drarrow S™ in Sš notin S› owns S�&& intersection Sž union SŸ"" setminus S  slash S¡ subset S¢"" subseteq S£ supset S¤"" supseteq S¥"" nsubset S¦$$ nsubseteq >S§"" nsupset S¨$$ nsupseteq >S©setN SªsetZ S«setQ S¬setR S­setC Sýabs{} Sþfact {} Sÿsqrt{} T""nroot{}{} Tfunc e^{} Tln() ?Texp() Tlog() Tsin() Tcos() Ttan() Tcot() T sinh() }T cosh() }T tanh() }T coth() }T arcsin() Tarccos() Tarctan() Tarccot() Tarsinh() Tarcosh() Tartanh() Tarcoth() Talim >Tbsum >Tcprod Tdcoprod Teint >Tfiint Tgiiint Thexists Tilint Tjllint Tklllint Tlforall Tm((from{} to{} Tn from{} Toto{} Tpliminf Tqlimsup TÅacute TÆgrave TÇcheck TÈbreve TÉbar TÊvec TËhat TÌtilde TÍcircle TÎdot >TÏddot TÐdddot TÑ overline {} TÒ""underline {} TÓ""overstrike {} TÔ phantom {} TÕbold TÖital T× size {} TØ font {} TÙ""color {} TÚ widehat {} TÛ""widetilde {} TÜ widevec {} U)() U*[] U+$$langle rangle ?U,$$lbrace rbrace ?U-""lline rline U.$$ldline rdline ?U0{} U1$$left ( right ) U2$$left [ right ] U3..left langle right rangle U4..left lbrace right rbrace U5,,left lline right rline U6..left ldline right rdline U9""lceil rceil ]U:$$lfloor rfloor U;,,left lceil right rceil U<..left lfloor right rfloor U=..langle mline rangle U>88left langle mline right rangle U?**ldbracket rdbracket lU@44left ldbracket right rdbracket UA(({} overbrace {} UB(({} underbrace {} U�newline <UŽ`U�~U�_{}U‘""binom{}{} {U’((stack{ # # } U“00matrix{ # ## # } U”^{}U•alignl U–alignc U—alignr U˜ lsub{} Uœ lsup{} U� csub{} Už csup{} UŸ nospace {} Uñaleph Uòemptyset UóRe UôIm Uõinfinity Uöpartial U÷wp Uødotsaxis Uùdotsup Uúdotsdown Uûdotslow Uüdotsvert Uýnabla Uþhbar Uÿlambdabar >Vleftarrow >Vrightarrow Vuparrow wVdownarrow ÃStarMath N+y88 %PRODUCTNAME %s內容標題(~T)指定是å�¦è¦�在列å�°è¼¸å‡ºä¸­åŒ…å�«æ–‡ä»¶çš„å��稱公å¼�文字(~F)O指定是å�¦è¦�在列å�°è¼¸å‡ºåº•部包å�«ã€ŒæŒ‡ä»¤ã€�視窗的內容。I邊框(~O)為列å�°è¼¸å‡ºä¸­çš„å…¬å¼�å�€åŸŸå¥—用細邊框。大å°�QÖ$FFimÿÿ starmath/res/im21101.pngRmstarmath/res/im21102.pngYRnstarmath/res/im21103.png—Rostarmath/res/im21104.pngRpstarmath/res/im21105.pngRqstarmath/res/im21106.png‚Rrstarmath/res/im21117.pngäR}starmath/res/im21107.pngæRsstarmath/res/im21108.pngRt Q×$FFimhÿÿ starmath/res/imh21101.pngRmstarmath/res/imh21102.pngRnstarmath/res/imh21103.pngRostarmath/res/imh21104.pngRpstarmath/res/imh21105.pngRqstarmath/res/imh21106.pngRrstarmath/res/imh21117.pngR}starmath/res/imh21107.pngRsstarmath/res/imh21108.pngRt QØ$unÿÿstarmath/res/un21201.pngRÑstarmath/res/un21202.pngRÒstarmath/res/un21203.pngRÓstarmath/res/un21204.pngRÔstarmath/res/un21205.pngRÕstarmath/res/un21206.pngRÖstarmath/res/un21207.pngR×starmath/res/un21208.pngRØstarmath/res/un21209.pngRÙstarmath/res/un21210.pngRÚstarmath/res/un21211.pnghRÛstarmath/res/un21212.pngRÜstarmath/res/un21213.pngRÝstarmath/res/un21214.png”RÞstarmath/res/un21215.pngRßstarmath/res/un21221.pngRåQÙ$unhÿÿstarmath/res/unh21201.pngRÑstarmath/res/unh21202.pngRÒstarmath/res/unh21203.pngRÓstarmath/res/unh21204.pngRÔstarmath/res/unh21205.pngRÕstarmath/res/unh21206.pngRÖstarmath/res/unh21207.pngR×starmath/res/unh21208.pngRØstarmath/res/unh21209.pngRÙstarmath/res/unh21210.pngRÚstarmath/res/unh21211.pngRÛstarmath/res/unh21212.pngRÜstarmath/res/unh21213.pngRÝstarmath/res/unh21214.pngRÞstarmath/res/unh21215.pngRßstarmath/res/unh21221.pngRåQÚ$®®biÿÿstarmath/res/bi21301.pngS5starmath/res/bi21302.pngS6starmath/res/bi21303.pngS7starmath/res/bi21304.pngS8starmath/res/bi21305.pngS9starmath/res/bi21306.pngS:starmath/res/bi21307.pngS;starmath/res/bi21308.pngSstarmath/res/bi21311.pngS?starmath/res/bi21312.pngS@starmath/res/bi21313.pngSAstarmath/res/bi21314.pngSBstarmath/res/bi21315.pngSCstarmath/res/bi21316.pngSDstarmath/res/bi21322.pngÃSJstarmath/res/bi21323.pngSKstarmath/res/bi21324.pngrSLstarmath/res/bi21325.pngnSMstarmath/res/bi21326.pngoSNQÛ$®®bihÿÿstarmath/res/bih21301.pngS5starmath/res/bih21302.pngS6starmath/res/bih21303.pngS7starmath/res/bih21304.pngS8starmath/res/bih21305.pngS9starmath/res/bih21306.pngS:starmath/res/bih21307.pngS;starmath/res/bih21308.pngSstarmath/res/bih21311.pngS?starmath/res/bih21312.pngS@starmath/res/bih21313.pngSAstarmath/res/bih21314.pngSBstarmath/res/bih21315.pngSCstarmath/res/bih21316.pngSDstarmath/res/bih21322.pngSJstarmath/res/bih21323.pngSKstarmath/res/bih21324.pngSLstarmath/res/bih21325.pngSMstarmath/res/bih21326.pngSNQÜ$ÌÌopÿÿstarmath/res/op21401.pngS™starmath/res/op21402.pngSšstarmath/res/op21403.pngS›starmath/res/op21405.pngS�starmath/res/op21406.pngSžstarmath/res/op21407.pngSŸstarmath/res/op21408.pngS starmath/res/op21409.pngS¡starmath/res/op21410.pngS¢starmath/res/op21411.pngS£starmath/res/op21412.pngS¤starmath/res/op21413.pngS¥starmath/res/op21414.pngS¦starmath/res/op21415.pngS§starmath/res/op21416.pngS¨starmath/res/op22002.pngUòstarmath/res/op22001.pngUñstarmath/res/op21417.pngS©starmath/res/op21418.pngSªstarmath/res/op21419.pngS«starmath/res/op21420.pngS¬starmath/res/op21421.pngmS­QÝ$ÌÌophÿÿstarmath/res/oph21401.pngS™starmath/res/oph21402.pngSšstarmath/res/oph21403.pngS›starmath/res/oph21405.pngS�starmath/res/oph21406.pngSžstarmath/res/oph21407.pngSŸstarmath/res/oph21408.pngS starmath/res/oph21409.pngS¡starmath/res/oph21410.pngS¢starmath/res/oph21411.pngS£starmath/res/oph21412.pngS¤starmath/res/oph21413.pngS¥starmath/res/oph21414.pngS¦starmath/res/oph21415.pngS§starmath/res/oph21416.pngS¨starmath/res/oph22002.pngUòstarmath/res/oph22001.pngUñstarmath/res/oph21417.pngS©starmath/res/oph21418.pngSªstarmath/res/oph21419.pngS«starmath/res/oph21420.pngS¬starmath/res/oph21421.pngS­QÞ$&&fuÿÿstarmath/res/fu21501.pngSýstarmath/res/fu21502.pngSþstarmath/res/fu21503.pngSÿstarmath/res/fu21504.pngTstarmath/res/fu21505.pngTstarmath/res/fu21506.pngTstarmath/res/fu21507.pngTstarmath/res/fu21508.pngTstarmath/res/fu21509.pngTstarmath/res/fu21510.pngTstarmath/res/fu21511.pngTstarmath/res/fu21512.pngTstarmath/res/fu21513.pngT starmath/res/fu21514.pngT starmath/res/fu21515.pngT starmath/res/fu21516.pngT starmath/res/fu21517.pngT starmath/res/fu21518.pngTstarmath/res/fu21519.pngTstarmath/res/fu21520.pngTstarmath/res/fu21521.pngTstarmath/res/fu21522.pngTstarmath/res/fu21523.pnguTstarmath/res/fu21524.pngTstarmath/res/fu21908.pngaU”Qß$&&fuhÿÿstarmath/res/fuh21501.pngSýstarmath/res/fuh21502.pngSþstarmath/res/fuh21503.pngSÿstarmath/res/fuh21504.pngTstarmath/res/fuh21505.pngTstarmath/res/fuh21506.pngTstarmath/res/fuh21507.pngTstarmath/res/fuh21508.pngTstarmath/res/fuh21509.pngTstarmath/res/fuh21510.pngTstarmath/res/fuh21511.pngTstarmath/res/fuh21512.pngTstarmath/res/fuh21513.pngT starmath/res/fuh21514.pngT starmath/res/fuh21515.pngT starmath/res/fuh21516.pngT starmath/res/fuh21517.pngT starmath/res/fuh21518.pngTstarmath/res/fuh21519.pngTstarmath/res/fuh21520.pngTstarmath/res/fuh21521.pngTstarmath/res/fuh21522.pngTstarmath/res/fuh21523.pngTstarmath/res/fuh21524.pngTstarmath/res/fuh21908.pngU”Qà$¾¾foÿÿ starmath/res/fo21601.pngTastarmath/res/fo21602.pngTbstarmath/res/fo21603.pngTcstarmath/res/fo21604.pngTdstarmath/res/fo21605.pngTestarmath/res/fo21606.pngTfstarmath/res/fo21607.pngTgstarmath/res/fo21609.pngTistarmath/res/fo21610.pngTjstarmath/res/fo21611.pngTkstarmath/res/fo21613.pngTmstarmath/res/fo21614.pngTnstarmath/res/fo21615.pngTo Qá$¾¾fohÿÿ starmath/res/foh21601.pngTastarmath/res/foh21602.pngTbstarmath/res/foh21603.pngTcstarmath/res/foh21604.pngTdstarmath/res/foh21605.pngTestarmath/res/foh21606.pngTfstarmath/res/foh21607.pngTgstarmath/res/foh21609.pngTistarmath/res/foh21610.pngTjstarmath/res/foh21611.pngTkstarmath/res/foh21613.pngTmstarmath/res/foh21614.pngTnstarmath/res/foh21615.pngTo Qâ$êêatÿÿstarmath/res/at21701.pngTÅstarmath/res/at21702.pngTÆstarmath/res/at21703.pngTÇstarmath/res/at21704.pngTÈstarmath/res/at21705.pngTÉstarmath/res/at21706.pngTÊstarmath/res/at21707.pngTËstarmath/res/at21708.pngTÌstarmath/res/at21709.pngTÍstarmath/res/at21710.pngTÎstarmath/res/at21711.pngTÏstarmath/res/at21712.pngTÐstarmath/res/at21713.pngTÑstarmath/res/at21714.pngTÒstarmath/res/at21715.pngTÓstarmath/res/at21716.pngTÔstarmath/res/at21717.pngTÕstarmath/res/at21718.pngTÖstarmath/res/at21719.pngT×starmath/res/at21720.pngTØstarmath/res/at21722.pngTÚstarmath/res/at21723.pngTÛstarmath/res/at21724.pngTÜQã$êêathÿÿstarmath/res/ath21701.pngTÅstarmath/res/ath21702.pngTÆstarmath/res/ath21703.pngTÇstarmath/res/ath21704.pngTÈstarmath/res/ath21705.pngTÉstarmath/res/ath21706.pngTÊstarmath/res/ath21707.pngTËstarmath/res/ath21708.pngTÌstarmath/res/ath21709.pngTÍstarmath/res/ath21710.pngTÎstarmath/res/ath21711.pngTÏstarmath/res/ath21712.pngTÐstarmath/res/ath21713.pngTÑstarmath/res/ath21714.pngTÒstarmath/res/ath21715.pngTÓstarmath/res/ath21716.pngTÔstarmath/res/ath21717.pngTÕstarmath/res/ath21718.pngTÖstarmath/res/ath21719.pngT×starmath/res/ath21720.pngTØstarmath/res/ath21722.pngTÚstarmath/res/ath21723.pngTÛstarmath/res/ath21724.pngTÜQä$rralÿÿstarmath/res/al21801.pngU)starmath/res/al21802.pngU*starmath/res/al21803.pngU+starmath/res/al21804.pngU,starmath/res/al21805.pngU-starmath/res/al21806.pngU.starmath/res/al21821.pngU=starmath/res/al21808.pngU0starmath/res/al21809.pngU1starmath/res/al21810.pngU2starmath/res/al21811.pngU3starmath/res/al21812.pngU4starmath/res/al21813.pngU5starmath/res/al21814.pngU6starmath/res/al21822.pngU>starmath/res/al21823.pngU?starmath/res/al21824.pngU@starmath/res/al21825.pngUAstarmath/res/al21826.pngUBQå$rralhÿÿstarmath/res/alh21801.pngU)starmath/res/alh21802.pngU*starmath/res/alh21803.pngU+starmath/res/alh21804.pngU,starmath/res/alh21805.pngU-starmath/res/alh21806.pngU.starmath/res/alh21821.pngU=starmath/res/alh21808.pngU0starmath/res/alh21809.pngU1starmath/res/alh21810.pngU2starmath/res/alh21811.pngU3starmath/res/alh21812.pngU4starmath/res/alh21813.pngU5starmath/res/alh21814.pngU6starmath/res/alh21822.pngU>starmath/res/alh21823.pngU?starmath/res/alh21824.pngU@starmath/res/alh21825.pngUAstarmath/res/alh21826.pngUBQæ$úúcoÿÿstarmath/res/co21901.pngU�starmath/res/co21902.pngUŽstarmath/res/co21903.pngU�starmath/res/co21905.pngU‘starmath/res/co21906.pngU’starmath/res/co21907.pngU“starmath/res/co21909.pngU•starmath/res/co21910.pngU–starmath/res/co21911.pngU—starmath/res/co21904.pngU�starmath/res/co21908.pngU”starmath/res/co21912.pngU˜starmath/res/co21916.pngUœstarmath/res/co21917.pngU�starmath/res/co21918.pngUžQç$úúcohÿÿstarmath/res/coh21901.pngU�starmath/res/coh21902.pngUŽstarmath/res/coh21903.pngU�starmath/res/coh21905.pngU‘starmath/res/coh21906.pngU’starmath/res/coh21907.pngU“starmath/res/coh21909.pngU•starmath/res/coh21910.pngU–starmath/res/coh21911.pngU—starmath/res/coh21904.pngU�starmath/res/coh21908.pngU”starmath/res/coh21912.pngU˜starmath/res/coh21916.pngUœstarmath/res/coh21917.pngU�starmath/res/coh21918.pngUžQè$rrmiÿÿstarmath/res/mi22005.pngUõstarmath/res/mi22006.pngUöstarmath/res/mi22013.pngUýstarmath/res/mi21608.pngThstarmath/res/mi21612.pngTlstarmath/res/mi22014.pngUþstarmath/res/mi22015.pngUÿstarmath/res/mi22003.pngUóstarmath/res/mi22004.pngUôstarmath/res/mi22007.pngU÷starmath/res/mi22016.pngVstarmath/res/mi22017.pngVstarmath/res/mi22018.pngVstarmath/res/mi22019.pngVstarmath/res/mi22011.pngUûstarmath/res/mi22008.pngUøstarmath/res/mi22012.pngUüstarmath/res/mi22009.pngUùstarmath/res/mi22010.pngUúQé$rrmihÿÿstarmath/res/mih22005.pngUõstarmath/res/mih22006.pngUöstarmath/res/mih22013.pngUýstarmath/res/mih21608.pngThstarmath/res/mih21612.pngTlstarmath/res/mih22014.pngUþstarmath/res/mih22015.pngUÿstarmath/res/mih22003.pngUóstarmath/res/mih22004.pngUôstarmath/res/mih22007.pngU÷starmath/res/mih22016.pngVstarmath/res/mih22017.pngVstarmath/res/mih22018.pngVstarmath/res/mih22019.pngVstarmath/res/mih22011.pngUûstarmath/res/mih22008.pngUøstarmath/res/mih22012.pngUüstarmath/res/mih22009.pngUùstarmath/res/mih22010.pngUúN"<–T@¸@starmath:ModalDialog:RID_FONTDIALOG ·–å­—åž‹õW@@¿@  (å­—åž‹(~F)T^^@?!starmath:ComboBox:RID_FONTDIALOG:1  o<Pff@¿starmath:CheckBox:RID_FONTDIALOG:1� <T ! ç²—é«”(~B)2Pff@¿starmath:CheckBox:RID_FONTDIALOG:2n <a ! 斜體(~I)G44? ~ 2H44? ~ 2D44? q oW<<¿ U *屬性hN#<¶J@¸@.uno:ChangeFontSize «x字型大å°�WFF¿@  ( 基本大å°�(~S)ýdxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:1 9 ( W@@¿@ % ( 文字(~T)dxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:4 9$ ( È W@@¿@ 4 ( 標誌(~I)dxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:5 93 ( È W@@¿@ C ( 函數(~F)sdxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:6 9B ( È WBB¿@ R ( é�‹ç®—å­�(~O)dxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:7 9Q ( È W@@¿@ a ( é™�度(~L)dxx@?`Astarmath:MetricField:RID_FONTSIZEDIALOG:8 9` ( È XBB¿  c相å°�大å°�G44? r 2H44? r 2Fjj@¿starmath:PushButton:RID_FONTSIZEDIALOG:1l r- 2é �設(~D)EN$<N@@¸@.uno:ChangeFont ™å­—åž‹XBB¿  Ïå…¬å¼�å­—åž‹æXBB¿ T Ï自訂字型DW@@¿@  ( 變數(~V)U``@?starmath:ListBox:RID_FONTTYPEDIALOG:1 6 –EÿÿW@@¿@ ! ( 函數(~F)U``@?starmath:ListBox:RID_FONTTYPEDIALOG:2 6! –EÿÿW@@¿@ 3 ( 數字(~N):U``@?starmath:ListBox:RID_FONTTYPEDIALOG:3 60 –EÿÿW@@¿@ B ( 文字(~T)U``@?starmath:ListBox:RID_FONTTYPEDIALOG:4 6? –EÿÿW<<¿@ a ( ~SerifU``@?starmath:ListBox:RID_FONTTYPEDIALOG:5 6` –EÿÿW::¿@ p ( S~ansU``@?starmath:ListBox:RID_FONTTYPEDIALOG:6 6o –EÿÿWBB¿@  ( 固定的(~I)U``@?starmath:ListBox:RID_FONTTYPEDIALOG:7 6~ –EÿÿG44? á 2H44? á 2K``@¿starmath:MenuButton:RID_FONTTYPEDIALOG:1 á0 2修改(~M)òò變數p 函數B 數字 文字 Serif SansI"" 固定的Fjj@¿starmath:PushButton:RID_FONTTYPEDIALOG:2 áB 2é �設(~D)aN%<äD@¸@.uno:ChangeDistance ðZé–“éš” W44?@  A dpp@?`Astarmath:MetricField:RID_DISTANCEDIALOG:1 N & W44?€@ # A dpp@?`Astarmath:MetricField:RID_DISTANCEDIALOG:2 N" & P~~@¿starmath:CheckBox:RID_DISTANCEDIALOG:1x 7 n 所有括號使用顯示比例W44?€@ 3 A dpp@?`Astarmath:MetricField:RID_DISTANCEDIALOG:3 N2 & W44?€@ C A dpp@?`Astarmath:MetricField:RID_DISTANCEDIALOG:4 NB & G44? ¸ 2H44? ¸ 2Fjj@¿starmath:PushButton:RID_DISTANCEDIALOG:1 ¸E 2é �設(~D)KÆÆ@¿starmath:MenuButton:RID_DISTANCEDIALOG:1 ¸3 2分類(~C)¿XX é–“éš” 目錄l 分數6"" 分數線 é™�度  括號 矩陣E 圖示h"" é�‹ç®—å­� 邊框~Y88? z 15X<<¿  «分類¨é–“隔間隔(~S)i00€starmath/res/dist11.png22�starmath/res/dist11_h.png行è·�(~L)E00‚starmath/res/dist12.png22ƒstarmath/res/dist12_h.png""æ ¹å¼�é–“éš”(~R)t(00„starmath/res/dist13.png)22…starmath/res/dist13_h.png$標誌t上標(~S)00†starmath/res/dist21.png22‡starmath/res/dist21_h.png下標(~U)00ˆstarmath/res/dist22.png22‰starmath/res/dist22_h.png$分數m分å­�(~N)00Šstarmath/res/dist31.png22‹starmath/res/dist31_h.png分æ¯�(~D)00Œstarmath/res/dist32.png22�starmath/res/dist32_h.png(分數線超長度(~E)00Žstarmath/res/dist41.png22�starmath/res/dist41_h.png線寬(~W)400�starmath/res/dist42.png22‘starmath/res/dist42_h.png(é™�度上界é™�(~U)00’starmath/res/dist51.png22“starmath/res/dist51_h.png下界é™�(~L)00”starmath/res/dist52.png22•starmath/res/dist52_h.png¨括號""å·¦å�³è¶…大(~E) 00–starmath/res/dist61.png22—starmath/res/dist61_h.pngé–“éš”(~S)00˜starmath/res/dist62.png22™starmath/res/dist62_h.png超大(~E)V200–starmath/res/dist61.png322—starmath/res/dist61_h.png&矩陣行è·�(~L)00šstarmath/res/dist71.png22›starmath/res/dist71_h.png列間隔(~C)00œstarmath/res/dist72.png22�starmath/res/dist72_h.png2è£�飾部分主高度(~P)00žstarmath/res/dist81.png22Ÿstarmath/res/dist81_h.png""最å°�é–“éš”(~M)è00 starmath/res/dist82.png22¡starmath/res/dist82_h.png &é�‹ç®—å­�超大(~E)¸00¢starmath/res/dist91.png22£starmath/res/dist91_h.pngé–“éš”(~S)00¤starmath/res/dist92.png22¥starmath/res/dist92_h.png  邊è·�üå·¦(~L)22¦starmath/res/dist101.png44§starmath/res/dist101_h.pngå�³(~R)22¨starmath/res/dist102.pngû44©starmath/res/dist102_h.png$上(~T)(22ªstarmath/res/dist103.png)44«starmath/res/dist103_h.png下(~B)222¬starmath/res/dist104.pngÝ344­starmath/res/dist104_h.png¢N&<”F@¸@.uno:ChangeAlignment ‹Bå°�齊Njj@¿starmath:RadioButton:RID_ALIGNDIALOG:1  < å�‘å·¦(~L) Njj@¿starmath:RadioButton:RID_ALIGNDIALOG:2(  < 置中(~C)ANjj@¿starmath:RadioButton:RID_ALIGNDIALOG:3O , < å�‘å�³(~R)XBB¿  G水平方å�‘EG44? S 2H44? S 2Fff@¿starmath:PushButton:RID_ALIGNDIALOG:1 S. 2é �設(~D) N(<üV@¸@starmath:ModalDialog:RID_SYMBOLDIALOG ï{圖示WBB¿@  \圖示集(~S)U^^@? !starmath:ListBox:RID_SYMBOLDIALOG:1  \9ÿÿD\\@?STARMATH_HID_SMA_CONTROL_SYMBOLSET_VIEW # `HD44? l# ?HW<<¿€ l \ä¸�明åFhh@¿starmath:PushButton:RID_SYMBOLDIALOG:24 ± 8採用(~I)2Fhh@¿starmath:PushButton:RID_SYMBOLDIALOG:3: ± 8關閉(~C)Fjj@¿starmath:PushButton:RID_SYMBOLDIALOG:1C ±* 8編輯(~E)...N)< ‚`@¸@starmath:ModalDialog:RID_SYMDEFINEDIALOG m×編輯圖示WBB¿@  2舊圖示(~O)Tbb@? starmath:ComboBox:RID_SYMDEFINEDIALOG:1 ; PdWFF¿@ ‘ <舊圖示集(~L) Tbb@? starmath:ComboBox:RID_SYMDEFINEDIALOG:2 Ò PdD\\@?STARMATH_HID_SMA_CONTROL_FONTCHAR_VIEW  'W W@@¿@ v G圖示(~S)tTbb@? starmath:ComboBox:RID_SYMDEFINEDIALOG:4 Ps dd WBB¿@ … G圖示集(~E)Tbb@? starmath:ComboBox:RID_SYMDEFINEDIALOG:5 P‚ ddW@@¿@ ” Gå­—åž‹(~F)HUbb@? starmath:ListBox:RID_SYMDEFINEDIALOG:1 P‘ ddÿÿnW@@¿@ £ Gå­�集(~S)oUpp@?starmath:ListBox:RID_SYMDEFINEDIALOG:LB_FONTS_SUBSET P  ddÿÿWHH¿@ ² G字型形狀:(~T)Tbb@?starmath:ComboBox:RID_SYMDEFINEDIALOG:3 P¯ ddW44?€ /‚ 6D44? 6Œ ((W44?€ /¶ 6#``22®starmath/res/ar_right.pngÿÿ#bb44¯starmath/res/ar_right_h.pngÿÿZ˜˜? üŽ $$#``22®starmath/res/ar_right.pngÿÿW44?€ ·‚ 6 D44? ¾Œ ((W44?€ ·¶ 6Fjj@¿starmath:PushButton:RID_SYMDEFINEDIALOG:1 1à 2增加(~A)~Fjj@¿starmath:PushButton:RID_SYMDEFINEDIALOG:2 õà 2修改(~M)Fjj@¿starmath:PushButton:RID_SYMDEFINEDIALOG:3 ¹Ã 2刪除(~D)rG44? 6 2H44? 6 2PÝ/8/8 ¶¶JV”一元/二元é�‹ç®—å­�(~U)STARMATH_HID_SMA_UNBINOPS_TBXdd44JRÑ+a(STARMATH_HID_SMA_PLUSX44JRÒ-a&STARMATH_HID_SMA_MINUSX88JRÓ+-aSTARMATH_HID_SMA_PLUSMINUSX88JRÔ-+aSTARMATH_HID_SMA_MINUSPLUSX66JRÕa + bSTARMATH_HID_SMA_XPLUSY88JRÙa - bSTARMATH_HID_SMA_XMINUSYR::JRÖa cdot b STARMATH_HID_SMA_XCDOTY<<JR×a times bSTARMATH_HID_SMA_XTIMESYB::JRØa * bSTARMATH_HID_SMA_XSYMTIMESY::JRÚa over bSTARMATH_HID_SMA_XOVERY88JRÛa div bSTARMATH_HID_SMA_XDIVY?<<JRÜa / bSTARMATH_HID_SMA_XSYMDIVIDEY‚::JRåa circ bSTARMATH_HID_SMA_XCIRCYDDJRæa wideslash bSTARMATH_HID_SMA_XWIDESLASHY1FFJRça widebslash bSTARMATH_HID_SMA_XWIDEBSLASHY44JRÝneg aSTARMATH_HID_SMA_NEGX88JRÞa and bSTARMATH_HID_SMA_XANDY66JRßa or bSTARMATH_HID_SMA_XORYjjJV•關係(~R)tSTARMATH_HID_SMA_RELATIONS_TBXo&&44JS5a = bSTARMATH_HID_SMA_XEQY88JS6a <> bSTARMATH_HID_SMA_XNEQY44JS9a < bSTARMATH_HID_SMA_XLTY66JSAa <= b~STARMATH_HID_SMA_XLEY@@JS=a leslant bSTARMATH_HID_SMA_XLESLANTY44JS:a > bSTARMATH_HID_SMA_XGTY66JSBa >= bSTARMATH_HID_SMA_XGEY@@JS>a geslant bSTARMATH_HID_SMA_XGESLANTYI>>JS;a approx bnSTARMATH_HID_SMA_XAPPROXY88JSCa sim bSTARMATH_HID_SMA_XSIMY<<JS?a simeq bSTARMATH_HID_SMA_XSIMEQY<<JS7a equiv bSTARMATH_HID_SMA_XEQUIVY::JS@a prop b_STARMATH_HID_SMA_XPROPYBBJS>JSDa toward bSTARMATH_HID_SMA_XTOWARDY>>JSLa dlarrow bSTARMATH_HID_SMA_DLARROWr@@JSMa dlrarrow bSTARMATH_HID_SMA_DLRARROW>>JSNa drarrow bSTARMATH_HID_SMA_DRARROWr´´JV–集å�ˆé�‹ç®—(~S)STARMATH_HID_SMA_SETOPERATIONS_TBXff66JS™a in AsSTARMATH_HID_SMA_XINY<<JSša notin ASTARMATH_HID_SMA_XNOTINY~::JS›A owns aaSTARMATH_HID_SMA_XOWNSYJJJS�A intersection BSTARMATH_HID_SMA_XINTERSECTIONY<<JSžA union BSTARMATH_HID_SMA_XUNIONY5::JSŸA \ BSTARMATH_HID_SMA_XSETMINUSY88JS A / BSTARMATH_HID_SMA_XSLASHYr>>JS¡A subset B2STARMATH_HID_SMA_XSUBSETYBBJS¢A subseteq BSTARMATH_HID_SMA_XSUBSETEQY>>JS£A supset BSTARMATH_HID_SMA_XSUPSETYBBJS¤A supseteq BsSTARMATH_HID_SMA_XSUPSETEQY@@JS¥A nsubset BSTARMATH_HID_SMA_XNSUBSETYDDJS¦A nsubseteq BSTARMATH_HID_SMA_XNSUBSETEQYå@@JS§A nsupset BSTARMATH_HID_SMA_XNSUPSETYDDJS¨A nsupseteq BSTARMATH_HID_SMA_XNSUPSETEQY<<JUòemptysetSTARMATH_HID_SMA_EMPTYSET66JUñalephSTARMATH_HID_SMA_ALEPH.44JS©setN(STARMATH_HID_SMA_SETN44JSªsetZSTARMATH_HID_SMA_SETZ44JS«setQSTARMATH_HID_SMA_SETQ44JS¬setRSTARMATH_HID_SMA_SETR44JS­setCaSTARMATH_HID_SMA_SETC\\JV—函數(~F)sSTARMATH_HID_SMA_FUNCTIONS_TBX�22JSý|x|STARMATH_HID_SMA_ABSX44JSþx!8STARMATH_HID_SMA_FACTX88JSÿsqrt xSTARMATH_HID_SMA_SQRTX<<JTnroot x ySTARMATH_HID_SMA_NROOTXY44JU”x^ySTARMATH_HID_SMA_RSUPX00JTe^xSTARMATH_HID_SMA_EX44JTln(x)STARMATH_HID_SMA_LNXs66JTexp(x)STARMATH_HID_SMA_EXPX66JTlog(x)2STARMATH_HID_SMA_LOGX66JTsin(x)dSTARMATH_HID_SMA_SINX66JTcos(x)2STARMATH_HID_SMA_COSX66JTtan(x)STARMATH_HID_SMA_TANX66JTcot(x)TSTARMATH_HID_SMA_COTX88JT sinh(x)STARMATH_HID_SMA_SINHXt88JT cosh(x)STARMATH_HID_SMA_COSHX88JT tanh(x)STARMATH_HID_SMA_TANHXÞ88JT coth(x)STARMATH_HID_SMA_COTHX$>>JV�å…¶ä»–STARMATH_HID_SMA_FUNCTIONSOTHER1_MENUøø<<JT arcsin(x)STARMATH_HID_SMA_ARCSINX€<<JTarccos(x)STARMATH_HID_SMA_ARCCOSXÈ<<JTarctan(x)STARMATH_HID_SMA_ARCTANX<<<JTarcot(x)STARMATH_HID_SMA_ARCCOTX6<<JTarsinh(x)STARMATH_HID_SMA_ARSINHX<<JTarcosh(x)STARMATH_HID_SMA_ARCOSHX<<JTartanh(x)STARMATH_HID_SMA_ARTANHX<<JTarcoth(x)STARMATH_HID_SMA_ARCOTHXVVJV˜é�‹ç®—å­�(~P)STARMATH_HID_SMA_OPERATORS_TBXT44JTalim xSTARMATH_HID_SMA_LIMX44JTbsum xSTARMATH_HID_SMA_SUMX88JTcprod xSTARMATH_HID_SMA_PRODX<<JTdcoprod xXSTARMATH_HID_SMA_COPRODX44JTeint xSTARMATH_HID_SMA_INTX88JTfiint xSSTARMATH_HID_SMA_IINTXS88JTgiiint xSTARMATH_HID_SMA_IIINTX88JTilint xSTARMATH_HID_SMA_LINTXA88JTjllint xSTARMATH_HID_SMA_LLINTX<<JTklllint xåSTARMATH_HID_SMA_LLLINTXBBJTm... from a to bSTARMATH_HID_SMA_FROMXTOY<<JTn... from aSTARMATH_HID_SMA_FROMX88JTo... to bSTARMATH_HID_SMA_TOXÄÄJV™å±¬æ€§(~A)�STARMATH_HID_SMA_ATTRIBUTES_TBX€€88JTÅacute aSTARMATH_HID_SMA_ACUTEX88JTÆgrave aSTARMATH_HID_SMA_GRAVEX88JTÇcheck aSTARMATH_HID_SMA_CHECKX88JTÈbreve aSTARMATH_HID_SMA_BREVEX<<JTÍcircle aHSTARMATH_HID_SMA_CIRCLEX44JTÎdot aSTARMATH_HID_SMA_DOTX88JTÏddot aSTARMATH_HID_SMA_DDOTX688JTÐdddot aSTARMATH_HID_SMA_DDDOTX44JTÉbar aSTARMATH_HID_SMA_BARX44JTÊvec aSTARMATH_HID_SMA_VECX88JTÌtilde aSTARMATH_HID_SMA_TILDEX44JTËhat aSTARMATH_HID_SMA_HATX>>JTÜwidevec abcSTARMATH_HID_SMA_WIDEVECXBBJTÛwidetilde abcSTARMATH_HID_SMA_WIDETILDEX>>JTÚwidehat abcSTARMATH_HID_SMA_WIDEHATXBBJTÑoverline abcSTARMATH_HID_SMA_OVERLINEXBBJTÒunderline abcSTARMATH_HID_SMA_UNDERLINEXFFJTÓoverstrike abc†STARMATH_HID_SMA_OVERSTRIKEXR<<JTÔphantom bSTARMATH_HID_SMA_PHANTOMX88JTÕbold b¸STARMATH_HID_SMA_BOLDX88JTÖital bISTARMATH_HID_SMA_ITALX::JT×size s bpSTARMATH_HID_SMA_SIZEXY::JTØfont f bpSTARMATH_HID_SMA_FONTXYòòJVšæ‹¬è™Ÿ(~B)STARMATH_HID_SMA_BRACKETS_TBX°°88JU0{...}STARMATH_HID_SMA_LRGROUPX88JU)(x)STARMATH_HID_SMA_LRPARENTX88JU*[x]STARMATH_HID_SMA_LRBRACKETXNNJU?ldbracket x rdbracket HSTARMATH_HID_SMA_LRDBRACKETX66JU,{x}STARMATH_HID_SMA_LRBRACEXBBJU+langle x rangleSTARMATH_HID_SMA_LRANGLEXLLJU=langle x mline y rangleSTARMATH_HID_SMA_LMRANGLEXY@@JU9lceil x rceilSTARMATH_HID_SMA_LRCEILXBBJU:lfloor x rfloorSTARMATH_HID_SMA_LRFLOORX@@JU-lline x rlineSTARMATH_HID_SMA_LRLINEXBBJU.ldline x rdlineSTARMATH_HID_SMA_LRDLINEXFFJU1left ( x right )HSTARMATH_HID_SMA_SLRPARENTXHHJU2left [ x right ]ASTARMATH_HID_SMA_SLRBRACKETXpXXJU@left ldbracket x right rdbracket STARMATH_HID_SMA_SLRDBRACKETXFFJU4left { x right }¸STARMATH_HID_SMA_SLRBRACEXPPJU3left langle x right rangleSTARMATH_HID_SMA_SLRANGLEXZZJU>left langle x mline y right rangleSTARMATH_HID_SMA_SLMRANGLEXY6LLJU;left lceil x right rceilDSTARMATH_HID_SMA_SLRCEILXPPJU>JU“matrix {...}4STARMATH_HID_SMA_MATRIX<<JU•alignl xTSTARMATH_HID_SMA_ALIGNLX<<JU–alignc xpSTARMATH_HID_SMA_ALIGNCXH<<JU—alignr x�STARMATH_HID_SMA_ALIGNRXp¾¾JVœå…¶ä»–(~O)STARMATH_HID_SMA_MISC_MENUR~~<<JUõinfinityBSTARMATH_HID_SMA_INFINITY::JUöpartialSTARMATH_HID_SMA_PARTIAL66JUýnablaSTARMATH_HID_SMA_NABLA_88JThexists:STARMATH_HID_SMA_EXISTS88JTlforallSTARMATH_HID_SMA_FORALL44JUþhbarSTARMATH_HID_SMA_HBAR>>JUÿlambdabarSTARMATH_HID_SMA_LAMBDABARD00JUóRe¼STARMATH_HID_SMA_RE00JUôImHSTARMATH_HID_SMA_IM00JU÷wpSTARMATH_HID_SMA_WP>>JVleftarrowSTARMATH_HID_SMA_LEFTARROWU@@JVrightarrowSTARMATH_HID_SMA_RIGHTARROW::JVuparrowSTARMATH_HID_SMA_UPARROWž>>JVdownarrowSTARMATH_HID_SMA_DOWNARROW°::JUûdotslowSTARMATH_HID_SMA_DOTSLOWX<<JUødotsaxisSTARMATH_HID_SMA_DOTSAXIS<<JUüdotsvertSTARMATH_HID_SMA_DOTSVERT88JUùdotsup>STARMATH_HID_SMA_DOTSUP<<JUúdotsdown8STARMATH_HID_SMA_DOTSDOWNPÞœœ88Jv7顯示比例50%(~V).uno:View5088Jv8顯示比例~100%.uno:View10088Jv9顯示比例~200%.uno:View200s00Jv:放大(~Z)M.uno:ZoomIn22Jv;縮å°�(~O)S.uno:ZoomOut66Jv=全部顯示(~D)S.uno:Adjust..Jv<æ›´æ–°(~P)R.uno:DrawPßXX é–“éš” 目錄 分數"" 分數線 é™�度 括號 矩陣  圖示u"" é�‹ç®—å­� 邊框Pàòò變數 函數 數字 文字 Serif Sans‹"" 固定的Nì2¾¾ 尚未安è£�「StarMathã€�字型。 若無此字型,%PRODUCTNAME Math 將無法正常é�‹ä½œã€‚ 請安è£�此字型,然後é‡�新啟動 %PRODUCTNAME Math。N†4tt@ è¦�將變更當作é �設格å¼�儲存? 這個變更會影響所有的新公å¼�。QBrRR@¸ `STARMATH_HID_SMA_COMMAND_WINE $^指令‡QA94®R@¸€HSTARMATH_HID_SMA_OPERATOR_WIN 元素‡ qââ@?@STARMATH_HID_SMA_SELECTION_TBX– A&„ pNNRmSTARMATH_HID_SMA_UNBINOPS_CAT一元/二元é�‹ç®—å­�p@@RnSTARMATH_HID_SMA_RELATIONS_CAT關係çpJJRoSTARMATH_HID_SMA_SETOPERATIONS_CAT集å�ˆé�‹ç®—~p@@RpSTARMATH_HID_SMA_FUNCTIONS_CATT函數HpBBRqSTARMATH_HID_SMA_OPERATORS_CATAé�‹ç®—å­�pp@@RrSTARMATH_HID_SMA_ATTRIBUTES_CAT屬性p::R}STARMATH_HID_SMA_MISC_CATå…¶ä»–Jpp>>RsSTARMATH_HID_SMA_BRACKETS_CAT括號p<<RtSTARMATH_HID_SMA_FORMAT_CATæ ¼å¼�DX44? , A qNN@?€@STARMATH_HID_SMA_UNBINOPS_TBX - A_„p88RÑSTARMATH_HID_SMA_PLUSXT正號+p88RÒSTARMATH_HID_SMA_MINUSX負號-p@@RÓSTARMATH_HID_SMA_PLUSMINUSX正負號+-p@@RÔSTARMATH_HID_SMA_MINUSPLUSX負正號-+p88RÝSTARMATH_HID_SMA_NEGXé‚�輯NOTpp66RÕSTARMATH_HID_SMA_XPLUSY加+p88RÖSTARMATH_HID_SMA_XCDOTY乘(.) p::R×STARMATH_HID_SMA_XTIMESYJ乘(x) p<<RØSTARMATH_HID_SMA_XSYMTIMESY乘(*)p::RÞSTARMATH_HID_SMA_XANDYlé‚�輯ANDpp88RÙSTARMATH_HID_SMA_XMINUSYT減-p<<RÚSTARMATH_HID_SMA_XOVERY除(分數)p88RÛSTARMATH_HID_SMA_XDIVY除(÷)pBBRÜSTARMATH_HID_SMA_XSYMDIVIDEYb除(斜線)p88RßSTARMATH_HID_SMA_XORYé‚�輯ORHpp88RåSTARMATH_HID_SMA_XCIRCY連çµ� qþþ@?€@STARMATH_HID_SMA_RELATIONS_TBX - A_„p66S5STARMATH_HID_SMA_XEQY等於Tp::S6STARMATH_HID_SMA_XNEQYä¸�等於p<<S;STARMATH_HID_SMA_XAPPROXY約等於p>>SJSTARMATH_HID_SMA_XDIVIDESYJ整除於pBBSKSTARMATH_HID_SMA_XNDIVIDESYä¸�整除於app66S9STARMATH_HID_SMA_XLTYå°�æ–¼Lp66S:STARMATH_HID_SMA_XGTY大於_pBBS?STARMATH_HID_SMA_XSIMEQY近似或等於p>>SSTARMATH_HID_SMA_XGESLANTY大於或等於p::SCSTARMATH_HID_SMA_XSIMY近似於p<<S7STARMATH_HID_SMA_XEQUIVYH全等於ppp>>SASTARMATH_HID_SMA_XLEYå°�於或等於p>>SBSTARMATH_HID_SMA_XGEY大於或等於p>>S@STARMATH_HID_SMA_XPROPY等比例於Hp<<SDSTARMATH_HID_SMA_XTOWARDY趨近於ppp@@SLSTARMATH_HID_SMA_DLARROW左雙箭頭upBBSMSTARMATH_HID_SMA_DLRARROWå·¦å�³é›™ç®­é ­p@@SNSTARMATH_HID_SMA_DRARROWå�³é›™ç®­é ­s qHH@?€@STARMATH_HID_SMA_SETOPERATIONS_TBX - A_„p66S™STARMATH_HID_SMA_XINY屬於Ap<<SšSTARMATH_HID_SMA_XNOTINYä¸�屬於p88S›STARMATH_HID_SMA_XOWNSYæ“�有Jpp<<UòSTARMATH_HID_SMA_EMPTYSET空集å�ˆpp@@S�STARMATH_HID_SMA_XINTERSECTIONY交集Rp::SžSTARMATH_HID_SMA_XUNIONYTè�¯é›†Hp<<SŸSTARMATH_HID_SMA_XSETMINUSY差集Sp::S STARMATH_HID_SMA_XSLASHYH商集Fp66UñSTARMATH_HID_SMA_ALEPHAlephpp::S¡STARMATH_HID_SMA_XSUBSETYå­�集CpDDS¢STARMATH_HID_SMA_XSUBSETEQYå­�集或等於p::S£STARMATH_HID_SMA_XSUPSETYæ¯�集pDDS¤STARMATH_HID_SMA_XSUPSETEQYæ¯�集或等於ppp>>S¥STARMATH_HID_SMA_XNSUBSETYé�žå­�集pJJS¦STARMATH_HID_SMA_XNSUBSETEQY2é�žå­�集或等於Gp>>S§STARMATH_HID_SMA_XNSUPSETY(é�žæ¯�集pJJS¨STARMATH_HID_SMA_XNSUPSETEQYAé�žæ¯�集或等於ppp<<S©STARMATH_HID_SMA_SETN自然數集p88SªSTARMATH_HID_SMA_SETZ整數集p<<S«STARMATH_HID_SMA_SETQ有ç�†æ•¸é›†p88S¬STARMATH_HID_SMA_SETR實數集p88S­STARMATH_HID_SMA_SETC複數集qôô@?€@STARMATH_HID_SMA_FUNCTIONS_TBXS - A_„p::TSTARMATH_HID_SMA_EX指數函數Ap<<TSTARMATH_HID_SMA_LNXT自然å°�數Ap<<TSTARMATH_HID_SMA_EXPX指數函數Ap66TSTARMATH_HID_SMA_LOGXå°�數Hp88U”STARMATH_HID_SMA_RSUPXx乘冪App<<TSTARMATH_HID_SMA_SINX正弦函數p<<TSTARMATH_HID_SMA_COSX餘弦函數p<<TSTARMATH_HID_SMA_TANX正切函數p<<TSTARMATH_HID_SMA_COTX餘切函數Sp::SÿSTARMATH_HID_SMA_SQRTX平方根ppBBT STARMATH_HID_SMA_ARCSINXMå��正弦函數pBBTSTARMATH_HID_SMA_ARCCOSXå��餘弦函數pBBTSTARMATH_HID_SMA_ARCTANXå��正切函數pBBTSTARMATH_HID_SMA_ARCCOTXtå��餘切函數p>>TSTARMATH_HID_SMA_NROOTXYAN次方根IppDDT STARMATH_HID_SMA_SINHX雙曲正弦函數 pDDT STARMATH_HID_SMA_COSHX雙曲餘弦函數HpDDT STARMATH_HID_SMA_TANHX雙曲正切函數 pDDT STARMATH_HID_SMA_COTHX雙曲餘切函數rp88SýSTARMATH_HID_SMA_ABSX絕å°�值ppHHTSTARMATH_HID_SMA_ARSINHXHå��雙曲正弦函數pHHTSTARMATH_HID_SMA_ARCOSHXÅå��雙曲餘弦函數pHHTSTARMATH_HID_SMA_ARTANHXHå��雙曲正切函數pHHTSTARMATH_HID_SMA_ARCOTHXå��雙曲餘切函數p88SþSTARMATH_HID_SMA_FACTX階乘q¾¾@?€@STARMATH_HID_SMA_OPERATORS_TBX - A_„p66TaSTARMATH_HID_SMA_LIMX極é™�p22TbSTARMATH_HID_SMA_SUMXå’Œp44TcSTARMATH_HID_SMA_PRODXRç©�p::TdSTARMATH_HID_SMA_COPRODX餘ç©�p<<TmSTARMATH_HID_SMA_FROMXTOY上下é™�pp66TeSTARMATH_HID_SMA_INTXç©�分>p>>TfSTARMATH_HID_SMA_IINTX二é‡�ç©�分Bp>>TgSTARMATH_HID_SMA_IIINTX三é‡�ç©�分>pp88TnSTARMATH_HID_SMA_FROMX下é™�ipp>>TiSTARMATH_HID_SMA_LINTXb曲線ç©�分DpDDTjSTARMATH_HID_SMA_LLINTX二é‡�曲線ç©�分DpFFTkSTARMATH_HID_SMA_LLLINTX三é‡�曲線ç©�分opp66ToSTARMATH_HID_SMA_TOXH上é™�Aqjj@?€@STARMATH_HID_SMA_ATTRIBUTES_TBX - A_„p>>TÅSTARMATH_HID_SMA_ACUTEX銳音符(á)p>>TÆSTARMATH_HID_SMA_GRAVEXé‡�音符(à)p>>TÇSTARMATH_HID_SMA_CHECKXæ�šæŠ‘ç¬¦(ÇŽ)p>>TÈSTARMATH_HID_SMA_BREVEX短音符(ă)p@@TÍSTARMATH_HID_SMA_CIRCLEXR圈音符(Ã¥)pp<<TÊSTARMATH_HID_SMA_VECXå�‘é‡�ç®­é ­ p::TÌSTARMATH_HID_SMA_TILDEX波浪號p<<TËSTARMATH_HID_SMA_HATX抑æ�šç¬¦(â)p<<TÉSTARMATH_HID_SMA_BARX長音符(Ä�)p66TÎSTARMATH_HID_SMA_DOTX點(ȧ)ppBBTÜSTARMATH_HID_SMA_WIDEVECX大å�‘é‡�ç®­é ­pBBTÛSTARMATH_HID_SMA_WIDETILDEX大波浪符JpDDTÚSTARMATH_HID_SMA_WIDEHATX大抑æ�šç¬¦(â).pp<<TÏSTARMATH_HID_SMA_DDOTX雙點(ä)Jpp<<TÑSTARMATH_HID_SMA_OVERLINEXeé ‚ç·šrp<<TÒSTARMATH_HID_SMA_UNDERLINEX底線p@@TÓSTARMATH_HID_SMA_OVERSTRIKEXS刪除線pp88TÐSTARMATH_HID_SMA_DDDOTX三點pp::TÔSTARMATH_HID_SMA_PHANTOMXé€�明p88TÕSTARMATH_HID_SMA_BOLDXeç²—é«”Ap88TÖSTARMATH_HID_SMA_ITALX;斜體ep>>T×STARMATH_HID_SMA_SIZEXY改變大å°�p>>TØSTARMATH_HID_SMA_FONTXY變更字型qHH@?€@STARMATH_HID_SMA_BRACKETS_TBX - A_„p<<U)STARMATH_HID_SMA_LRPARENTXL括號p>>U*STARMATH_HID_SMA_LRBRACKETX方括號pDDU?STARMATH_HID_SMA_LRDBRACKETXn雙方括號Tp::U-STARMATH_HID_SMA_LRLINEX單線�p::U.STARMATH_HID_SMA_LRDLINEX雙線pp<<U,STARMATH_HID_SMA_LRBRACEX大括號p<<U+STARMATH_HID_SMA_LRANGLEX角括號pDDU=STARMATH_HID_SMA_LMRANGLEXYé�‹ç®—å­�括號pp@@U0STARMATH_HID_SMA_LRGROUPX集å�ˆæ‹¬è™ŸsppPPU1STARMATH_HID_SMA_SLRPARENTX括號(自動調整大å°�)WpTTU2STARMATH_HID_SMA_SLRBRACKETXS方括號(自動調整大å°�)pXXU@STARMATH_HID_SMA_SLRDBRACKETX雙方括號(自動調整大å°�)DpNNU5STARMATH_HID_SMA_SLRLINEX單線(自動調整大å°�)pPPU6STARMATH_HID_SMA_SLRDLINEXA雙線(自動調整大å°�)“ppRRU4STARMATH_HID_SMA_SLRBRACEX<大括號(自動調整大å°�)pRRU3STARMATH_HID_SMA_SLRANGLEXR角括號(自動調整大å°�)pZZU>STARMATH_HID_SMA_SLMRANGLEXYé�‹ç®—å­�括號(自動調整大å°�)ppTTUASTARMATH_HID_SMA_XOVERBRACEYi上括號(自動調整大å°�)pTTUBSTARMATH_HID_SMA_XUNDERBRACEY下括號(自動調整大å°�)qôô@?€@STARMATH_HID_SMA_FORMAT_TBX - A_„p::UœSTARMATH_HID_SMA_LSUPX左上標p88UžSTARMATH_HID_SMA_CSUPX上標>p::U”STARMATH_HID_SMA_RSUPXå�³ä¸Šæ¨™pBBU‘STARMATH_HID_SMA_BINOMXY直標(上下)Tp::U�STARMATH_HID_SMA_NEWLINERæ�›è¡ŒDpp::U˜STARMATH_HID_SMA_LSUBXH左下標p88U�STARMATH_HID_SMA_CSUBXT下標Hp::U�STARMATH_HID_SMA_RSUBXoå�³ä¸‹æ¨™p88U’STARMATH_HID_SMA_STACKr直標Rp::UŽSTARMATH_HID_SMA_SBLANKå°�é–“éš”pp::U•STARMATH_HID_SMA_ALIGNLXsé� å·¦Tp::U–STARMATH_HID_SMA_ALIGNCXoé� ä¸­p::U—STARMATH_HID_SMA_ALIGNRXùé� å�³>p88U“STARMATH_HID_SMA_MATRIX陣列np88U�STARMATH_HID_SMA_BLANKdé–“éš”BqZZ@?€@STARMATH_HID_SMA_FORMAT_TBX - A_„p<<UõSTARMATH_HID_SMA_INFINITYç„¡é™�大p@@UöSTARMATH_HID_SMA_PARTIAL部份符號p88UýSTARMATH_HID_SMA_NABLA8微分p88ThSTARMATH_HID_SMA_EXISTS存在p::TlSTARMATH_HID_SMA_FORALLå°�所有pp<<UþSTARMATH_HID_SMA_HBARh-æ©«ç·š(ħ)ÿpBBUÿSTARMATH_HID_SMA_LAMBDABAR:λ-æ©«ç·š(Æ›)p::UóSTARMATH_HID_SMA_RE實數部份Tp::UôSTARMATH_HID_SMA_IM虛數部份TpJJU÷STARMATH_HID_SMA_WPé­�爾施特拉斯函å¼�(℘)pp>>VSTARMATH_HID_SMA_LEFTARROWH左箭頭p>>VSTARMATH_HID_SMA_RIGHTARROWå�³ç®­é ­p<<VSTARMATH_HID_SMA_UPARROWH上箭頭p>>VSTARMATH_HID_SMA_DOWNARROWp下箭頭ppp@@UûSTARMATH_HID_SMA_DOTSLOWT下刪節號Ap@@UøSTARMATH_HID_SMA_DOTSAXIS中刪節號Sp@@UüSTARMATH_HID_SMA_DOTSVERT直刪節號Dp@@UùSTARMATH_HID_SMA_DOTSUP斜上刪節號pBBUúSTARMATH_HID_SMA_DOTSDOWN斜下刪節號N't‚d@¸@starmath:TabPage:RID_PRINTOPTIONPAGE ¹å…¬å¼�é�¸é …:設定 XBB¿  ø列å�°é�¸é …& Pvv@¿starmath:CheckBox:RID_PRINTOPTIONPAGE:CB_TITLEROW  D 標題行(~T) P€€@¿starmath:CheckBox:RID_PRINTOPTIONPAGE:CB_EQUATION_TEXT  D å…¬å¼�文字(~F)a Prr@¿starmath:CheckBox:RID_PRINTOPTIONPAGE:CB_FRAMEA * D 邊框(~O)—XBB¿ : ø列å�°æ ¼å¼�AN‚‚@¿starmath:RadioButton:RID_PRINTOPTIONPAGE:RB_ORIGINAL_SIZE E Z 原件大å°�(~R)N€€@¿starmath:RadioButton:RID_PRINTOPTIONPAGE:RB_FIT_TO_PAGE S Z å°�應é �é�¢(~P)Nzz@¿starmath:RadioButton:RID_PRINTOPTIONPAGE:RB_ZOOMB a Z 顯示比例(~S)d€€@?`Astarmath:MetricField:RID_PRINTOPTIONPAGE:MF_ZOOMÒ o   � XBB¿ � øå…¶ä»–é�¸é …P’’@¿starmath:CheckBox:RID_PRINTOPTIONPAGE:CB_IGNORE_SPACING Œ ì 忽略行末的符號 ~~ å’Œ `(~N) Pbb¿ š ì å�ªå…§åµŒç”¨åˆ°çš„符號(檔案較å°�)pÈpResourceStringyStringArrayBitmapColor#Image$ImageList5WindowŸ6SystemWindowO7WorkWindow¨<ModalDialog; ModelessDialog:DControlEButtonPCheckBox—FPushButtonIHelpButtonIGOKButtonEHCancelButtonæNRadioButtonO""ImageRadioButtonQTriStateBoxJImageButtonREditNSMultiLineEdit]ScrollBarUListBoxVMultiListBoxuTComboBoxRWFixedTextYFixedBitmapZFixedImage\GroupBoxRKeyCode AcceleratorItemAcceleratorMenuItemMenuPKMenuButton0MessBox1InfoBox2WarningBox3ErrorBoxé4QueryBox_SplitterI`SplitWindowMSpinButtonì Time¦!DateÕaSpinFieldbPatternField§cNumericFieldƒdMetricFieldeCurrencyFieldn""LongCurrencyFieldfDateFieldgTimeFieldhPatternBox¯iNumericBoxjMetricBoxkCurrencyBoxo LongCurrencyBoxlDateBoxmTimeBoxrDockingWindowpToolBoxItemqToolBoxsStatusBarLMoreButtonH9 FloatingWindowptTabPagevTabDialogwPageItemuTabControlRXFixedLine^ScrollBarBox$$SfxStyleFamilyItem5""SfxStyleFamiliesSfxSlotInfo È÷xZ= êNR P "P :P PQD hQE €QF ˜QH °QI ÈQJ îQU QW HQX nQY ”Q¸ ¬Q¹ ÈQº øQ» Q¼ 6Q½ TQ¾ rQ¿ �QÀ ®QÁ ØQ þQÃQÄ<QÅZQÆxQǘQȸQÉÚRÑRÒRÓ0RÔHRÕ`RÖ|RךRغRÙÖRÚòRÛRÜ2RÝNRÞhR߆Rà¢RáÄRââRãRä"RåBRæ`RçˆS5¬S6ÈS7äS8S9$S:@S;\S<|S=žS>ÀS?âS@SA SB<SCXSDvSE–SF²SGÎSHìSI SJ,SKNSLpSM’SN´S™ÖSšòS›S�0SžVSŸvS ˜S¡¸S¢ØS£úS¤S¥<S¦^S§‚S¨¤S©ÈSªÞS«ôS¬ S­ Sý6SþPSÿlTˆTªTÈTâTüTT0TJTdT ~T šT ¶T ÒT îT T*THTfT„T¢TÀTaÞTbøTcTd,TeHTfbTg|Th˜Ti°TjÊTkæTlTmTnBTobTp€TqœTŸTÆÔTÇðTÈ TÉ(TÊBTË\TÌvTÍ’TήTÏÈTÐâTÑþTÒTÓ@TÔbTÕ‚TÖœT×¶TØÖTÙöTÚTÛ8TÜZU)zU*’U+ªU,ÎU-òU.U08U1PU2tU3˜U4ÆU5ôU6 U9 NU: pU; ”U< ÀU= îU>!U?!TU@!~UA!²UB!ÚU�"UŽ"U�".U�"@U‘"ZU’"|U“"¤U”"ÔU•"îU–# U—#&U˜#BUœ#bU�#‚Už#¢UŸ#ÂUñ#âUò#úUó$Uô$(Uõ$<Uö$VU÷$pUø$„Uù$žUú$¶Uû$ÐUü$êUý%Uþ%Uÿ%2V%NV%jV%†V% Ã%¼P݈¦PÞ·ÞPß¹zPàºÒ$QÖ'$Q×(T$QØ)š$QÙ+²$QÚ-Ê$QÛ0x$QÜ3&$QÝ5ò$QÞ8¾$Qß;ä$Qà? $Qá@È$QâB†$QãEp$QäHZ$QåJÌ$QæM>$QçO8$QèQ2$QéS¤2Nì»Ä4N†¼‚9QA½H<N"V<N#X¬<N$^b<N%e°<N&y”<N(|(<N)$rQB¼ötN'ñöyN+%Ö p