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KxAboutDlgQsNŽ WPSe‡[WAbout WPS Writer
KxAboutDlg"QsNŽ WPSe‡[Wÿ‘Ñ\qž’žŸWPSÿ	$About WPS Writer(Kingsoft Kylin WPS)
KxAboutDlgOÝuYb@g	gCR)0All rights reserved.
KxAboutDlgPSN¬‘Ñ\qRžQloNö€¡Nýg	–PQlSø
sàmw‘Ñ\qRžQloNög	–PQlSø
Y)m%ž’žŸOá`ob€g/g	–PQlSøƒBeijing Kingsoft Office Software Co., Ltd.
Zhuhai Kingsoft Office Software Co., Ltd.
Tianjin KYLIN Information Technology Co., Ltd.
KxAboutDlgPSN¬‘Ñ\qRžQloNö€¡Nýg	–PQlSø
sàmw‘Ñ\qRžQloNög	–PQlSø
kflI‘Ñ\qRžQloNög	–PQlSø}Beijing Kingsoft Office Software Co., Ltd.
Zhuhai Kingsoft Office Software Co., Ltd.
Wuhan Kingsoft Office Software Co., Ltd.
KxAboutDlgjSN¬‘Ñ\qRžQloNö€¡Nýg	–PQlSø
sàmw‘Ñ\qRžQloNög	–PQlSø
kflI‘Ñ\qRžQloNög	–PQlSø
Y)m%ž’žŸOá`ob€g/g	–PQlSø¬Beijing Kingsoft Office Software Co., Ltd.
Zhuhai Kingsoft Office Software Co., Ltd.
Wuhan Kingsoft Office Software Co., Ltd.
Tianjin KYLIN Information Technology Co., Ltd.
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KxAboutDlg2sàmw‘Ñ\qRžQloNög	–PQlSø
Y)m%ž’žŸOá`ob€g/g	–PQlSøXZhuhai Kingsoft Office Software Co., Ltd.
Tianjin KYLIN Information Technology Co., Ltd.
KxAboutDlg2sàmw‘Ñ\qRžQloNög	–PQlSøTŒY)m%ž’žŸOá`ob€g/g	–PQlSøYZhuhai Kingsoft Office Software Co., Ltd.\nTianjin KYLIN Information Technology Co., Ltd.
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fôe9...Change...   KxAddRestrictUserDlgº‹÷W( ‹ûSÖ TŒ fôe9 hFN-“Qeu(b7v„®NöW0W@ÿO‹Y‚ÿ tommy@qq.com ÿ	0
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Y‚gœ‰Nΐ‹¯|?N-	bé]òg	u(b7ÿ‹÷SUQû ‹ûSÖ b fôe9 c	”®0ÇEnter the e-mail addresses of users in the Read and Change boxes (exapmle: 'tommy@qq.com').
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File Name:	%1KxApplyPermissionDlgg*cÐN¤Not commitedKxApplyPermissionDlg ‹÷XkQ™u3‹÷tu1TۈLNNkedÍO\ÿBPlease enter your apply reason for the next step of the operation!KxApplyPermissionDlg‹÷“Qeu3‹÷v„tu1/Please input the reason of apply the permissionKxApplyPermissionDlgu(b7&S÷: %1User Account:	%1KxApplyPermissionDlgb@\^è•è: %1
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departmentKxApproverTableModelxn[šOKKxAuthorizeExpireReminderDlgˆ—^^8b±kIv„wå`¨ÿg,oNöv„cˆgC]òÇgÿ‹÷\=_ë€T|û5SUOMIT{¡tTXƒ·SÖe°v„oNöcˆgCÿY‚g	u‘•î‹÷bèbSWPS[¢g
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pí~¿400-677-50050üSorry, your authorization has expired. A few but not all features of this software will remain available to you. Please contact your company's IT department for new authorization code. For further information, contact WPS Customer Service 400-677-5005.KxAuthorizeExpireReminderDlg˜„‰Èj!_preview modeKxAuthorizeExpireReminderDlgYNýN-_Ã
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€ýNQvNÖVþˆh|{W‹~ÄT0`¨SïNåfôe9b@g	epcn|ûRv„Vþˆh|{W‹ÿN_SïNåOÝuY_SRMv„Vþˆh0›The current chart type can't be combined with other chart types.You can either change the chart type of all data series, or you can keep the current chart.KxChartToolsHelperv~RkÔXyï—byïVþ100% Stacked AreaKxChartTypeDialogv~RkÔXyïga_bVþ100% Stacked BarKxChartTypeDialogv~RkÔXyïgñ_bVþ100% Stacked ColumnKxChartTypeDialogv~RkÔXyïb˜~¿Vþ100% Stacked LineKxChartTypeDialog^&epcnh‹°v„v~RkÔXyïb˜~¿Vþ100% Stacked Line with MarkersKxChartTypeDialog
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Clear &All	KxDlgTabsž؋¤R6ˆhOM(&F):De&fault tab stops:	KxDlgTabs‰n–dv„R6ˆhOM:Tab stops to be cleared:	KxDlgTabsR6ˆhOMTabs	KxDlgTabsS˜|scm	KxDlgTabsÿÿÿÿ+<a href='urlonline'> WPS Online Store </a>.KxDlgTrialExpire[ù‹ÝhFDialogKxDlgTrialExpiremO‰Èj!_Enter Viewer ModeKxDlgTrialExpirecÐy:Oá`oInfotipKxDlgTrialExpire8aŒ"`¨Ou( WPS Office 2012 Beta20'Thanks for using WPS Office 2012 Beta2.KxDlgTrialExpirel`¨Ou(v„‹åBetarHg,]òNjÕu(gÿ`¨Sï	bémO‰Èj!_ÿmO‰Èj!_N
€ýۈL•.v؏“Qeÿ	~ç~íOu(b€SG~§R0ge°N*NºrH0¾The trial period of your WPS Office Beta has expired. You can enter Viewer mode, in which keyboard entry will be disabled, to continue or update to the latest Personal version of WPS Office.KxDlgTrialExpireSG~§
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<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
p, li { white-space: pre-wrap; }
</style></head><body style=" font-family:'SimSun'; font-size:10pt; font-weight:400; font-style:normal;">
<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:12pt; font-weight:600; color:#1f1f1f;">‹Õu(R0g</span></p></body></html><!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
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<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:12pt; font-weight:600; color:#1f1f1f;">Trial Period Expiration</span></p></body></html>KxDlgTrialExpireReminder<html><head/><body><p><span style=" color:#343434;">‹Õu(g]ò~Óg_ÿ`¨\ÛQe˜„‰Èj!_ÿeàlÕkc^8Ou(WPS Officev„RŸ€ýÿ‚å—‰~ç~íOu(ÿ‹÷-Np WPS Office0</span></p></body></html>â<html><head/><body><p><span style=" color:#343434;">Trial period is over.You will enter the preview mode that offer a unnormal funtion of WPS Office.If need to continue to use,please buy the WPS Office</span></p></body></html>KxDlgTrialExpireReminderzËSs-NpBuy NowKxDlgTrialExpireReminder €T|û®{±: gch@wps.cnContact Email:gch@wps.cnKxDlgTrialExpireReminderWPS Office R0gcБ’WPS Office Expiration ReminderKxDlgTrialExpireReminder˜„‰Èj!_preview modeKxDlgTrialExpireReminder*<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
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</style></head><body style=" font-family:'SimSun'; font-size:10pt; font-weight:400; font-style:normal;">
<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:12pt; font-weight:600; color:#1f1f1f;">`¨SïNåOu( WPS Office 30Y)</span></p></body></html>'<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
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p, li { white-space: pre-wrap; }
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<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:12pt; font-weight:600; color:#1f1f1f;">You can try the WPS Office for 30 days</span></p></body></html>KxDlgTrialReminderÔ<html><head/><body><p><span style=" color:#343434;">˜{-Np WPS OfficeÿbM€ýW(‹Õu(gÇT~ç~íkc^8Ou(</span></p></body></html>™<html><head/><body><p><span style=" color:#343434;">To buy the WPS office, can continue to normal use after the probation period</span></p></body></html>KxDlgTrialReminderzËSs-NpBuy NowKxDlgTrialReminder
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€ýkc^8Ou(0‚å`¨—‰ЈLÙN›[ÿ‹÷SæˆL-Np0‰Your subscription does not include VBA. Macro in the document cannot work properly. Please purchase separately to enable macro if needed.KxDlgVbaBuyzËSsN}(&D)	&DownloadKxDlgVbaInstallation[MacroKxDlgVbaInstallation[v„ЈL—VBAs¯Xƒv„e/c0*Macros require VBA to function correctly. KxDlgVbaInstallationN
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R¡0;Sign in to use WPS Office and enjoy more advanced services.KxDlgWelcome‹Õu(TrialKxDlgWelcomek"ÎOu( WPS OfficeWelcome to WPS OfficeKxDlgWelcome&p¹Qû%1v{_U%2b%3“QeoÀm;x%4.5Click here to %1Login%2 or %3Enter activation code%4.KxDlgWelcomePage(`¨]ò~ύ-NpN† WPS Office TÿDid you purchase WPS Office?KxDlgWelcomePageJST+ WPS Office UFNrHv„%1Y)QM9‹Õu(0%2_YËOu(>>%3.NIncludes %1-Day FREE Trial of WPS Office Business Edition. %2Get started >>%3.KxDlgWelcomePage—‰^.R©T?
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u3‹÷]ò[XW(The apply has already existed.KxEnterpriseDocSecurity_SRMy»~¿[Æx•‹ïÿThe current password is wrong!KxEnterpriseDocSecurity[¡bySÂep•‹ï#The param of this approve is error.KxEnterpriseDocSecurity6‹åe‡Nöf/WPSW(~¿[‰Qhe‡hcÿ‹÷v{_U&S÷gešŒ‹Á`¨v„gC–P0VThis document is WPS Online Security Document.Please logon to verify your permissions.KxEnterpriseDocSecurityB‹åe‡hcf/WPS[‰Qhe‡hcÿ‹÷Ou(e/c[‰Qhe‡hch<_v„WPS[¢b7zïbS_0bThis document is WPS security document, security document format that supports WPS client to open.KxEnterpriseDocSecurity:‹å[‰Qhe‡hcN
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€ýˆ«R$e­0NN*R$e­_Ř{f/epP<|{W‹b€NN*g	eHv„^\P<(Effective Boolean Value)|{W‹0yA value of type %1 cannot be a predicate. A predicate must have either a numeric type or an Effective Boolean Value type.
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QtXmlPatterns"ó\NN*QC} %1‰Qús°W(%2NKRM0-At least one %1-element must occur before %2.
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QtXmlPatternsó\g	NN*~ÄNöˆ«THs°0'At least one component must be present.
QtXmlPatterns*W(QC} %2v„%1\^`'N-ó\‰c[šNN*j!_0FAt least one mode must be specified in the %1-attribute on element %2.
QtXmlPatterns0ó\NN*eö•ô~ÄNö_Ř{Qús°W(ÙN* %1 uL–PNKT0?At least one time component must appear after the %1-delimiter.
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QtXmlPatterns.\^`' %1 N
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QtXmlPatterns>eàlÕb›QúR0 %1ÿVàN:[ƒf/NN*b½Œa|{W‹ÿ^vNVàkdeàlՈ«[žO‹S0fCasting to %1 is not possible because it is an abstract type, and can therefore never be instantiated.
QtXmlPatternshÀmKR0s¯Circularity detected
QtXmlPatterns %1 eå[ùNŽ %2 gf/eàeHv„0Day %1 is invalid for month %2.
QtXmlPatterns*%1 eåf/W( %2...%3 ƒVôNKYv„0#Day %1 is outside the range %2..%3.
QtXmlPatterns<NN*|{W‹N: %1 v„P<–dNå %2(N
f/NN*epP<)f/N
QA‹¸v„0@Dividing a value of type %1 by %2 (not-a-number) is not allowed.
QtXmlPatternsBNN*|{W‹N: %1 v„P<–dNå %2 b€ %3(kc–ö)f/N
QA‹¸v„0LDividing a value of type %1 by %2 or %3 (plus or minus zero) is not allowed.
QtXmlPatterns$–dlÕ(%1)–d–ö(%2)f/g*[šNIv„0(Division (%1) by zero (%2) is undefined.
QtXmlPatterns2kÏNN*j!gSÂepv„T
yðý_Ř{f/U/Nv„ÿ%2f/‘ÍY
v„0CEach name of a template parameter must be unique; %1 is duplicated.
QtXmlPatternsng	eHv„^\P<(Effective Boolean Value)N
€ýˆ«u(NŽ‹¡{—NN*ST+N$N*b€fôYSŸ[PP<v„^R0aEffective Boolean Value cannot be calculated for a sequence containing two or more atomic values.
QtXmlPatterns4QC}  %1 N
€ýˆ«N2ˆLSÿVàN:[ƒQús°W(e‡hcQC} NKY0OElement %1 can't be serialized because it appears outside the document element.
QtXmlPatternsQC} %1N
€ýg	˜z^g„ 0.Element %1 cannot have a sequence constructor.
QtXmlPatternsQC} %1N
€ýg	[PQC} 0 Element %1 cannot have children.
QtXmlPatternsQC} %1N
€ýW(ÙN*OMn0+Element %1 is not allowed at this location.
QtXmlPatternsQC} %1_Ř{gTQús°0Element %1 must come last.
QtXmlPatterns,QC} %1_Ř{ó\g	\^`'%2b€%3QvN-NN*0=Element %1 must have at least one of the attributes %2 or %3.
QtXmlPatterns*QC} %1_Ř{g	W(NN*%2\^`'b€˜z^g„ 0EElement %1 must have either a %2-attribute or a sequence constructor.
QtXmlPatterns"NÎ %2 b›QúR0 %1 Y1%ÿ%3&Failure when casting from %1 to %2: %3
QtXmlPatternslY‚gœN$N*P<ýg	S:POyû(zone offset)ÿ[ƒNì_Ř{båg	vøTv„S:POyû0%1 TŒ %2 v„S:POyûf/N
Tv„0bIf both values have zone offsets, they must have the same zone offset. %1 and %2 are not the same.
QtXmlPatterns:Y‚gœQC} %1l¡g	\^`'%2ÿ£NH[ƒN_N
€ýg	\^`'%3b€%40EIf element %1 has no attribute %2, it cannot have attribute %3 or %4.
QtXmlPatterns`Y‚gœ{,NN*SÂepf/zz^Rb€–ö•^¦[W{&N2(eàT}T
zz•ô)ÿ£NH\1N
€ýc[šRM0RM %1 ˆ«c[šN†0ŠIf the first argument is the empty sequence or a zero-length string (no namespace), a prefix cannot be specified. Prefix %1 was specified.
QtXmlPatterns2W(NN*T}T
zz•ôg„ N-ÿT}T
zz•ôv„P<N
€ýN:zz[W{&N20PIn a namespace constructor, the value for a namespace cannot be an empty string.
QtXmlPatterns*W(NN*{€Sh7_ˆhj!WWN-ÿ\^`'%1_Ř{[XW(0@In a simplified stylesheet module, attribute %1 must be present.
QtXmlPatterns>W(XSL-TNð‰ÆN-ÿN
€ýOu(%1tÿSê€ýOu(%2tb€%3t0DIn an XSL-T pattern, axis %1 cannot be used, only axis %2 or %3 can.
QtXmlPatterns.W(XSL-Th7_N-ÿQýep%1N
€ýg	{,N	N*SÂep0>In an XSL-T pattern, function %1 cannot have a third argument.
QtXmlPatterns@W(XSL-Th7_N-ÿSêu(Qýep%1TŒ%2SïNåu(NŽS9‘Mÿ%3N
SïNå0OIn an XSL-T pattern, only function %1 and %2, not %3, can be used for matching.
QtXmlPatternsNW(XSL-Th7_N-ÿQýep%1v„{,NN*SÂep_Ř{f/e‡[Wb€SؑÏS€ÿNåO¿u(NŽS9‘M0yIn an XSL-T pattern, the first argument to function %1 must be a literal or a variable reference, when used for matching.
QtXmlPatternsDW(XSL-Th7_N-ÿQýep%1v„{,NN*SÂep_Ř{f/[W{&N2ÿNåO¿u(NŽS9‘M0hIn an XSL-T pattern, the first argument to function %1 must be a string literal, when used for matching.
QtXmlPatternsFW(ÙN*fÿcb[W{&N2N-ÿ%1 Sê€ýˆ«u(NŽlNI[ƒg,Ž«b€ %2ÿ€N
f/ %3MIn the replacement string, %1 can only be used to escape itself or %2, not %3
QtXmlPatternsDW(ÙN*fÿcb[W{&N2N-ÿ%1 W(l¡g	ˆ«lNIv„eöP_Ř{ˆ«ó\NN*ep[Wߖ0VIn the replacement string, %1 must be followed by at least one digit when not escaped.
QtXmlPatterns(etep–dlÕ(%1)–d–ö(%2)f/g*[šNIv„00Integer division (%1) by zero (%2) is undefined.
QtXmlPatternseàlÕ~Ñ[šR0ÙN*RM %10+It is not possible to bind to the prefix %1
QtXmlPatternseàlÕNÎ %1 b›QúR0 %20)It is not possible to cast from %1 to %2.
QtXmlPatternsN
€ý‘ÍY
XðfRM %10*It is not possible to redeclare prefix %1.
QtXmlPatterns\N
€ýƒ·SÖ %10'It will not be possible to retrieve %1.
QtXmlPatterns"N
€ýW(NûOUQv[ƒ|{W‹‚‚p¹TmûR \^`'0AIt's not possible to add attributes after any other kind of node.
QtXmlPatterns,eàlÕNÎ|{W‹N: %2 v„P< %1 b›QúR0 %37It's not possible to cast the value %1 of type %2 to %3
QtXmlPatternsS9‘Mf/Y'\Q™N
eOav„Matches are case insensitive
QtXmlPatterns,j!WW[üQeN
€ýQús°W(Qýep0SؑÏTŒ	˜yXðfNKRM0MModule imports must occur before function, variable, and option declarations.
QtXmlPatterns(lBj!–dlÕ(%1)–d–ö(%2)f/g*[šNIv„00Modulus division (%1) by zero (%2) is undefined.
QtXmlPatterns*%1 gf/W( %2...%3 ƒVôNKYv„0%Month %1 is outside the range %2..%3.
QtXmlPatternsDNN*|{W‹N: %1 v„P<NXNå %2 b€ %3(kceàzw)f/N
QA‹¸v„0YMultiplication of a value of type %1 by %2 or %3 (plus or minus infinity) is not allowed.
QtXmlPatternsHT}T
zz•ô %1 Sê€ýTŒ %2 ~Ñ[š(^vNY‚gœf/ÙyÍ`ÅQµÿ—‰cÐRMXðf)0ONamespace %1 can only be bound to %2 (and it is, in either case, pre-declared).
QtXmlPatterns0T}T
zz•ôXðf_Ř{Qús°W(Qýep0SؑÏTŒ	˜yXðfNKRM0UNamespace declarations must occur before function, variable, and option declarations.
QtXmlPatterns
Q~܍…eö0Network timeout.
QtXmlPatterns"eàlÕNå %1 N:vîh|{W‹ۈLb›Qú02No casting is possible with %1 as the target type.
QtXmlPatterns[ùNŽ|{W‹ %1 N
€ýۈLkԏƒ01No comparisons can be done involving the type %1.
QtXmlPatternsHN
e/cYèQýep0b@g	e/cv„Qýep_Ř{SïN别vôc¥Ou(ÿN
€ýbŠ[ƒNìXðfN:Yèv„{No external functions are supported. All supported functions can be used directly, without first declaring them as external
QtXmlPatternsl¡g	T
yðN: %1 v„Sïu(Qýep0$No function by name %1 is available.
QtXmlPatternsl¡g	{~T
N: %1 v„Sïu(Qýep0*No function with signature %1 is available
QtXmlPatterns([ùNŽRM %1ÿl¡g	[XW(~Ñ[šv„T}T
zz•ô0-No namespace binding exists for the prefix %1
QtXmlPatterns4[ùNŽ %2 N-v„RM %1ÿl¡g	[XW(~Ñ[šv„T}T
zz•ô03No namespace binding exists for the prefix %1 in %2
QtXmlPatterns,W(etep–dlÕN-l¡g	dÍO\epÿ%1ÿSïNåf/ %201No operand in an integer division, %1, can be %2.
QtXmlPatternsl¡g	T
N: %1 v„j!g[XW(0No template by name %1 exists.
QtXmlPatterns(T
yðN: %1 v„YèSؑÏ^vl¡g	Sïu(v„P<0;No value is available for the external variable by name %1.
QtXmlPatternsl¡g	T
yðN: %1 v„SؑÏ[XW(0No variable by name %1 exists
QtXmlPatternsˆN
e/cNûOU‹Ñcy:ˆh¾_(pragma expression)0Vàkdÿ_Ř{THs°NN*Vތˆh¾_(fallback expression)0^None of the pragma expressions are supported. Therefore, a fallback expression must be present
QtXmlPatterns,Sêg	NN* %1 v„XðfSïNåQús°W(gå‹â^ŠN-06Only one %1 declaration can occur in the query prolog.
QtXmlPatternsSê€ýQús°NN*QC} %10Only one %1-element can appear.
QtXmlPatternszSêe/c Unicode Nãxp¹h!šŒ(Unicode Codepoint Collation)(%1)0%2 f/N
ˆ«e/cv„0IOnly the Unicode Codepoint Collation is supported(%1). %2 is unsupported.
QtXmlPatterns&Sêg	RM%1SïNå~Ñ[šR0%2ÿSÍNKN_Nh75Only the prefix %1 can be bound to %2 and vice versa.
QtXmlPatterns:dÍO\{& %1 N
€ýˆ«u(NŽ|{W‹N: %2 TŒ %3 v„SŸ[PP<0>Operator %1 cannot be used on atomic values of type %2 and %3.
QtXmlPatterns$dÍO\{& %1 N
€ýˆ«u(NŽ|{W‹ %20&Operator %1 cannot be used on type %2.
QtXmlPatterns@W(|{W‹ %2 TŒ %3 v„SŸ[PP<NK•ôÿdÍO\{& %1 f/N
Sïu(v„0EOperator %1 is not available between atomic values of type %2 and %3.
QtXmlPatternsn¢QúÿeàlÕTHs°epcn %10"Overflow: Can't represent date %1.
QtXmlPatternsn¢QúÿepcneàlՈ«THs°0$Overflow: Date can't be represented.
QtXmlPatterns‰ãg•‹ïÿ%1Parse error: %1
QtXmlPatternsDRM %1 Sê€ýTŒ %2 ~Ñ[š(^vNY‚gœf/ÙyÍ`ÅQµÿ—‰cÐRMXðf)0LPrefix %1 can only be bound to %2 (and it is, in either case, pre-declared).
QtXmlPatterns"RM %1 W(^ŠN-]ò~ÏXðfÇN†0,Prefix %1 is already declared in the prolog.
QtXmlPatterns*bŠ %1 SG~§N: %2 O[üô|¾^¦v„c_Y10/Promoting %1 to %2 may cause loss of precision.
QtXmlPatterns4b@—‰v„ˆh•ôQs|ûf/ %1ÿ_—R0v„ˆh•ôQs|ûStf/ %20/Required cardinality is %1; got cardinality %2.
QtXmlPatterns(—‰v„|{W‹f/ %1ÿOFf/b~R0v„f/ %20&Required type is %1, but %2 was found.
QtXmlPatterns4W(XSL-T 2.0YtVhN-ЈLNN*1.0v„h7_ˆh05Running an XSL-T 1.0 stylesheet with a 2.0 processor.
QtXmlPatternse‡g,‚‚p¹N
€ýW(ÙN*OMn0,Text nodes are not allowed at this location.
QtXmlPatterns0ÙN* %1 tW( XQuery N-f/N
ˆ«e/cv„0$The %1-axis is unsupported in XQuery
QtXmlPatternsPN
e/ce¹hH[üQe(Schema Import)ry`'ÿ^vNVàkd %1 XðfN
€ýQús°0WThe Schema Import feature is not supported, and therefore %1 declarations cannot occur.
QtXmlPatternslN
e/ce¹hHšŒ‹Áry`'(Schema Validation Feature)0VàkdÿN_‹¸N
€ýOu( %1 ˆh¾_0VThe Schema Validation Feature is not supported. Hence, %1-expressions may not be used.
QtXmlPatternsURIN
€ýg	rGkµThe URI cannot have a fragment
QtXmlPatterns"\^`'%1Sê€ýQús°W(RM%2N*QC} N-09The attribute %1 can only appear on the first %2 element.
QtXmlPatterns0\^`'%1N
€ýQús°W(%2N-ÿVàN:[ƒf/%3v„[PQC} 0?The attribute %1 cannot appear on %2, when it is a child of %3.
QtXmlPatterns\^`'%1_Ř{Qús°W(QC} %2N-0+The attribute %1 must appear on element %2.
QtXmlPatterns@W(Ou(x%3v„%2N-Qús°v„Nãxp¹%1N
f/NN*g	eHv„XML[W{&0QThe codepoint %1, occurring in %2 using encoding %3, is an invalid XML character.
QtXmlPatterns"YtcNäv„epcnN
€ýST+[W{&N2 %1AThe data of a processing instruction cannot contain the string %1
QtXmlPatterns*ž؋¤e6–Æ(collection)f/g*[šNIv„#The default collection is undefined
QtXmlPatterns*g	g,W0T
yð%1v„QC} W(XSL-TN-N
[XW(07The element with local name %1 does not exist in XSL-T.
QtXmlPatternsfxe¹_ %1 f/eàeHv„0[ƒ_Ř{SêST+bÉN[W{&ÿ_Ř{N
ST+zzv}{&S÷ÿ^vN_Ř{TŒkcRˆh¾_ %2 S9‘M0‰The encoding %1 is invalid. It must contain Latin characters only, must not contain whitespace, and must match the regular expression %2.
QtXmlPatterns(%1 v„{,NN*SÂepN
€ýf/|{W‹ %2 v„0.The first argument to %1 cannot be of type %2.
QtXmlPatterns’%1 v„{,NN*SÂepN
€ýf/|{W‹ %2 v„0[ƒ_Ř{f/ep[W|{W‹v„ÿxs:yearMonthDuration b€ xs:dayTimeDuration0uThe first argument to %1 cannot be of type %2. It must be a numeric type, xs:yearMonthDuration or xs:dayTimeDuration.
QtXmlPatternsR%1 v„{,NN*SÂepN
€ýf/|{W‹ %2 v„0[ƒ_Ř{f/|{W‹ %30%4 b€ %5 v„0PThe first argument to %1 cannot be of type %2. It must be of type %3, %4, or %5.
QtXmlPatterns0–dlÕN-v„{,NN*dÍO\epÿ%1ÿN
€ýf/eàzw(%2)0FThe first operand in an integer division, %1, cannot be infinity (%2).
QtXmlPatternsq&p¹g*[šNI0The focus is undefined.
QtXmlPatterns SؑÏ %1 v„RYËSOVNŽ[ƒg,Ž«3The initialization of variable %1 depends on itself
QtXmlPatterns&˜y %1 TŒb@—v„|{W‹ %2 N
S9‘M0/The item %1 did not match the required type %2.
QtXmlPatterns$NûOUQvNÖj!_T
yðN
€ýQús°Qs•.[W%105The keyword %1 cannot occur with any other mode name.
QtXmlPatternsDNN*ï_„N-v„gTNke_Ř{ST+‚‚p¹b€SŸ[PP<0[ƒN
€ýf/N$€v„NN*~ÄT0kThe last step in a path must contain either nodes or atomic values. It cannot be a mixture between the two.
QtXmlPatternsN
e/cj!WW[üQery`'*The module import feature is not supported
QtXmlPatterns"T
yð %1 l¡g	cTNûOUe¹hH|{W‹0.The name %1 does not refer to any schema type.
QtXmlPatternsLNN*ˆ«‹¡{—v„\^`'v„T
yðN
€ýOu(^&g	g,W0T
yð %2 v„T}T
zz•ô URI %10ZThe name for a computed attribute cannot have the namespace URI %1 with the local name %2.
QtXmlPatternsfNN*W( for ˆh¾_N-~Ñ[šv„SؑÏv„T
yð_Ř{TŒÙN*[šOMSؑÏN
T0VàkdÿÙN$N*T
yðN: %1 v„SؑÏQ²z0‹The name of a variable bound in a for-expression must be different from the positional variable. Hence, the two variables named %1 collide.
QtXmlPatterns*NN*bi\Uˆh¾_v„T
yð_Ř{W(NN*T}T
zz•ôN-0;The name of an extension expression must be in a namespace.
QtXmlPatterns6NN*	˜yv„T
yð_Ř{^&g	RM0[ùNސ	˜yl¡g	ž؋¤T}T
zz•ô0TThe name of an option must have a prefix. There is no default namespace for options.
QtXmlPatternshT}T
zz•ô %1 f/OÝuYv„ÿVàkdu(b7[šNIv„QýepN
€ýOu([ƒ0‹÷‹Ջ՘„[šNIv„RM %2ÿ[ƒ\1f/u(NŽÙyÍ`ÅQµv„0ŠThe namespace %1 is reserved; therefore user defined functions may not use it. Try the predefined prefix %2, which exists for these cases.
QtXmlPatternsF_SÙN*T}T
zz•ô URI ˆ«~Ñ[šR0NN*RM %1 eöÿ[ƒN
€ýf/zz[W{&N20JThe namespace URI cannot be the empty string when binding to a prefix, %1.
QtXmlPatterns:NN*ˆ«‹¡{—v„\^`'v„T
yðN-v„T}T
zz•ô URI N
€ýf/ %10DThe namespace URI in the name for a computed attribute cannot be %1.
QtXmlPatterns:T}T
zz•ô URI _Ř{f/NN*^8‘Ï^vNN
€ýOu(\•ív„ˆh¾_0IThe namespace URI must be a constant and cannot use enclosed expressions.
QtXmlPatternsFu(b7[šNIQýepv„T
[Wzz•ôN
€ýN:zzÿ‹Õu(N:ÙyÍ`ÅQµ€[XW(v„˜„[šNIRM%1ÿ	yThe namespace for a user defined function cannot be empty (try the predefined prefix %1 which exists for cases like this)
QtXmlPatternsju(b7W(NN*^“j!WWN-[šNIv„Qýepv„T}T
zz•ô_Ř{TŒÙN*j!WWv„T}T
zz•ôNô0N_\1f/‹ôÿ[ƒ^”‹åf/ %1ÿ€N
f/ %2–The namespace of a user defined function in a library module must be equivalent to the module namespace. In other words, it should be %1 instead of %2
QtXmlPatterns„N
e/ckc‰ÄS(normalization)ˆhSU %10ˆ«e/cv„ˆhSUf/ %20%30%4 TŒ %5ÿNåSÊeàÿO‹Y‚zz[W{&N2(eàkc‰ÄS)0‰The normalization form %1 is unsupported. The supported forms are %2, %3, %4, and %5, and none, i.e. the empty string (no normalization).
QtXmlPatterns&SÂep%1]òO ÿOFl¡g	vø^”v„%2[XW(0;The parameter %1 is passed, but no corresponding %2 exists.
QtXmlPatterns&—‰SÂep%1ÿOFf/l¡g	cÐO›[ù^”v„%20BThe parameter %1 is required, but no corresponding %2 is supplied.
QtXmlPatterns6RM%1N
€ýˆ«~Ñ[š0ž؋¤v„ÿ[ƒ]òˆ«~Ñ[šR0T
[Wzz•ô%20TThe prefix %1 can not be bound. By default, it is already bound to the namespace %2.
QtXmlPatternsRM%1N
€ýˆ«~Ñ[š0The prefix %1 cannot be bound.
QtXmlPatterns"RM_Ř{f/g	eHv„%1ÿ€%2N
f/0/The prefix must be a valid %1, which %2 is not.
QtXmlPatternsLQýep %1 v„{,NŒN*SÂepv„h9‚‚p¹_Ř{f/NN*e‡hc‚‚p¹0%2 N
f/NN*e‡hc‚‚p¹0gThe root node of the second argument to function %1 must be a document node. %2 is not a document node.
QtXmlPatternsR%1 v„{,NŒN*SÂepN
€ýf/|{W‹ %2 v„0[ƒ_Ř{f/|{W‹ %30%4 b€ %5 v„0QThe second argument to %1 cannot be of type %2. It must be of type %3, %4, or %5.
QtXmlPatterns.–dlÕN-v„{,NŒN*dÍO\epÿ%1ÿN
€ýf/–ö(%2)0:The second operand in a division, %1, cannot be zero (%2).
QtXmlPatternsLNN*YtcNäN-v„vîhT
yðN
€ýf/NûOUY'\Q™m÷Tv„ %10Vàkdÿ%2 f/eàeHv„0~The target name in a processing instruction cannot be %1 in any combination of upper and lower case. Therefore, is %2 invalid.
QtXmlPatterns%1 v„vîhT}T
zz•ôN
€ýN:zz0-The target namespace of a %1 cannot be empty.
QtXmlPatterns6QC} %2N-\^`'%1v„P<_Ř{f/%3b€%4ÿ€N
f/%50IThe value for attribute %1 on element %2 must either be %3 or %4, not %5.
QtXmlPatterns(\^`'%1v„P<_Ř{f/|{W‹%2ÿOF%3N
f/0:The value of attribute %1 must of type %2, which %3 isn't.
QtXmlPatterns6XSL-TrHg,\^`'v„P<_Ř{f/%1|{W‹v„P<ÿ€%2N
f/0TThe value of the XSL-T version attribute must be a value of type %1, which %2 isn't.
QtXmlPatternsSؑÏ %1 l¡g	ˆ«Ou(The variable %1 is unused
QtXmlPatterns4ÙN*YtVhN
€ýawåSchemaÿVàkd%1N
€ýˆ«Ou(0CThis processor is not Schema-aware and therefore %1 cannot be used.
QtXmlPatterns(eö•ô %1:%2:%3.%4 f/eàeHv„0Time %1:%2:%3.%4 is invalid.
QtXmlPatternsVeö•ô 24:%1:%2.%3 f/eàeHv„0\eöf/ 24ÿOFf/R”Ÿ0yÒTŒkëyÒN
QhN: 0ÿ _Time 24:%1:%2.%3 is invalid. Hour is 24, but minutes, seconds, and milliseconds are not all 0; 
QtXmlPatterns4˜v~§h7_ˆhQC} _Ř{f/W(—^zzT}T
zz•ôN-v„ÿ€%1N
f/0NTop level stylesheet elements must be in a non-null namespace, which %1 isn't.
QtXmlPatterns,N$N*T}T
zz•ôXðf\^`'Ou(N†vøTv„T
yðÿ%10<Two namespace declaration attributes have the same name: %1.
QtXmlPatterns.b›Qú|{W‹•‹ïÿggv„f/ %1ÿe6R0v„f/ %20-Type error in cast, expected %1, received %2.
QtXmlPatternsg*wåv„XSL-T\^`'%10Unknown XSL-T attribute %1.
QtXmlPatterns0|{W‹N: %2 v„P< %1 …ÇN†gY'P<(%3)0)Value %1 of type %2 exceeds maximum (%3).
QtXmlPatterns0|{W‹N: %2 v„P< %1 …ÇN†g\P<(%3)0*Value %1 of type %2 is below minimum (%3).
QtXmlPatterns:N
e/crHg, %10ˆ«e/cv„ XQuery rHg,f/ 1.00AVersion %1 is not supported. The supported XQuery version is 1.0.
QtXmlPatterns6_S—‰SÂepeöÿN
€ýÇ\^`'%1b€˜z^g„ cÐO›ž؋¤P<0rWhen a parameter is required, a default value cannot be supplied through a %1-attribute or a sequence constructor.
QtXmlPatterns,_S\^`'%1Qús°W(%2N-eöÿN
€ýOu(˜z^g„ 0JWhen attribute %1 is present on %2, a sequence constructor cannot be used.
QtXmlPatterns0_SNÎ %2 b›QúR0 %1 eöÿnP<N
€ýf/ %30:When casting to %1 from %2, the source value cannot be %3.
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Align Left	kso_dguilW‚vô\EN-Align Middle	kso_dguilSó[ùŸPAlign Right	kso_dguil˜vzï[ùŸP	Align Top	kso_dguilb@g	VþrG(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp•All Pictures(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp	kso_dguil2b@g	VþrG(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.cgm)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.cgm¡All Pictures(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.cgm)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.cgm	kso_dguil2b@g	VþrG(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg¡All Pictures(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg	kso_dguilJb@g	VþrG(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg;*.cgm)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg;*.cgm­All Pictures(*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg;*.cgm)|*.emf;*.wmf;*.jpg;*.jpeg;*.jpe;*.png;*.bmp;*.gif;*.tif;*.tiff;*.wdp;*.svg;*.cgm	kso_dguil~µj*kÔAspect Ratio	kso_dguilêR¨˜vp¹
Auto Point	kso_dguilN
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Bring Forward	kso_dguilnNŽ˜v\BBring to Front	kso_dguil.eàlÕR^ú[ùŒaÿ‹÷xn‹¤[ùŒa]òW(|û~ßlèQŒˆhN-lèQŒ0ZCannot create the object, please make sure the object has been registered in the Registry.	kso_dguilBeàlÕR^ú[ùŒaÿ‹åe‡NöSï€ýkcW(ˆ«Ou(0‹÷Qs•íe‡Nöÿ‘Íe°\‹ÕcÒQe[ùŒa0lCannot create the object, this file may be in use. Please close the file and try to insert the object again.	kso_dguil.b~N
R0c[šv„e‡Nö0‹÷xn‹¤ï_„Ne‡NöT
f/T&kcxn0VCannot find the specified file, please verify that the path and file name are correct.	kso_dguil`eàlÕW(c[šv„‹¾YN
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[ùÿbl¡g	kdh<_v„e‡NöYtz^Sïu(0œCannot play the specified file on the specified device. The file may be damaged, or not in the correct format, or no file handler available for this format.	kso_dguil\EN-Center	kso_dguile9SØNûaY¹_b˜vp¹Change Freeform Point	kso_dguilfôe9VþrGChange Picture	kso_dguilfôe9VþrGDgUil_KSO_Cmd_ChangePictureChange Picture	kso_dguil‘˜vp¹
Change Points	kso_dguile9N:ê	Vþ_bChange To Autoshape	kso_dguiln–dClear	kso_dguilQs•íï_„
Close Path	kso_dguil˜œ‚rColor	kso_dguilS‹)VþrGCompress Pictures	kso_dguil,‹¡{—g:Vþ_bVþQCe‡Nö(*.cgm)|*.cgm'Computer Graphics Metafile(*.cgm)|*.cgm	kso_dguilN*c§NöControls	kso_dguilY
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ˆÁRjN:_br¶
Crop to Shape	kso_dguil
fò~¿Þc¥{&Curved Connector	kso_dguilfò~¿kµCurved Segment	kso_dguilê[šNICustom	kso_dguilê[šNIN	~ôeHgœ
Custom 3-D	kso_dguilDVD ‰Ƙ‘(*.vob)DVD Video File(*.vob)	kso_dguilR –dNûaY¹_b˜vp¹Delete Freeform Point	kso_dguilR –d˜vp¹Delete Point	kso_dguilR –d~¿kµDelete Segment	kso_dguil‹¾‹¡j!_Design Mode	kso_dguilVþy:lcbDiagram Conversion	kso_dguilj*TR^Distribute Horizontally	kso_dguilW‚vôR^Distribute Vertically	kso_dguil‘…~§”þc¥Edit Hyperlink	kso_dguil‘OLE[ùŒaEdit OLE Object	kso_dguil‘epcnEdit Series	kso_dguil‘e‡[W	Edit Text	kso_dguil‘e‡[W...Edit Text...	kso_dguil
€˜_bÞc¥{&Elbow Connector	kso_dguil•‹ïError	kso_dguilQú˜vp¹‘Exit Change Points	kso_dguilQú‹¾‹¡j!_Exit Design Mode	kso_dguilQúeˏlExit Rotate Mode	kso_dguil&[ùŒaSæ[XN:VþrGY1%ÿN
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Flip Vertical	kso_dguil‹¾nê	Vþ_bh<_Format AutoShape	kso_dguil‹¾nbylèh<_Format Comment	kso_dguil[ùŒah<_
Format Object	kso_dguil
[ùŒah<_R7Format Painter	kso_dguil‹¾n_br¶h<_Format Shape	kso_dguil‹¾n_br¶h<_DgUil_KSO_Cmd_DashStylePaletteFormat Shape	kso_dguil‹¾n_br¶h<_DgUil_KSO_Cmd_MoreArrowsFormat Shape	kso_dguil
‚zg/[Wh<_Format WordArt	kso_dguilêu1eˏlFree Rotate	kso_dguil&Vþ_bN¤cbh<_(*.gif)|*.gif(Graphics Interchange Format(*.gif)|*.gif	kso_dguil~ÄT[ùŒaGroup 	kso_dguilcÒQe{­Y4Insert Arrow	kso_dguil{­Y4DgUil_KSO_Cmd_InsertArrowInsert Arrow	kso_dguilcÒQeê	Vþ_bInsert AutoShape	kso_dguil
cÒQeRj4u;Insert Clip Art	kso_dguil
cÒQeÞc¥{&Insert Connector	kso_dguilcÒQec§NöInsert Control	kso_dguilcÒQefò~¿Insert Curve	kso_dguilcÒQe~Ä~Ç~Óg„VþbQvNÖVþy:$Insert Diagram or Organization Chart	kso_dguilcÒQeNûaY¹_bInsert Freeform	kso_dguilcÒQeNûaY¹_b˜vp¹Insert Freeform Point	kso_dguilcÒQe~¿gaInsert Line	kso_dguil~¿gaDgUil_KSO_Cmd_InsertLineInsert Line	kso_dguilcÒQe‰Ƙ‘Insert Movie	kso_dguilcÒQe‰Ƙ‘DgDesc_InsertMovieInsert Movie	kso_dguilcÒQeOLE[ùŒaInsert OLE Object	kso_dguili-WInsert Oval	kso_dguilcÒQeVþrGInsert Picture	kso_dguilcÒQeVþrG#DgUil_KSO_Cmd_InsertPictureFromFileInsert Picture	kso_dguilwé_bInsert Rectangle	kso_dguilcÒQeêu1fò~¿Insert Scribble	kso_dguilcÒQe—ó˜‘Insert Sound	kso_dguil
cÒQee‡g,hFInsert Text Box	kso_dguile‡g,hF%DgUil_KSO_Cmd_InsertTextboxHorizontalInsert Text Box	kso_dguil
zÖc’e‡g,hFInsert Vertical Text Box	kso_dguil
cÒQe‚zg/[WInsert WordArt	kso_dguil
cÒQe‚zg/[W!DgUil_KSO_Cmd_WordArtShapePaletteInsert WordArt	kso_dguildJPEG e‡NöN¤cbh<_(*.jpg;*.jpeg;*.jpe)|*.jpg;*.jpeg;*.jpeCJPEG File InterChange Format(*.jpg;*.jpeg;*.jpe)|*.jpg;*.jpeg;*.jpe	kso_dguilºJPEG e‡NöN¤cbh<_(*.jpg)|*.jpg|Sïyûi
Q~ÜVþ_b(*.png)|*.png|Tag VþPÏe‡Nöh<_(*.tif)|*.tif|Windows OMVþ(*.bmp)|*.bmpJPEG File Interchange Format(*.jpg)|*.jpg|Portable Network Graphics(*.png)|*.png|Tag Image File Format(*.tif)|*.tif|Windows Bitmap(*.bmp)|*.bmp	kso_dguilêR¨)}'[W{&[ùKern Character Pairs	kso_dguil]æ[ùŸP
Left Align	kso_dguil–MONN®^¦Less Brightness	kso_dguil
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Less Contrast	kso_dguil[Wk͌etLetter Justify	kso_dguil~¿ga˜œ‚r
Line Color	kso_dguil‹¾n_br¶h<_
Line Style	kso_dguilê	Vþ_bLines	kso_dguilzuLoose	kso_dguilDMIDI e‡Nö(midi) (*.mid;*.midi;*.rmi)$MIDI File(midi) (*.mid;*.midi;*.rmi)	kso_dguilBMP3 —ó˜‘e‡Nö(mp3) (*.mp3;*.mp2;*.m3u)'MP3 Audio File(mp3) (*.mp3;*.mp2;*.m3u)	kso_dguilMP4 —ó˜‘ (*.m4a)MP4 Audio (*.m4a)	kso_dguil(MP4 ‰Ƙ‘(*.mp4;*.mp4v)MP4 Video(*.mp4;*.mp4v)	kso_dguil{IšØMake Same Height	kso_dguil{I\:[øMake Same Size	kso_dguil{I[½Make Same Width	kso_dguilQvNցê	Vþ_bMore AutoShapes	kso_dguilXžR N®^¦More Brightness	kso_dguil
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eàN	~ôeHgœNo 3-D	kso_dguileà–4_q	No Shadow	kso_dguil^8‰ÄNormal	kso_dguil_®yû[ùŒaNudge Object	kso_dguil_®yû[ùŒaDgUil_KSO_Cmd_NudgeLeftNudge Object	kso_dguil_®yû[ùŒaDgUil_KSO_Cmd_NudgeRightNudge Object	kso_dguil_®yû[ùŒaDgUil_KSO_Cmd_NudgeUpNudge Object	kso_dguil_®yû–4_qNudge Shadow	kso_dguil_®yû–4_qDgUil_KSO_Cmd_NudgeShadowLeftNudge Shadow	kso_dguil_®yû–4_qDgUil_KSO_Cmd_NudgeShadowRightNudge Shadow	kso_dguil_®yû–4_qDgUil_KSO_Cmd_NudgeShadowUpNudge Shadow	kso_dguilbS_…~§”þc¥Open Hyperlink	kso_dguilbS_ï_„	Open Path	kso_dguilQvNÖ^\@	˜yOther Layout Options	kso_dguil|˜4h<_Paste Format	kso_dguil
^&VþhH~¿gaPatterned Lines	kso_dguilVþrGPicture	kso_dguil(Sïyûi
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‘Ím>Þc¥{&Reroute Connectors	kso_dguil‘͋¾VþrG
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Resize Object	kso_dguilSó[ùŸPRight Align	kso_dguileˏlN	~ô
Rotate 3-D	kso_dguileˏlN	~ôDgUil_KSO_Cmd_3DTiltLeft
Rotate 3-D	kso_dguileˏlN	~ôDgUil_KSO_Cmd_3DTiltRight
Rotate 3-D	kso_dguileˏlN	~ôDgUil_KSO_Cmd_3DTiltUp
Rotate 3-D	kso_dguilT]æeˏlRotate Left 90º	kso_dguileˏl[ùŒa
Rotate Object	kso_dguilTSóeˏlRotate Right 90º	kso_dguil
Sæ[XN:VþrGSave as Picture	kso_dguil*Sï)e>v„T‘ÏVþ_b(*.svg)|*.svg%Scalable Vector Graphics(*.svg)|*.svg	kso_dguild}"Search	kso_dguil	béepcnSelect Data	kso_dguil	N-YN*[ùŒaSelect Multiple Objects	kso_dguil	bé[ùŒaSelect Objects	kso_dguil
SJf–4_qSemitransparent Shadow	kso_dguilNyûN\B
Send Backward	kso_dguilnNŽ^•\BSend to Back	kso_dguil‹¾nê	Vþ_bž؋¤eHgœSet AutoShape Defaults	kso_dguilf‚rSet Transparent Color	kso_dguil–4_qShadow	kso_dguil–4_q˜œ‚rShadow Color	kso_dguil^snјvp¹Smooth Point	kso_dguilÄXð—óe‡Nö (*.aif;*.aifc;*.aiff;*.au;*.snd;*.mid;*.midi;*.rmi;*.mp3;*.mp2;*.m3u;*.m4a;*.wav;*.wma;*.wax)iSound Files (*.aif;*.aifc;*.aiff;*.au;*.snd;*.mid;*.midi;*.rmi;*.mp3;*.mp2;*.m3u;*.m4a;*.wav;*.wma;*.wax)	kso_dguilžXð—óe‡Nö (*.aif;*.aifc;*.aiff;*.au;*.snd;*.mp3;*.mp2;*.m3u;*.m4a;*.wav;*.wma;*.wax)VSound Files (*.aif;*.aifc;*.aiff;*.au;*.snd;*.mp3;*.mp2;*.m3u;*.m4a;*.wav;*.wma;*.wax)	kso_dguil
vô~¿Þc¥{&Straight Connector	kso_dguilvô~¿˜vp¹Straight Point	kso_dguilvô~¿kµStraight Segment	kso_dguil^öO8ŒetStretch Justify	kso_dguilJTag VþPÏe‡Nöh<_(*.tif;*.tiff)|*.tif;*.tiff0Tag Image File Format(*.tif;*.tiff)|*.tif;*.tiff	kso_dguilZ`¨cÒQev„VþrGÇY'ÿ^ú‹®S‹)VþrGÿN傂wxÁvØzz•ô0
Y‚gœS‹)ÿO–MONVþrGv„|¾^¦0`¨f/T&S‹)ÿ»The picture you inserted is too large. Please compress it to save the disk space.
Note that compressing pictures may reduce the quality of your pictures. Do you want to compress it(them)?	kso_dguilJeàlÕb~R0g
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R¡z^ŒThe server application, source file, or item cannot be found, or returned an unknown error. You may need to reinstall the server application	kso_dguil(kdP<_Ř{NËNŽ-600xÅTŒ9600xÅNK•ô0.The value must be between -600 pt and 9600 pt.	kso_dguil kdP<_Ř{NËNŽ0%TŒ500%NK•ô0&The value must be between 0% and 500%.	kso_dguilQ…[XN
³ÿ[ùŒaR^úY1%1There is not enough memory, Create Object Failed!	kso_dguilkd[ùŒa]òc_WObN
€ýQu(01This object is damaged or cannot be used anymore.	kso_dguil}'[ÆTight	kso_dguil"‚剁‘kdVþˆhÿ_Ř{\QvlcbN:_br¶4To edit this diagram, you must convert it to Shapes.	kso_dguilRcbN	~ô
Toggle 3-D	kso_dguilRcb–4_q
Toggle Shadow	kso_dguilû‹Ñ	Translate	kso_dguilSÖmˆ~ÄT[ùŒaUngroup	kso_dguileàlՋÆR+v„h<_0Unidentifiable format.	kso_dguileàlՋÆR+v„‰Ƙ‘h<_0Unidentifiable movie format.	kso_dguileàlՋÆR+v„VþrGh<_0Unidentifiable picture format.	kso_dguileàlՋÆR+v„—ó˜‘h<_0Unidentifiable sound format.	kso_dguilfôe°”þc¥Update Link	kso_dguil_ˆg~
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WPS Writer	kso_dguil2Windows —ó˜‘e‡Nö(wav) (*.wav)Windows Audio File(wav) (*.wav)	kso_dguil.Windows OMVþ(*.bmp)|*.bmpWindows Bitmap(*.bmp)|*.bmp	kso_dguil8Windows Xž_:W‹VþQCe‡Nö(*.emf)|*.emf&Windows Enhanced Metafile(*.emf)|*.emf	kso_dguilJWindows Media —ó˜‘e‡Nö(wma) (*.wma;*.wax)+Windows Media Audio File(wma) (*.wma;*.wax)	kso_dguilzWindows Media e‡Nö(asf) (*.asf;*.asx;*.dvr-ms;*.wm;*.wmx;*.wmz)?Windows Media File(asf) (*.asf;*.asx;*.dvr-ms;*.wm;*.wmx;*.wmz)	kso_dguilJWindows Media ‰Ƙ‘e‡Nö(wmv) (*.wmv;*.wvx)+Windows Media Video File(wmv) (*.wmv;*.wvx)	kso_dguil2Windows VþQCe‡Nö(*.wmf)|*.wmfWindows Metafile(*.wmf)|*.wmf	kso_dguil2Windows ‰Ƙ‘e‡Nö(avi) (*.avi)Windows Video File(avi) (*.avi)	kso_dguilSU‹͌etWord Justify	kso_dguil‚zg/[W^“WordArt Gallery	kso_dguil‚zg/[W[Wk͚Ø^¦vøTWordArt Same Letter Heights	kso_dguil‚zg/[WzÖc’e‡[WWordArt Vertical Text	kso_dguild`¨Ss\oÀm;N]LQe[ùŒaÿ[ƒSï€ý^&g	uÅkÒÿbSï€ýOc_[³`¨v„‹¡{—g:ÿb@NåN[š‰xn[š[ƒv„genSï—`0f/T&~ç~íÿ¨You are about to activate an embedded object, which may contain viruses or damage your computer. Please make sure it is safe before continuing. Do you want to continue?	kso_dguil‹÷W(kd•.Qe`¨ê]ñv„Q…[¹Your Text Here	kso_dguilxÅpt	kso_dguilxÅDgUil_KSO_POINTpt	kso_dguilnfp–4_q-%1 ClearShadow-%1kso_drawing
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10-Point Starkso_drawingSA‰ÒfDRAWING2_TOOLTIP_10_POINT_STAR
10-Point Starkso_drawingSANŒ‰Òf
12-Point Starkso_drawingSANŒ‰ÒfDRAWING2_TOOLTIP_12_POINT_STAR
12-Point Starkso_drawingSAQm‰Òf
16-Point Starkso_drawingSAQm‰ÒfDRAWING2STR_16_POINT_STAR
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24-Point Starkso_drawing
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NŒ˜y_[štBinomial Theorem	kso_omath^&hFQl_(y:O‹)Boxed Formula (Example)	kso_omath^&hFQl_(g	S`OM{&ÿ	 Boxed Formula (With Placeholder)	kso_omath^&hFQl_Boxed Formulas	kso_omathe¹bìS÷Brackets	kso_omathe¹bìS÷OMATH_DELIMITER_BRACKETSBrackets	kso_omath^&R–”{&v„e¹bìS÷Brackets with Separators	kso_omath^&R–”{&v„e¹bìS÷(OMATH_DELIMITER_BRACKETS_WITH_SEPARATORSBrackets with Separators	kso_omathwí—ó{&S÷Breve	kso_omathQ…nBuilt-In	kso_omath$R ‘ÍS÷Ð{—{& ( \bullet )Bullet Operator ( \bullet )	kso_omathN‹O‹(N	gaNö)Cases (Three Conditions)	kso_omathN‹O‹(N$gaNö)Cases (Two Conditions)	kso_omathN‹O‹y:O‹
Cases Example	kso_omath
N‹O‹TŒXhCases and Stacks	kso_omathfôe9N:"f>y:"Change to Display	kso_omathfôe9N:"Q…]L"Change to Inline	kso_omath[ùS÷Check	kso_omath^&WWfS÷Ð{—{&Circled Asterisk Operator	kso_omath^&WW•R~¿Circled Dash	kso_omath^&WW–dS÷eœ~¿S÷Circled Division Slash	kso_omath"^&WWp¹Ð{—{& ( \odot )Circled Dot Operator ( \odot )	kso_omath"^&WWQÏS÷ ( \ominus )Circled Minus ( \ominus )	kso_omath ^&WWR S÷ ( \oplus )Circled Plus ( \oplus )	kso_omath^&WWWWÐ{—{&Circled Ring Operator	kso_omath"^&WWNXS÷ ( \otimes )Circled Times ( \otimes )	kso_omath$˜zeö”ˆVôSyïR ( \coint )%Clockwise Contour Integral ( \coint )	kso_omath
˜zeö”ˆyïRClockwise Integral	kso_omath˜zeö”ˆNSJW{­Y4Clockwise Open Semicircle Arrow	kso_omath˜zeö”ˆN
SJW{­Y4Clockwise Top Semicircle Arrow	kso_omathRoyï
Co-Product	kso_omathQ’S÷{IS÷Colon Equal	kso_omath^8u([üep[ùŒaCommon Accent Objects	kso_omath^8u(NŒQCÐ{—{&Common Binary Operators	kso_omath
^8u(e¹bìS÷Common Brackets	kso_omath^8u(RepCommon Fraction	kso_omath^8u(QýepCommon Functions	kso_omath^8u(QýepOMATH_LIM_AND_LOG_TITLE_2Common Functions	kso_omath^8u(Y'W‹Ð{—{&Common Large Operators	kso_omath^8u(Ð{—{&~Óg„Common Operator Structures	kso_omath^8u(h9_Common Radicals	kso_omath^8u(Qs|ûÐ{—{&Common Relational Operators	kso_omath^8u(v„NhTŒN
h"Common Subscripts and Superscripts	kso_omathˆe–Æ
Complement	kso_omathY
TQýep ( \circ )Composite Function ( \circ )	kso_omathST+ ( \ni )Contains as Member ( \ni )	kso_omath\^NŽkc‰Ä[P¤Contains as Normal Subgroup	kso_omath\^NŽkc‰Ä[P¤b{INŽ'Contains as Normal Subgroup or Equal To	kso_omathVôSyïRContour Integral	kso_omathVôSyïR ( \oint )Contour Integral ( \oint )	kso_omathVôSyïRContour Integrals	kso_omath.Royï{&S÷ ( \coprod \amalg )!Coproduct Sign ( \coprod \amalg )	kso_omathCos 2xCos 2x	kso_omathOYRrQýepCosecant Function	kso_omathOY_&QýepCosine Function	kso_omathOYRQýepCotangent Function	kso_omath$eö”ˆVôSyïR ( \aoint ),Counterclockwise Contour Integral ( \aoint )	kso_omatheö”ˆNSJW{­Y4&Counterclockwise Open Semicircle Arrow	kso_omatheö”ˆN
SJW{­Y4%Counterclockwise Top Semicircle Arrow	kso_omathzËe¹h9 ( \cbrt )Cube Root ( \cbrt )	kso_omathzËe¹h9
Cubic Root	kso_omath
lâ_b;‘NCurly Logical And	kso_omath
lâ_b;‘bCurly Logical Or	kso_omathRQS÷Dagger	kso_omathHDalet {&S÷({,VÛN*…zwWúep) ( \dalet \daleth )=Dalet Symbol (Fourth Transfinite Cardinal) ( \dalet \daleth )	kso_omath^¦ ( \degree )Degrees ( \degree )	kso_omathdDl^¦ ( \degc )Degrees Celsius ( \degc )	kso_omathSNl^¦ ( \degf )Degrees Fahrenheit ( \degf )	kso_omathDelta {INŽDelta Equal To	kso_omath*Delta {INŽ ( \Deltaeq )Delta Equal To ( \Deltaeq )	kso_omathDelta ubDelta Yields	kso_omatheœ~¿p¹
Diagonal Dots	kso_omath$eœN]æ{­Y4 ( \swarrow ))Diagonal Downward Left Arrow ( \swarrow )	kso_omath$eœNSó{­Y4 ( \searrow )*Diagonal Downward Right Arrow ( \searrow )	kso_omath$eœN
]æ{­Y4 ( \nwarrow )'Diagonal Upward Left Arrow ( \nwarrow )	kso_omath$eœN
Só{­Y4 ( \nearrow )(Diagonal Upward Right Arrow ( \nearrow )	kso_omath$ƒñ_bÐ{—{& ( \diamond )Diamon Operator ( \diamond )	kso_omath]Difference between	kso_omath_®RDifferential	kso_omath
¸ v„_®RDifferential theta	kso_omath
X v„_®RDifferential x	kso_omath
Y v„_®RDifferential y	kso_omath_®R
Differentials	kso_omath–dS÷ ( \div )Division Sign ( \div )	kso_omath*–dS÷ ( \ldiv \ldivide )!Division Slash ( \ldiv \ldivide )	kso_omathNX–dS÷Division Times	kso_omath*N
\^NŽbTX ( \notcontain )*Does Not Contain as Member ( \notcontain )	kso_omathN
\^NŽkc‰Ä[P¤&Does Not Contain as Normal Subgroup Of	kso_omathN
\^NŽkc‰Ä[P¤b{INŽ2Does Not Contain as Normal Subgroup Of or Equal To	kso_omathN
et–dDoes Not Divide	kso_omathN
QERDoes Not Force	kso_omathN
QHNŽDoes Not Precede	kso_omathN
QHNŽb{INŽDoes Not Precede or Equal	kso_omathN
€ý‹ÁfDoes Not Prove	kso_omathN
TNŽDoes Not Succeed	kso_omathN
TNŽb{INŽDoes Not Succeed or Equal	kso_omath ~ӋºN
bzË ( \dashv )Does Not Yield ( \dashv )	kso_omathp¹Dot	kso_omathp¹QÏS÷(OY–Æ) Dot Minus (Symmetric Difference)	kso_omathp¹Ð{—{& ( \cdot )Dot Operator ( \cdot )	kso_omathp¹R S÷Dot Plus	kso_omathp¹Dots	kso_omathSÌRQS÷
Double Dagger	kso_omathSÌp¹
Double Dot	kso_omathNŒ‘ÍyïRDouble Integral	kso_omathNŒ‘ÍyïR ( \iint )Double Integral ( \iint )	kso_omathSÌN¤–ÆDouble Intersection	kso_omathS̘v~¿Double Overbar	kso_omathSÌ[P–Æ
Double Subset	kso_omathS̍…–ÆDouble Superset	kso_omathSÌ^v–ÆDouble Union	kso_omathSÌ~¿
Double-Struck	kso_omath&SÌ~¿Y'Q™ A ( \doubleA )$Double-Struck Capital A ( \doubleA )	kso_omath&SÌ~¿Y'Q™ B ( \doubleB )$Double-Struck Capital B ( \doubleB )	kso_omath&SÌ~¿Y'Q™ C ( \doubleC )$Double-Struck Capital C ( \doubleC )	kso_omath&SÌ~¿Y'Q™ D ( \doubleD )$Double-Struck Capital D ( \doubleD )	kso_omath&SÌ~¿Y'Q™ E ( \doubleE )$Double-Struck Capital E ( \doubleE )	kso_omath&SÌ~¿Y'Q™ F ( \doubleF )$Double-Struck Capital F ( \doubleF )	kso_omath&SÌ~¿Y'Q™ G ( \doubleG )$Double-Struck Capital G ( \doubleG )	kso_omath&SÌ~¿Y'Q™ H ( \doubleH )$Double-Struck Capital H ( \doubleH )	kso_omath&SÌ~¿Y'Q™ I ( \doubleI )$Double-Struck Capital I ( \doubleI )	kso_omath&SÌ~¿Y'Q™ J ( \doubleJ )$Double-Struck Capital J ( \doubleJ )	kso_omath&SÌ~¿Y'Q™ K ( \doubleK )$Double-Struck Capital K ( \doubleK )	kso_omath&SÌ~¿Y'Q™ L ( \doubleL )$Double-Struck Capital L ( \doubleL )	kso_omath&SÌ~¿Y'Q™ M ( \doubleM )$Double-Struck Capital M ( \doubleM )	kso_omath&SÌ~¿Y'Q™ N ( \doubleN )$Double-Struck Capital N ( \doubleN )	kso_omath&SÌ~¿Y'Q™ O ( \doubleO )$Double-Struck Capital O ( \doubleO )	kso_omath&SÌ~¿Y'Q™ P ( \doubleP )$Double-Struck Capital P ( \doubleP )	kso_omath&SÌ~¿Y'Q™ Q ( \doubleQ )$Double-Struck Capital Q ( \doubleQ )	kso_omath&SÌ~¿Y'Q™ R ( \doubleR )$Double-Struck Capital R ( \doubleR )	kso_omath&SÌ~¿Y'Q™ S ( \doubleS )$Double-Struck Capital S ( \doubleS )	kso_omath&SÌ~¿Y'Q™ T ( \doubleT )$Double-Struck Capital T ( \doubleT )	kso_omath&SÌ~¿Y'Q™ U ( \doubleU )$Double-Struck Capital U ( \doubleU )	kso_omath&SÌ~¿Y'Q™ V ( \doubleV )$Double-Struck Capital V ( \doubleV )	kso_omath&SÌ~¿Y'Q™ W ( \doubleW )$Double-Struck Capital W ( \doubleW )	kso_omath&SÌ~¿Y'Q™ X ( \doubleX )$Double-Struck Capital X ( \doubleX )	kso_omath&SÌ~¿Y'Q™ Y ( \doubleY )$Double-Struck Capital Y ( \doubleY )	kso_omath&SÌ~¿Y'Q™ Z ( \doubleZ )$Double-Struck Capital Z ( \doubleZ )	kso_omath&SÌ~¿\Q™ A ( \doublea )&Double-Struck Lowercase A ( \doublea )	kso_omath&SÌ~¿\Q™ B ( \doubleb )&Double-Struck Lowercase B ( \doubleb )	kso_omath&SÌ~¿\Q™ C ( \doublec )&Double-Struck Lowercase C ( \doublec )	kso_omath&SÌ~¿\Q™ D ( \doubled )&Double-Struck Lowercase D ( \doubled )	kso_omath&SÌ~¿\Q™ E ( \doublee )&Double-Struck Lowercase E ( \doublee )	kso_omath&SÌ~¿\Q™ F ( \doublef )&Double-Struck Lowercase F ( \doublef )	kso_omath&SÌ~¿\Q™ G ( \doubleg )&Double-Struck Lowercase G ( \doubleg )	kso_omath&SÌ~¿\Q™ H ( \doubleh )&Double-Struck Lowercase H ( \doubleh )	kso_omath&SÌ~¿\Q™ I ( \doublei )&Double-Struck Lowercase I ( \doublei )	kso_omath&SÌ~¿\Q™ J ( \doublej )&Double-Struck Lowercase J ( \doublej )	kso_omath&SÌ~¿\Q™ K ( \doublek )&Double-Struck Lowercase K ( \doublek )	kso_omath&SÌ~¿\Q™ L ( \doublel )&Double-Struck Lowercase L ( \doublel )	kso_omath&SÌ~¿\Q™ M ( \doublem )&Double-Struck Lowercase M ( \doublem )	kso_omath&SÌ~¿\Q™ N ( \doublen )&Double-Struck Lowercase N ( \doublen )	kso_omath&SÌ~¿\Q™ O ( \doubleo )&Double-Struck Lowercase O ( \doubleo )	kso_omath&SÌ~¿\Q™ P ( \doublep )&Double-Struck Lowercase P ( \doublep )	kso_omath&SÌ~¿\Q™ Q ( \doubleq )&Double-Struck Lowercase Q ( \doubleq )	kso_omath&SÌ~¿\Q™ R ( \doubler )&Double-Struck Lowercase R ( \doubler )	kso_omath&SÌ~¿\Q™ S ( \doubles )&Double-Struck Lowercase S ( \doubles )	kso_omath&SÌ~¿\Q™ T ( \doublet )&Double-Struck Lowercase T ( \doublet )	kso_omath&SÌ~¿\Q™ U ( \doubleu )&Double-Struck Lowercase U ( \doubleu )	kso_omath&SÌ~¿\Q™ V ( \doublev )&Double-Struck Lowercase V ( \doublev )	kso_omath&SÌ~¿\Q™ W ( \doublew )&Double-Struck Lowercase W ( \doublew )	kso_omath&SÌ~¿\Q™ X ( \doublex )&Double-Struck Lowercase X ( \doublex )	kso_omath&SÌ~¿\Q™ Y ( \doubley )&Double-Struck Lowercase Y ( \doubley )	kso_omath&SÌ~¿\Q™ Z ( \doublez )&Double-Struck Lowercase Z ( \doublez )	kso_omath$N{­Y4 ( \downarrow )Down Arrow ( \downarrow )	kso_omath\>zï]æbÐv„N{­Y4Down Arrow with Tip Left	kso_omath\>zïSóbÐv„N{­Y4Down Arrow with Tip Right	kso_omath(NSÌ~¿{­Y4 ( \Downarrow ) Down Double Arrow ( \Downarrow )	kso_omathP”©g]æv„N{€_{­Y4Down Harpoon with Barb Left	kso_omathP”©gSóv„N{€_{­Y4Down Harpoon with Barb Right	kso_omathSÌN{­Y4Down Paired Arrows	kso_omath&SóN[ù‰Ò~¿wueS÷ ( \ddots )'Down Right Diagonal Ellipsis ( \ddots )	kso_omath u5R¨R¿ ( \scriptE ) Electromotive Force ( \scriptE )	kso_omathST+NŽ ( \in )Element Of ( \in )	kso_omathzzwé–5Empty Matrices	kso_omath
bìS÷zzwé–5Empty Matrix with Brackets	kso_omath zz–Æ ( \emptyset )Empty Set ( \emptyset )	kso_omathh![ù~Óg_(Q.E.D.)End of Proof (Q.E.D.)	kso_omath.Epsilon SؑÏ ( \epsilon )Epsilon ( \epsilon )	kso_omath{INŽS÷Equal	kso_omath{IS÷{IS÷Equal Equal	kso_omath
{INŽ[šNIP<Equal To By Definition	kso_omath{INŽN^sˆLNŽEqual and Parallel To	kso_omath
{INŽbY'NŽEqual to or Greater Than	kso_omath
{INŽb\NŽEqual to or Less Than	kso_omath
{INŽbQHNŽEqual to or Precedes	kso_omath
{INŽbTNŽEqual to or Succeeds	kso_omath{IN÷NŽ ( \asymp )Equivalent To ( \asymp )	kso_omathO0‹¡{&S÷Estimated Symbol	kso_omathk'bÉ^8epEuler Constant	kso_omath
TŒv„\U__Expansion of a Sum	kso_omath0\ (1 + x) v„ n k!^B\U_T_—R0v„TŒ_,Expansion of the sum (1+x) to the power of n	kso_omath.\ (x + a) v„ n k!^B\U__—R0v„TŒ_.Expansion of the sum (x + a) to the power of n	kso_omath\N$N*epv„OY_&TŒˆhy:N:NN*NXyï<Expresses the sum of the cosines of two numbers as a product	kso_omath"\N$N*epv„kc_&TŒ/]îˆhy:N:NN*NXyïEExpresses the sum/difference of the sines of two numbers as a product	kso_omath–6NX	Factorial	kso_omath ”ˆ[ùb@g	 ( \forall )For All ( \forall )	kso_omathQERForces	kso_omath
P…zËSö~§epFourier Series	kso_omath$P…zËSöSØcb ( \scriptF )Fourier Transform ( \scriptF )	kso_omath ThgN: 2L v„Qýepv„P…zËSö~§ep*Fourier series for a function of period 2L	kso_omathVÛk!e¹h9 (\qdrt)Fourth Root ( \qdrt )	kso_omathRepFraction	kso_omath(‚±OSY'Q™ A ( \frakturA )Fraktur Capital A ( \frakturA )	kso_omath(‚±OSY'Q™ B ( \frakturB )Fraktur Capital B ( \frakturB )	kso_omath(‚±OSY'Q™ C ( \frakturC )Fraktur Capital C ( \frakturC )	kso_omath(‚±OSY'Q™ D ( \frakturD )Fraktur Capital D ( \frakturD )	kso_omath(‚±OSY'Q™ E ( \frakturE )Fraktur Capital E ( \frakturE )	kso_omath(‚±OSY'Q™ F ( \frakturF )Fraktur Capital F ( \frakturF )	kso_omath(‚±OSY'Q™ G ( \frakturG )Fraktur Capital G ( \frakturG )	kso_omath(‚±OSY'Q™ H ( \frakturH )Fraktur Capital H ( \frakturH )	kso_omath(‚±OSY'Q™ I ( \frakturI )Fraktur Capital I ( \frakturI )	kso_omath(‚±OSY'Q™ J ( \frakturJ )Fraktur Capital J ( \frakturJ )	kso_omath(‚±OSY'Q™ K ( \frakturK )Fraktur Capital K ( \frakturK )	kso_omath(‚±OSY'Q™ L ( \frakturL )Fraktur Capital L ( \frakturL )	kso_omath(‚±OSY'Q™ M ( \frakturM )Fraktur Capital M ( \frakturM )	kso_omath(‚±OSY'Q™ N ( \frakturN )Fraktur Capital N ( \frakturN )	kso_omath(‚±OSY'Q™ O ( \frakturO )Fraktur Capital O ( \frakturO )	kso_omath(‚±OSY'Q™ P ( \frakturP )Fraktur Capital P ( \frakturP )	kso_omath(‚±OSY'Q™ Q ( \frakturQ )Fraktur Capital Q ( \frakturQ )	kso_omath(‚±OSY'Q™ R ( \frakturR )Fraktur Capital R ( \frakturR )	kso_omath(‚±OSY'Q™ S ( \frakturS )Fraktur Capital S ( \frakturS )	kso_omath(‚±OSY'Q™ T ( \frakturT )Fraktur Capital T ( \frakturT )	kso_omath(‚±OSY'Q™ U ( \frakturU )Fraktur Capital U ( \frakturU )	kso_omath(‚±OSY'Q™ V ( \frakturV )Fraktur Capital V ( \frakturV )	kso_omath(‚±OSY'Q™ W ( \frakturW )Fraktur Capital W ( \frakturW )	kso_omath(‚±OSY'Q™ X ( \frakturX )Fraktur Capital X ( \frakturX )	kso_omath(‚±OSY'Q™ Y ( \frakturY )Fraktur Capital Y ( \frakturY )	kso_omath(‚±OSY'Q™ Z ( \frakturZ )Fraktur Capital Z ( \frakturZ )	kso_omath(‚±OS\Q™ A ( \fraktura )!Fraktur Lowercase A ( \fraktura )	kso_omath(‚±OS\Q™ B ( \frakturb )!Fraktur Lowercase B ( \frakturb )	kso_omath(‚±OS\Q™ C ( \frakturc )!Fraktur Lowercase C ( \frakturc )	kso_omath(‚±OS\Q™ D ( \frakturd )!Fraktur Lowercase D ( \frakturd )	kso_omath(‚±OS\Q™ E ( \frakture )!Fraktur Lowercase E ( \frakture )	kso_omath(‚±OS\Q™ F ( \frakturf )!Fraktur Lowercase F ( \frakturf )	kso_omath(‚±OS\Q™ G ( \frakturg )!Fraktur Lowercase G ( \frakturg )	kso_omath(‚±OS\Q™ H ( \frakturh )!Fraktur Lowercase H ( \frakturh )	kso_omath(‚±OS\Q™ I ( \frakturi )!Fraktur Lowercase I ( \frakturi )	kso_omath(‚±OS\Q™ J ( \frakturj )!Fraktur Lowercase J ( \frakturj )	kso_omath(‚±OS\Q™ K ( \frakturk )!Fraktur Lowercase K ( \frakturk )	kso_omath(‚±OS\Q™ L ( \frakturl )!Fraktur Lowercase L ( \frakturl )	kso_omath(‚±OS\Q™ M ( \frakturm )!Fraktur Lowercase M ( \frakturm )	kso_omath(‚±OS\Q™ N ( \frakturn )!Fraktur Lowercase N ( \frakturn )	kso_omath(‚±OS\Q™ O ( \frakturo )!Fraktur Lowercase O ( \frakturo )	kso_omath(‚±OS\Q™ P ( \frakturp )!Fraktur Lowercase P ( \frakturp )	kso_omath(‚±OS\Q™ Q ( \frakturq )!Fraktur Lowercase Q ( \frakturq )	kso_omath(‚±OS\Q™ R ( \frakturr )!Fraktur Lowercase R ( \frakturr )	kso_omath(‚±OS\Q™ S ( \frakturs )!Fraktur Lowercase S ( \frakturs )	kso_omath(‚±OS\Q™ T ( \frakturt )!Fraktur Lowercase T ( \frakturt )	kso_omath(‚±OS\Q™ U ( \frakturu )!Fraktur Lowercase U ( \frakturu )	kso_omath(‚±OS\Q™ V ( \frakturv )!Fraktur Lowercase V ( \frakturv )	kso_omath(‚±OS\Q™ W ( \frakturw )!Fraktur Lowercase W ( \frakturw )	kso_omath(‚±OS\Q™ X ( \frakturx )!Fraktur Lowercase X ( \frakturx )	kso_omath(‚±OS\Q™ Y ( \fraktury )!Fraktur Lowercase Y ( \fraktury )	kso_omath(‚±OS\Q™ Z ( \frakturz )!Fraktur Lowercase Z ( \frakturz )	kso_omath‚±OSFrakturs	kso_omathQýep	Functions	kso_omathQàOU{INŽGeometrically Equal To	kso_omath
QàOU{IN÷NŽGeometrically Equivalent To	kso_omathQàOU[fGeometry	kso_omathQàOU[fOMATH_SYMBOL_CG_GEOMETRYGeometry	kso_omath8Gimel {&S÷({,N	N*…zwWúep) ( \gimel )4Gimel Symbol (Third Transfinite Cardinal) ( \gimel )	kso_omathb‘—ó{&S÷Grave	kso_omathY'NŽS÷Greater Than	kso_omathY'NŽ{INŽGreater Than Over Equal To	kso_omathY'NŽNN
{INŽGreater Than bug Not Equal To	kso_omathY'NŽNN
{IN÷NŽ"Greater Than but Not Equivalent To	kso_omath(Y'NŽ{INŽ ( \geq >= \ge )(Greater Than or Equal To ( \geq >= \ge )	kso_omathY'NŽb{IN÷NŽGreater Than or Equivalent To	kso_omath
Y'NŽb\NŽGreater Than or Less Than	kso_omath
^&p¹v„Y'NŽGreater Than with Dot	kso_omathY'NŽ{INŽb\NŽ#Greater Than, Equal to or Less Than	kso_omath^Je‡ Kappa {&S÷Greek Kappa Symbol	kso_omath^Je‡[WkÍ DigammaGreek Letter Digamma	kso_omath^J[WkÍ
Greek Letters	kso_omathR~Ä[W{&W(N
Grouping Character Above	kso_omathR~Ä[W{&W(NGrouping Character Below	kso_omathNX^BS÷Hat	kso_omath
–…ÏN¹Hide Bottom Edge	kso_omath
–…Ï]揹Hide Left Edge	kso_omath
–…ÏS`OM{&Hide Placehoders	kso_omath
–…ÏSó¹Hide Right Edge	kso_omath
–…ÏN
¹
Hide Top Edge	kso_omath(^\O/ryzz•ô ( \frakturH )Hilbert Space ( \frakturH )	kso_omathSÌfòOYRrQýepHyperbolic Cosecant Function	kso_omathSÌfòOY_&QýepHyperbolic Cosine Function	kso_omathSÌfòOYRQýepHyperbolic Cotangent Function	kso_omathSÌfòQýepHyperbolic Functions	kso_omathSÌfòkcRrQýepHyperbolic Secant Function	kso_omathSÌfòkc_&QýepHyperbolic Sine Function	kso_omathSÌfòkcRQýepHyperbolic Tangent Function	kso_omath{IN÷NŽ ( \equiv )Identical To ( \equiv )	kso_omathSUOMwé–5Identity Matrices	kso_omathPÏbÑO<{INŽ"Image of or Approximately Equal To	kso_omath(†Zè ( \frakturI \Im ) Imaginary Part ( \frakturI \Im )	kso_omathXž ( \inc )Increment ( \inc )	kso_omatheàzwY' ( \infty )Infinty ( \infty )	kso_omathcÒQebKR¨R–”{&Insert Manual Break	kso_omathyïRIntegral	kso_omathyïR ( \int )Integral ( \int )	kso_omathyïR	Integrals	kso_omathcÒQeIntercalate	kso_omathN¤–ÆIntersection	kso_omathN¤–Æ ( \cap )Intersection ( \cap )	kso_omath
SÍOYRrQýepInverse Cosecant Function	kso_omath
SÍOY_&QýepInverse Cosine Function	kso_omath
SÍOYRQýepInverse Cotangent Function	kso_omathSÍQýepInverse Functions	kso_omathSÍSÌfòOYRrQýep$Inverse Hyperbolic Cosecant Function	kso_omathSÍSÌfòOY_&Qýep"Inverse Hyperbolic Cosine Function	kso_omathSÍSÌfòOYRQýep%Inverse Hyperbolic Cotangent Function	kso_omath
SÍSÌfòQýepInverse Hyperbolic Functions	kso_omathSÍSÌfòkcRrQýep"Inverse Hyperbolic Secant Function	kso_omathSÍSÌfòkc_&Qýep Inverse Hyperbolic Sine Function	kso_omathSÍSÌfòkcRQýep#Inverse Hyperbolic Tangent Function	kso_omath
SÍkcRrQýepInverse Secant Function	kso_omath
SÍkc_&QýepInverse Sine Function	kso_omath
SÍkcRQýepInverse Tangent Function	kso_omathzÖûk'YÆh‹°Inverted Ohm Sign	kso_omath€Tc¥ ( \bowtie )Join ( \bowtie )	kso_omath&bÉfnbÉe¯SØcb ( \scriptL )Laplace Transform ( \scriptL )	kso_omathbÉNe‡\Q™[WkÍ JLatin Small Letter	kso_omathbÉNe‡\Q™[WkÍeàp¹ ILatin Small Letter Dotless I	kso_omathbÉNe‡\Q™[WkÍ EthLatin Small Letter Eth	kso_omath0]æ{­Y4 ( \leftarrow \gets )Left Arrow ( \leftarrow \gets )	kso_omath
NÎga]æ{­Y4Left Arrow From Bar	kso_omath]æ{­Y4W(N
, Só{­Y4W(NLeft Arrow Over Right Arrow	kso_omath2g	”©v„]æ{­Y4 ( \hookleftarrow )'Left Arrow with Hook ( \hookleftarrow )	kso_omathg	s¯v„]æ{­Y4Left Arrow with Loop	kso_omath^&eœ~¿v„]æ{­Y4Left Arrow with Stroke	kso_omathg	\>v„]æ{­Y4Left Arrow with Tail	kso_omath
]æ†Z~¿{­Y4Left Dashed Arrow	kso_omath(]æSÌ~¿{­Y4 ( \Leftarrow ) Left Double Arrow ( \Leftarrow )	kso_omath^&eœ~¿v„]æSÌ~¿{­Y4Left Double Arrow with Stroke	kso_omath6]æ{€_{­Y4W(N
, Só{€_{­Y4W(N ( \lrhar )*Left Harpoon Over Right Harpoon ( \lrhar )	kso_omath>P”©gNv„]æ{€_{­Y4 ( \leftharpoondown )0Left Harpoon with Barb Down ( \leftharpoondown )	kso_omath:P”©gN
v„]æ{€_{­Y4 ( \leftharpoonup ),Left Harpoon with Barb Up ( \leftharpoonup )	kso_omath]ækc‰ÄVà[PSJvôyï%Left Normal Factor Semidirect Product	kso_omathSÌ]æ{­Y4Left Paired Arrows	kso_omath]æSJvôyïLeft Semidirect Product	kso_omath]ælâ_bfò~¿{­Y4Left Squiggle Arrow	kso_omath]æNh-N
hLeft Subscript-Superscript	kso_omath
]æN	~¿{­Y4Left Triple Arrow	kso_omath
]æNŒY4{­Y4Left Two-Headed Arrow	kso_omath
]ælâ_b{­Y4Left Wave Arrow	kso_omath2]æ-Só{­Y4 ( \leftrightarrow )$Left-Right Arrow ( \leftrightarrow )	kso_omath^&eœ~¿v„]æ-Só{­Y4Left-Right Arrow with Stroke	kso_omath6]æ-SóSÌ~¿{­Y4 ( \Leftrightarrow )+Left-Right Double Arrow ( \Leftrightarrow )	kso_omath^&eœ~¿v„]æ-SóSÌ~¿{­Y4#Left-Right Double Arrow with Stroke	kso_omath]æ-Sólâ_b{­Y4Left-Right Wave Arrow	kso_omath
]æ{­Y4W(N
Leftwards Arrow Above	kso_omath
]æ{­Y4W(N
$OMATH_OPERATOR_LEFTWARDS_ARROW_ABOVELeftwards Arrow Above	kso_omath
]æ{­Y4W(NLeftwards Arrow Below	kso_omath]æT{€_{­Y4W(N
Leftwards Harpoon Above	kso_omath\NŽS÷	Less Than	kso_omath\NŽ{INŽLess Than Over Equal To	kso_omath\NŽNN
{IN÷NŽLess Than bug Not Equivalent To	kso_omath\NŽNN
{INŽLess Than but Not Equal To	kso_omath(\NŽ{INŽ ( \le <= \leq )%Less Than or Equal To ( \le <= \leq )	kso_omath\NŽb{IN÷NŽLess Than or Equivalent To	kso_omath
\NŽbY'NŽLess Than or Greater Than	kso_omath
^&p¹v„\NŽLess Than with Dot	kso_omath\NŽ{INŽbY'NŽ#Less Than, Equal to or Greater Than	kso_omath
[WkÍ|{{&S÷Letter-Like Symbols	kso_omath
[WkÍ|{{&S÷$OMATH_SYMBOL_CLLS_LETTER_LIKE_SYMBOLLetter-Like Symbols	kso_omathg–PLimit	kso_omathg–Py:O‹
Limit Example	kso_omathRep(j*_)Linear Fraction	kso_omath[ùep	Logarithm	kso_omath;‘N ( \wedge )Logical And ( \wedge )	kso_omath;‘b ( \vee )Logical Or ( \vee )	kso_omath•]æ{­Y4Long Left Arrow	kso_omath•NÎga]æ{­Y4Long Left Arrow From Bar	kso_omath2•]æSÌ~¿{­Y4 ( \Longleftarrow ))Long Left Double Arrow ( \Longleftarrow )	kso_omath•]æ-Só{­Y4Long Left-Right Arrow	kso_omath@•]æ-SóSÌ~¿{­Y4 ( \Longleftrightarrow )4Long Left-Right Double Arrow ( \Longleftrightarrow )	kso_omath•Só{­Y4Long Right Arrow	kso_omath•NÎgaSó{­Y4Long Right Arrow From Bar	kso_omath4•SóSÌ~¿{­Y4 ( \Longrightarrow )+Long Right Double Arrow ( \Longrightarrow )	kso_omath\Q™	Lowercase	kso_omathM wé–5M-Matrix ( \scriptM )	kso_omathbìS÷wé–5Matrices with Brackets	kso_omathgY'P<Maximum	kso_omath
gY'P<y:O‹Maximum Example	kso_omathmK‘ωÒMeasured Angle	kso_omath
^¦‘ÏSUOM:Measured By	kso_omathN-~¿p¹Midline Dots	kso_omath$N-~¿l4^swueS÷ ( \cdots )&Midline Horizontal Ellipsis ( \cdots )	kso_omathg\P<Minimum	kso_omathQÏS÷Minus	kso_omathQÏS÷{IS÷Minus Equal	kso_omathQÏR S÷ ( \mp -+ )Minus Plus ( \mp -+ )	kso_omathÜY'NŽ ( \gg >> )Much Greater Than ( \gg >> )	kso_omathÜ\NŽ ( \ll << )Much Less Than ( \ll << )	kso_omathY‘Íf \Multimap	kso_omathNXS÷ ( \times )Multiplication Sign ( \times )	kso_omathY‘Í^v–Æ ( \uplus )Multiset Union ( \uplus )	kso_omath,YQC^&WWp¹Ð{—{& ( \bigodot )'N-ary Circled Dot Operator ( \bigodot )	kso_omath0YQC^&WWR S÷Ð{—{& ( \bigoplus ))N-ary Circled Plus Operator ( \bigoplus )	kso_omath2YQC^&WWNXS÷Ð{—{& ( \bigotimes )+N-ary Circled Times Operator ( \bigotimes )	kso_omath"N QCN¤–Æ ( \bigcap )N-ary Intersection ( \bigcap )	kso_omath(N QC;‘N ( \bigwedge )N-ary Logical And ( \bigwedge )	kso_omath$N QC;‘b ( \bigvee )N-ary Logical Or ( \bigvee )	kso_omathYQCe¹_bN¤–ƏÐ{—{&"N-ary Square Intersection Operator	kso_omath.YQCe¹_b^v–ƏÐ{—{& ( \bigsqcup ))N-ary Square Union Operator ( \bigsqcup )	kso_omath"N QC^v–Æ ( \bigcup )N-ary Union ( \bigcup )	kso_omathYQC^&p¹^v–ƏÐ{—{&N-ary Union Operator with Dot	kso_omath0YQC^&kcS÷^v–ƏÐ{—{& ( \biguplus ),N-ary Union Operator with Plus ( \biguplus )	kso_omath_®R{—{& ( \nabla )Nabla ( \nabla )	kso_omathêq6[ùepNatural Logarithm	kso_omath êq6ep ( \doubleN )Natural Number ( \doubleN )	kso_omath—^SÌzÖgaSÌSól•è2Negated Double Vertical Bar Double Right Turnstile	kso_omathlBSÍQs|ûÐ{—{&Negated Relations	kso_omathlBSÍQs|ûÐ{—{&"OMATH_SYMBOL_CNR_NEGATED_RELATIONSNegated Relations	kso_omathN
ST+NN
{INŽ!Neight a Superset of nor Equal To	kso_omathN
ÑO<N_N
w[ž{INŽ+Neither Approximately nor Actually Equal To	kso_omathN
Y'NŽNN
{INŽ!Neither Greater Than nor Equal To	kso_omathN
\NŽNN
{INŽNeither Less Than nor Equal To	kso_omathN
ST+NŽNN
{INŽ Neither a Subset of nor Equal To	kso_omathkc‰Ä[P¤Normal Subgroup Of	kso_omathkc‰Ä[P¤b{INŽNormal Subgroup of or Equal To	kso_omathN
~¦{INŽNot Almost Equal To	kso_omath
N
nÑ{INŽNot Asymptotically Equal To	kso_omath N
{INŽ ( \neq \ne )Not Equal To ( \neq \ne )	kso_omathN
{IN÷NŽNot Equivalent To	kso_omathN
Y'NŽNot Greater Than	kso_omathN
`R{INŽNot Identical To	kso_omathN
\NŽ
Not Less Than	kso_omath
—^kc‰Ä[P¤Not Normal Subgroup Of	kso_omath—^kc‰Ä[P¤b{INŽ"Not Normal Subgroup Of or Equal To	kso_omathN
^sˆLNŽNot Parallel To	kso_omathg*{~T
 ( \neg )Not Sign ( \neg )	kso_omathN
e¹_bPÏb{INŽNot Square Image Of or Equal To	kso_omathN
e¹_bSŸb{INŽ"Not Square Original Of of Equal To	kso_omath
—^N
˜šS{&	Not Tilde	kso_omathN
bzËNot True	kso_omathN
ST+NŽNot a Subset Of	kso_omathN
ST+Not a Superset Of	kso_omath4N
\^NŽ ( \notin \notelement )(Not an Element Of ( \notin \notelement )	kso_omathÐ{—{&Operator	kso_omath
Ð{—{&~Óg„Operator Structures	kso_omath(k!^(ST+NŽ) ( \scripto ))Order (Of Inferior Order To) ( \scripto )	kso_omathQvNÖY'W‹Ð{—{&Other Large Operators	kso_omath˜v~¿Overbar	kso_omath
˜v~¿TŒ^•~¿Overbars and Underbars	kso_omath
N
e¹Y'bìS÷	Overbrace	kso_omath"^sˆLNŽ ( \parallel )Parallel To ( \parallel )	kso_omath PO_®R ( \partial )!Partial Differential ( \partial )	kso_omathv~RkÔ
Percentage	kso_omath.W‚vôNŽ(vôN¤NŽ) ( \perp \bot )/Perpendicular To (Orthogonal To) ( \prep \bot )	kso_omathPhi SؑÏ ( \phi )Phi Variant ( \phi )	kso_omathPi/2	Pi Over 2	kso_omath Pi SؑÏ ( \varpi )Pi Variant ( \varpi )	kso_omathƒI€	Pitchfork	kso_omath\Rep~¿nNŽWú~¿N
e¹Place Bar above Base	kso_omath\Rep~¿nNŽWú~¿Ne¹Place Bar below Base	kso_omath\[W{&nNŽe‡[WN
e¹Place Character above Text	kso_omath\[W{&nNŽe‡[WNe¹Place Character below Text	kso_omath\–PP<nNŽWú~¿N
e¹Place Limit above Base	kso_omath\–PP<nNŽWú~¿Ne¹Place Limit below Base	kso_omath\‰ÒhnNŽWú~¿T—bPlace Scripts after Base	kso_omath\‰ÒhnNŽWú~¿RM—bPlace Scripts before Base	kso_omath
fngQK^8‘ÏPlanck Constant	kso_omath*fngQK^8‘ϖdNåNŒ Pi ( \hbar )%Planck Constant Over Two Pi ( \hbar )	kso_omathR S÷Plus	kso_omathR S÷{IS÷
Plus Equal	kso_omathR QÏ ( +- \pm )Plus Minus ( +- \pm )	kso_omathQHNŽ ( \prec )Precedes ( \prec )	kso_omathQHNŽNN
{IN÷NŽPrecedes but Not Equivalent To	kso_omath"QHNŽb{INŽ ( \preceq ) Precedes or Equal To ( \preceq )	kso_omathQHNŽb{IN÷NŽPrecedes or Equivalent To	kso_omathNXyïProduct	kso_omathvôyï{&S÷ ( \prod )Product Sign ( \prod )	kso_omath
NXyïTŒRoyïProducts and Co-Products	kso_omathkÔO‹ ( :: )Proportion ( :: )	kso_omathbkÔO‹ ( \propto )Proportional To ( \propto )	kso_omath"‹Áf(_—Qú) ( \vdash )#Proves (Implies, Yields) ( \vdash )	kso_omathRþ€¡[štPythagorean Theorem	kso_omathNŒk!Ql_Quadratic Formula	kso_omathh9_Radical	kso_omathh9S÷ ( \sqrt )Radical Sign ( \sqrt )	kso_omath^&g	k!epv„h9_Radical With Degree	kso_omathh9_Radicals	kso_omathkÔs‡ ( \ratio )Ratio ( \ratio )	kso_omath([žè ( \frakturR \Re )Real Part ( \frakturR \Re )	kso_omath0vô‰ÒN	‰Ò_bv„vô‰ҏ¹ a0bNeœ¹ c NK•ôv„Qs|ûVRelationship between the sides of a right triangle with legs a and b, and hypotenuse c	kso_omath
R –d[ùŸPp¹Remove Alignment Point	kso_omathR –de‡[WN
e¹v„[W{&Remove Character above Text	kso_omathR –de‡[WNe¹v„[W{&Remove Character below Text	kso_omathR –dSóe¹bìS÷Remove Closing Bracket	kso_omathR –d]æNgTeœR –d~¿'Remove Diagonal Strike from Bottom Left	kso_omathR –d]æN
gTeœR –d~¿$Remove Diagonal Strike from Top Left	kso_omathR –dR–”[W{&Remove Enclosing Characters	kso_omathR –dR–”[W{&TŒR–”{&*Remove Enclosing Characters and Separators	kso_omathR –dl4^sR –d~¿Remove Horizontal Strike	kso_omathR –dbKR¨R–”{&Remove Manual Break	kso_omathR –d]æe¹bìS÷Remove Opening Bracket	kso_omathR –dW‚vôR –d~¿Remove Vertical Strike	kso_omath
j*û˜šS{&Reversed Tilde	kso_omathj*û˜šS{&{IS÷Reversed Tilde Equals	kso_omath$Rho SؑÏ ( \varrho )Rho Variant ( \varrho )	kso_omath"žÎfüyïR ( \scriptR )Riemann Integral ( \scriptR )	kso_omathvô‰ÒRight Angle	kso_omathNå_'^¦ˆhy:v„vô‰ÒRight Angle with Arc	kso_omath4Só{­Y4 ( -> \to \rightarrow )"Right Arrow ( -> \to \rightarrow )	kso_omath"NÎgaSó{­Y4 ( \mapsto ) Right Arrow From Bar ( \mapsto )	kso_omathSó{­Y4W(N
, ]æ{­Y4W(NRight Arrow Over Left Arrow	kso_omath4g	”©v„Só{­Y4 ( \hookrightarrow ))Right Arrow with Hook ( \hookrightarrow )	kso_omathg	s¯v„Só{­Y4Right Arrow with Loop	kso_omath^&eœ~¿v„Só{­Y4Right Arrow with Stroke	kso_omathg	\>v„Só{­Y4Right Arrow with Tail	kso_omath
Só†Z~¿{­Y4Right Dashed Arrow	kso_omath*SóSÌ~¿{­Y4 ( \Rightarrow )"Right Double Arrow ( \Rightarrow )	kso_omath^&eœ~¿v„SóSÌ~¿{­Y4Right Double Arrow with Stroke	kso_omath Só{€_{­Y4W(N
, ]æ{€_{­Y4W(NRight Harpoon Over Left Harpoon	kso_omath@P”©gNv„Só{€_{­Y4 ( \rightharpoondown )2Right Harpoon with Barb Down ( \rightharpoondown )	kso_omath<P”©gN
v„Só{€_{­Y4 ( \rightharpoonup ).Right Harpoon with Barb Up ( \rightharpoonup )	kso_omathSókc‰ÄVà[PSJvôyï&Right Normal Factor Semidirect Product	kso_omathSÌSó{­Y4Right Paired Arrows	kso_omathSóSJvôyïRight Semidirect Product	kso_omathSólâ_bfò~¿{­Y4Right Squiggle Arrow	kso_omath
vô‰ÒN	‰Ò_bRight Triangle	kso_omath
SóN	~¿{­Y4Right Triple Arrow	kso_omath
SóNŒY4{­Y4Right Two-Headed Arrow	kso_omath
Sólâ_b{­Y4Right Wave Arrow	kso_omathNÎSóT]æv„{­Y4TN
Right-Left Arrow Above	kso_omathNÎSóT]æv„{­Y4W(N
%OMATH_OPERATOR_RIGHT_LEFT_ARROW_ABOVERight-Left Arrow Above	kso_omathNÎSóT]æv„{­Y4W(NRight-Left Arrow Below	kso_omath
Só{­Y4W(N
Rightwards Arrow Above	kso_omath
Só{­Y4W(N
%OMATH_OPERATOR_RIGHTWARDS_ARROW_ABOVERightwards Arrow Above	kso_omath
Só{­Y4W(NRightwards Arrow Below	kso_omathSóT{€_{­Y4W(N
Rightwards Harpoon Above	kso_omaths¯{INŽ
Ring Equal To	kso_omaths¯Q…{INŽRing in Equal To	kso_omath0e¹z_ ax^2 + bx + c = 0 v„h9&Root of the equation ax^2 + bx + c = 0	kso_omathbKQ™OSScrips	kso_omathN
NhScript	kso_omath(bKQ™OSY'Q™ A ( \scriptA )Script Capital A ( \scriptA )	kso_omath(bKQ™OSY'Q™ B ( \scriptB )Script Capital B ( \scriptB )	kso_omath(bKQ™OSY'Q™ C ( \scriptC )Script Capital C ( \scriptC )	kso_omath(bKQ™OSY'Q™ D ( \scriptD )Script Capital D ( \scriptD )	kso_omath(bKQ™OSY'Q™ E ( \scriptE )Script Capital E ( \scriptE )	kso_omath(bKQ™OSY'Q™ F ( \scriptF )Script Capital F ( \scriptF )	kso_omath(bKQ™OSY'Q™ G ( \scriptG )Script Capital G ( \scriptG )	kso_omath(bKQ™OSY'Q™ H ( \scriptH )Script Capital H ( \scriptH )	kso_omath(bKQ™OSY'Q™ I ( \scriptI )Script Capital I ( \scriptI )	kso_omath(bKQ™OSY'Q™ J ( \scriptJ )Script Capital J ( \scriptJ )	kso_omath(bKQ™OSY'Q™ K ( \scriptK )Script Capital K ( \scriptK )	kso_omath(bKQ™OSY'Q™ L ( \scriptL )Script Capital L ( \scriptL )	kso_omath(bKQ™OSY'Q™ M ( \scriptM )Script Capital M ( \scriptM )	kso_omath(bKQ™OSY'Q™ N ( \scriptN )Script Capital N ( \scriptN )	kso_omath(bKQ™OSY'Q™ O ( \scriptO )Script Capital O ( \scriptO )	kso_omath(bKQ™OSY'Q™ P ( \scriptP )Script Capital P ( \scriptP )	kso_omath(bKQ™OSY'Q™ Q ( \scriptQ )Script Capital Q ( \scriptQ )	kso_omath(bKQ™OSY'Q™ R ( \scriptR )Script Capital R ( \scriptR )	kso_omath(bKQ™OSY'Q™ S ( \scriptS )Script Capital S ( \scriptS )	kso_omath(bKQ™OSY'Q™ T ( \scriptT )Script Capital T ( \scriptT )	kso_omath(bKQ™OSY'Q™ U ( \scriptU )Script Capital U ( \scriptU )	kso_omath(bKQ™OSY'Q™ V ( \scriptV )Script Capital V ( \scriptV )	kso_omath(bKQ™OSY'Q™ W ( \scriptW )Script Capital W ( \scriptW )	kso_omath(bKQ™OSY'Q™ X ( \scriptX )Script Capital X ( \scriptX )	kso_omath(bKQ™OSY'Q™ Y ( \scriptY )Script Capital Y ( \scriptY )	kso_omath(bKQ™OSY'Q™ Z ( \scriptZ )Script Capital Z ( \scriptZ )	kso_omath(bKQ™OS\Q™ A ( \scripta )Script Lowercase A ( \scripta )	kso_omath(bKQ™OS\Q™ B ( \scriptb )Script Lowercase B ( \scriptb )	kso_omath(bKQ™OS\Q™ C ( \scriptc )Script Lowercase C ( \scriptc )	kso_omath(bKQ™OS\Q™ D ( \scriptd )Script Lowercase D ( \scriptd )	kso_omath(bKQ™OS\Q™ E ( \scripte )Script Lowercase E ( \scripte )	kso_omath(bKQ™OS\Q™ F ( \scriptf )Script Lowercase F ( \scriptf )	kso_omath(bKQ™OS\Q™ G ( \scriptg )Script Lowercase G ( \scriptg )	kso_omath(bKQ™OS\Q™ H ( \scripth )Script Lowercase H ( \scripth )	kso_omath(bKQ™OS\Q™ I ( \scripti )Script Lowercase I ( \scripti )	kso_omath(bKQ™OS\Q™ J ( \scriptj )Script Lowercase J ( \scriptj )	kso_omath(bKQ™OS\Q™ K ( \scriptk )Script Lowercase K ( \scriptk )	kso_omath(bKQ™OS\Q™ L ( \scriptl )Script Lowercase L ( \scriptl )	kso_omath(bKQ™OS\Q™ M ( \scriptm )Script Lowercase M ( \scriptm )	kso_omath(bKQ™OS\Q™ N ( \scriptn )Script Lowercase N ( \scriptn )	kso_omath(bKQ™OS\Q™ O ( \scripto )Script Lowercase O ( \scripto )	kso_omath(bKQ™OS\Q™ P ( \scriptp )Script Lowercase P ( \scriptp )	kso_omath(bKQ™OS\Q™ Q ( \scriptq )Script Lowercase Q ( \scriptq )	kso_omath(bKQ™OS\Q™ R ( \scriptr )Script Lowercase R ( \scriptr )	kso_omath(bKQ™OS\Q™ S ( \scripts )Script Lowercase S ( \scripts )	kso_omath(bKQ™OS\Q™ T ( \scriptt )Script Lowercase T ( \scriptt )	kso_omath(bKQ™OS\Q™ U ( \scriptu )Script Lowercase U ( \scriptu )	kso_omath(bKQ™OS\Q™ V ( \scriptv )Script Lowercase V ( \scriptv )	kso_omath(bKQ™OS\Q™ W ( \scriptw )Script Lowercase W ( \scriptw )	kso_omath(bKQ™OS\Q™ X ( \scriptx )Script Lowercase X ( \scriptx )	kso_omath(bKQ™OS\Q™ Y ( \scripty )Script Lowercase Y ( \scripty )	kso_omath(bKQ™OS\Q™ Z ( \scriptz )Script Lowercase Z ( \scriptz )	kso_omath(bKQ™OS\Q™ G ( \scriptg )Script Small G ( \scriptg )	kso_omath2bKQ™OS\Q™ L ( \scriptl \ell ) Script Small L ( \scriptl \ell )	kso_omathbKQ™OSScripts	kso_omathkcRrQýepSecant Function	kso_omath QÏS÷–Æ( \setminus )Set Minus ( \setminus )	kso_omath
f>y:N¹Show Bottom Edge	kso_omath
f>y:]揹Show Left Edge	kso_omath
f>y:S`OM{&Show Placehoders	kso_omath
f>y:Só¹Show Right Edge	kso_omath
f>y:N
¹
Show Top Edge	kso_omath,Sigma SؑÏ ( \varsigma )Sigma Variant ( \varsigma )	kso_omathvøO<NŽ ( \sim )Similar To ( \sim )	kso_omath
Sin ¸	Sin theta	kso_omathkc_&Qýep
Sine Function	kso_omathSUe¹bìS÷Single Bracket	kso_omathSUe¹bìS÷Single Brackets	kso_omathRep(eœ_)Skewed Fraction	kso_omath\W‹RepSmall Fraction	kso_omathzuwé–5Sparse Matrices	kso_omathzuwé–5
Sparse Matrix	kso_omatht—b‰ÒSpherical Angle	kso_omathe¹_b^= ( \sqcap )Square Cap ( \sqcap )	kso_omathe¹_bgo ( \sqcup )Square Cup ( \sqcup )	kso_omathe¹_bPÏSquare Image Of	kso_omath,e¹_bPÏb{INŽ ( \sqsubseteq )+Square Image Of or Equal To ( \sqsubseteq )	kso_omathe¹_bSŸSquare Original Of	kso_omath0e¹_bSŸb{INŽ ( \sqsuperseteq )0Square Original Of or Equal To ( \sqsuperseteq )	kso_omath^se¹h9Square Root	kso_omath
NŒk!^se¹h9Square Root With Degree	kso_omath&^&e¹hFp¹Ð{—{& ( \boxdot ) Squared Dot Operator ( \boxdot )	kso_omath&^&e¹hFQÏS÷ ( \boxminus )Squared Minus ( \boxminus )	kso_omath$^&e¹hFR S÷ ( \boxplus )Squared Plus ( \boxplus )	kso_omath
^&e¹hFNXS÷
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f/Þc¥{­Y4bmAz0Sê€ý[ù~§R+ 1 e‡g,SÑc%gY'O\u(0ÃUse to represent a continuing sequence of stages, tasks, or events in a circular flow. Emphasizes the stages or steps rather than the connecting arrows or flow. Works best with Level 1 text only.kso_smartart6u(NŽˆhy:SïW(NûOUe¹TSÑuv„–6kµ0NûR¡bN‹Növ„Þ~í^R0cUse to represent a continuing sequence of stages, tasks, or events that can occur in any direction.kso_smartartZu(NŽˆhy:N|ûRvøN’Qs€Tv„g„`0~§R+ 1 e‡g,f>y:W(Qm¹_bN-0~§R+ 2 e‡g,f>y:W(_br¶Y—b0…Use to represent a series of interconnected ideas. Level 1 text appears inside the hexagons. Level 2 text appears outside the shapes.kso_smartart’u(NŽf>y:N-_Ãg„`TŒ[Pg„`bvøQs˜yvî0{,NN*VþrGv„e‡g,‰†vÖVþrGv„Nè0QvNÖ~§R+ 1 _br¶[ù^”v„e‡g,f>y:W(W_b\VþrGeO¹0‹åVþN_u(NŽl¡g	e‡g,v„`ÅQµ0
Use to show a central idea and sub-ideas or related items. The text for the first picture covers the lower portion of the picture. The corresponding text for other Level 1 shapes appears next to the small circular pictures. This diagram also works well with no text.kso_smartart®u(NŽ\EN-f>y:NåVþrGˆhy:v„g„`ÿvøQsv„g„`f>y:W(eO¹0N-•ôv„VþrGN
f>y:gšØ\Bv„~§R+ 1 e‡g,ÿQvNÖ~§R+ 1 _br¶[ù^”v„e‡g,f>y:W(ƒ\v„W_bVþrGeÁ0‹å^\@N_u(NŽl¡g	e‡g,v„`ÅQµ0Use to show a central, photographic idea with related ideas on the side. The top Level 1 text appears over the central picture. Corresponding text for other Level 1 shapes appear next to the small circular pictures. This layout also works well with no text.kso_smartartDu(NŽf>y:_/fòv„Oá`oRˆh0‰\VþrGmûR R0‘Íp¹W_bÿ‹÷^”u(VþrGXkQERŸ€ý0lUse to show a curved list of information. To add pictures to the accent circle shapes, apply a picture fill.kso_smartart@u(NŽc	–M^f>y:N|ûRQwg	YN*keš¤TŒ[Pkeš¤v„mAz0u(NŽ\‘Ïe‡g,0jUse to show a descending process with multiple steps and sub-steps. Works best with small amounts of text.kso_smartartŽu(NŽf>y:–M^|ûRv„N‹Nö0{,NˆL~§R+ 1 e‡g,OMNŽ{­Y4˜vèÿgTNˆL~§R+ 1 e‡g,f>y:W({­Y4^•è0NÅf>y:RMNN*~§R+ 1 ˜yvî0u(NŽN-\‘Ïe‡g,0ôUse to show a descending series of events. The first Level 1 text is at the top of arrow, and the last Level 1 text displays at the bottom of the arrow. Only the first seven Level 1 items appear. Works best with small to medium amounts of text.kso_smartart„u(NŽf>y:–6kµv„TNˆLÛ0RMN”ˆL~§R+ 1 e‡g,v„kÏNˆLýNgÐN*wé_bvø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ÇUse to show a downward progression through stages. Each of the first five lines of Level 1 text corresponds with a rectangle. Unused text does not appear, but remains available if you switch layouts.kso_smartartdu(NŽNÎgÐN*‰҄=_YËbWWf>y:N~ÄVþrG0[ù^”v„e‡g,W‚vôf>y:0u(NŽ_:Œh˜˜b[Ph˜˜^{porGbe‡hcv„R‚‚{&0ÉUse to show a group of pictures in blocks starting from the corner. The corresponding text displays vertically. Works well as an accent on title or sub-title slides or for section breaks of a document.kso_smartartu(NŽf>y:ƒ•^Rb—^~¿`'^Rÿb€NûR¡0mAzb]åO\mAN-v„keš¤0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0·Use to show a long or non-linear sequence or steps in a task, process, or workflow. Works best with Level 1 text only. Maximizes both horizontal and vertical display space for shapes.kso_smartart’u(NŽf>y:~§R+ 1 e‡g,v„kÏN*[žO‹NK•ôQwg	[Pkeš¤v„Ykeš¤mAz0u(NŽ\‘Ïe‡g,ÿN–PNŽNN*~§R+ 1 keš¤0kÏN*~§R+ 1 keš¤WGSïST+eà–Pep‘Ïv„[Pkeš¤0ÓUse to show a multi-step process with sub-steps between each instance of Level 1 text. Works best with small amounts of text and is limited to seven Level 1 steps. Each Level 1 step can have unlimited sub-steps.kso_smartart¶u(NŽNå_ªs¯mAzˆhy:–6kµ0NûR¡bN‹Növ„ˆLÛbÞ~í^R0_:ŒN’Þv„èR0RMNˆL~§R+ 1 e‡g,v„kÏNˆLýNNN*iT_bb™|_bvø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show a progression or a sequence of stages, tasks, or events in a circular flow. Emphasizes the interconnected pieces. Each of the first seven lines of Level 1 text corresponds to a wedge or pie shape. Unused text does not appear, but remains available if you switch layouts.kso_smartarthu(NŽNÎN
R0Nf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0u1NŽW‚vôzz•ôg	–PÿVàkdgu(NŽ~§R+ 1 e‡g,0¤Use to show a progression or sequential steps in a task, process, or workflow from top to bottom. Works best with Level 1 text, since the vertical space is limited.kso_smartartZu(NŽf>y:Qwg	QqTvîhv„NûR¡0mAzb]åO\mAN-v„ˆLÛbN|ûRkeš¤0u(NŽ^&˜yvî{&S÷v„Oá`oRˆh0›Use to show a progression or sequential steps in a task, process, or workflow that move toward a common goal. Works well for bulleted lists of information.kso_smartart u(NŽf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤ÿb€u(NŽ_:ŒÐR¨be¹T0_:Œ~§R+ 2 e‡g,N~§R+ 1 e‡g,v„[ùkÔÿ[ùNŽY'‘Ïv„~§R+ 2 e‡g,ÿÙf/N*N
•v„	bé0ØUse to show a progression or sequential steps in a task, process, or workflow, or to emphasize movement or direction. Emphasizes Level 2 text over Level 1 text, and is a good choice for large amounts of Level 2 text.kso_smartart2u(NŽf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0NUse to show a progression or sequential steps in a task, process, or workflow.kso_smartartju(NŽf>y:NûR¡0mAzb]åO\mAN-v„Û\UÇzb˜z^keš¤0VàN:kÏNˆLýu(SUrìv„_br¶f>y:ÿb@Nå_:ŒkÏNˆL{,NŒ\Be‡[W0”Use to show a progression or sequential steps in a task, process, or workflow. Emphasizes Level 2 text, since each line appears in a separate shape.kso_smartartTu(NŽf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0Use to show a progression or sequential steps in a task, process, or workflow. Maximizes both horizontal and vertical display space for shapes.kso_smartartTu(NŽf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0_kso_SmartArtBprocess3Use to show a progression or sequential steps in a task, process, or workflow. Maximizes both horizontal and vertical display space for shapes.kso_smartartzu(NŽf>y:NûR¡0mAzb]åO\mAN-v„ˆLÛb˜z^keš¤0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0fôO§‘Í_:Œ_br¶v„Q…èQs|û€N
f/e¹TbÐR¨0îUse to show a progression or sequential steps in a task, process, or workflow. Maximizes both horizontal and vertical display space for shapes. Places more emphasis on the interrelationships among the shapes than on direction or movement.kso_smartart\u(NŽf>y:ˆLÛÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0gu(NŽg\‘Ï~§R+ 1 TŒ~§R+ 2 e‡g,0€Use to show a progression or sequential steps in a task, process, or workflow. Works best with minimal Level 1 and Level 2 text.kso_smartartºu(NŽf>y:NûR¡0mAzb]åO\mAN-‹R¿TN
v„ˆLÛbkeš¤0RMN”ˆL~§R+ 1 e‡g,v„kÏNˆLýN{­Y4N
v„gÐNp¹vø[ù^”0gu(NŽg\‘Ïv„e‡g,0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show a progression or steps that trend upward in a task, process, or workflow. Each of the first five lines of Level 1 text corresponds to a point on the arrow. Works best with minimal text. Unused text does not appear, but remains available if you switch layouts.kso_smartart¬u(NŽf>y:~ÄbNN*`;]åO\mAv„QàN*mAzv„ˆLÛ0N_u(NŽoy:[ùkԏÇz0~§R+ 1 e‡g,N]æO§v„{,NN*{­Y4_br¶vø[ù^”ÿ€~§R+ 2 e‡g,NST+~§R+ 1 e‡g,v„kÏN*_br¶v„l4^s[Pkeš¤vø[ù^”01Use to show a progression through several processes that make up an overall workflow. Also works for illustrating contrasting processes. The Level 1 text corresponds to the first arrow shape on the left, while the Level 2 text corresponds to horizontal sub-steps for each shape that contains Level 1 text.kso_smartartœu(NŽf>y:ˆLÛ0eåzˆhÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤ÿbu(NŽ_:ŒÐR¨be¹T0Sïu(NŽ_:Œ_YË_br¶N-v„Oá`o0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0áUse to show a progression, a timeline, or sequential steps in a task, process, or workflow, or to emphasize movement or direction. Can be used to emphasize information in the starting shape. Works best with Level 1 text only.kso_smartart`u(NŽf>y:ˆLÛ0eåzˆhÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0u(NŽoy:~§R+ 1 TŒ~§R+ 2 e‡g,0–Use to show a progression, a timeline, or sequential steps in a task, process, or workflow. Works well for illustrating both Level 1 and Level 2 text.kso_smartartšu(NŽf>y:ˆLÛ0eåzˆhÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤ÿb€u(NŽ_:ŒÐR¨be¹T0~§R+ 1 e‡g,f>y:W({­Y4_br¶Q…èÿ€~§R+ 2 e‡g,f>y:W({­Y4_br¶v„Ne¹0ÝUse to show a progression; a timeline; sequential steps in a task, process, or workflow; or to emphasize movement or direction. Level 1 text appears inside an arrow shape while Level 2 text appears below the arrow shapes.kso_smartart8u(NŽc	˜z^f>y:N|ûRVþrG0‰†vÖ^•‰Òv„e¹hFSïST+\‘Ïe‡g,0rUse to show a sequential series of pictures. The box covering the bottom corner can contain small amounts of text.kso_smartarthu(NŽf>y:N|ûRN‹NöbeåzˆhOá`o0~§R+ 1 e‡g,f>y:W(ƒY'v„W_beO¹0~§R+ 2 e‡g,f>y:W(ƒ\v„W_beO¹0¢Use to show a series of events or timeline information. Level 1 text appears next to larger circular shapes. Level 2 text appears next to smaller circular shapes.kso_smartart<u(NŽNÎN
R0Nf>y:N|ûRVþrGÿ~§R+ 1  e‡g,W(TN*VþrGeO¹0RUse to show a series of pictures from top to bottom with Level 1 text beside each.kso_smartart:u(NŽNÎN
R0Nf>y:N|ûRVþrG0e‡g,Sïf>y:W(VþrGv„SóO§b]æO§0rUse to show a series of pictures from top to bottom. Text appears alternately on the right or left of the picture.kso_smartartTu(NŽ^vc’f>y:N|ûRVþrG0~§R+ 1 e‡g,f>y:W(VþrG˜vèÿ~§R+ 2 e‡g,f>y:W(VþrGNe¹0‚Use to show a series of pictures side by side. Level 1 text covers the top of the picture. Level 2 text appears below the picture.kso_smartartnu(NŽf>y:RR+g	rìzËh˜˜TŒcϏðv„N|ûRVþrG0~§R+ 1 e‡g,f>y:W(VþrGN
e¹v„e¹hFN-ÿ~§R+ 2 e‡g,f>y:W(VþrGNe¹0«Use to show a series of pictures that each have their own title and description. Level 1 text appears in the box above the picture. Level 2 text appears below the picture.kso_smartartBu(NŽf>y:N|ûRVþrG0NN*SJfhF‰†vÖVþrGNèÿST+b@g	~§R+v„e‡g,0Use to show a series of pictures. A semi-transparent box covers the lower portion of the picture and contains all levels of text.kso_smartartzu(NŽf>y:N|ûRVþrG0SïST+gYQkN*~§R+ 1 v„VþrG0g*Ou(v„e‡g,TŒVþrGN
f>y:ÿOFW(Rcb^\@eöNÍSïu(0u(NŽ\‘Ïe‡g,v„`ÅQµ0ÆUse to show a series of pictures. Can contain up to eight Level 1 pictures. Unused text and pictures do not appear, but remain available if you switch layouts. Works best with small amounts of text.kso_smartartdu(NŽf>y:N|ûRVþrG0~§R+ 1 e‡g,f>y:W(TN*VþrGv„N
e¹0~§R+ 2 e‡g,f>y:W(O§—bÿ^vNVþrGz
g	‘ÍSà0’Use to show a series of pictures. Level 1 text appears above each picture. Level 2 text appears to the side and slightly overlapping each picture.kso_smartart2u(NŽf>y:N|ûRVþrG0‰†vÖ^•‰Òv„e¹hFSïST+\‘Ïe‡g,0gUse to show a series of pictures. The box covering the bottom corner can contain small amounts of text.kso_smartart:u(NŽf>y:N|ûRVþrG0h˜˜TŒcϏðf>y:W(kÏ_ VþrGv„hlè_br¶N-0iUse to show a series of pictures. The title and description appear in a callout shape under each picture.kso_smartart„u(NŽf>y:N|ûRkeš¤ÿNWv„Q…薏kÏN*keš¤Xž0–PNŽNN*~§R+ 1 keš¤OFeà–PN*~§R+ 2 ˜yvî0NY'‘Ï~§R+ 2 e‡g,NwOu(eöeHgœgOs0ÄUse to show a series of steps, with the interior of the circle increasing with each step. Limited to seven Level 1 steps but unlimited Level 2 items. Works well with large amounts of Level 2 text.kso_smartart<u(NŽf>y:N|ûRQv[ù^”v„~§R+ 1 h˜˜eËQeN-_Ãv„Y¾N”N*VþrG0nUse to show a series of up to five pictures with corresponding Level 1 captions that spiral in to the center. kso_smartartLu(NŽf>y:N~Ä^&e‡g,v„VþrG0[ù^”v„e‡g,f>y:W(\EN-v„WQ…ÿVþPÏSïNåNÎ]æR0Sóf>y:0ŽUse to show a set of pictures with text. The corresponding text appears in the central circles with the images alternating from left to right.kso_smartart¦u(NŽf>y:eåzˆhÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0gu(NŽ~§R+ 1 e‡g,ÿVàN:~§R+ 1 e‡g,v„kÏNˆLWG\f>y:W({­Y4_br¶v„Q…è0~§R+ 2 e‡g,Rf>y:W({­Y4_br¶v„Yè0ØUse to show a timeline or sequential steps in a task, process, or workflow. Works best with Level 1 text because each line of Level 1 text appears inside the arrow shape. Level 2 text appears outside the arrow shape.kso_smartart:u(NŽc	SG^f>y:N|ûR^&g	cϏð`'e‡[Wv„VþrG0u(NŽ\‘Ïe‡g,0jUse to show an ascending series of pictures with descriptive text. Works best with a small amount of text.kso_smartart$u(NŽc	SG^f>y:N|ûRkeš¤bOá`oRˆh0AUse to show an ascending series of steps or lists of information.kso_smartart¶u(NŽf>y:‘ÍSàQs|ûÿNåSÊ_ªs¯N-NN-_ÉÂp¹v„Qs|û0{,NˆL~§R+ 1 e‡g,NN-_Ã_br¶vø[ù^”ÿ~§R+ 2 e‡g,v„ˆLNs¯~Õv„W_bvø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(04Use to show both overlapping relationships and the relationship to a central idea in a cycle. The first line of Level 1 text corresponds to the central shape and the lines of Level 2 text correspond to the surrounding circular shapes. Unused text does not appear, but remains available if you switch layouts.kso_smartartÈu(NŽf>y:ST+Qs|û0RMN	ˆL~§R+ 1 e‡g,v„kψLý[ù^”NŽ_br¶N-v„]æN
O§e‡g,ÿ~§R+ 2 e‡g,ˆL[ù^”NŽƒ\v„_br¶0gu(NŽg\‘Ïv„~§R+ 2 e‡g,ˆL0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(02Use to show containment relationships. Each of the first three lines of Level 1 text correspond to the upper left text in the shapes, and Level 2 text corresponds to the smaller shapes. Works best with minimal Level 2 lines of text. Unused text does not appear, but remains available if you switch layouts.kso_smartartˆu(NŽf>y:ST+Qs|û0R~§Qs|ûbR\BQs|û0RMN”ˆL~§R+ 1 e‡g,NgÐNW_bvøQs€T0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ÐUse to show containment, gradations, or hierarchical relationships. The first five lines of Level 1 text are associated with a circle. Unused text does not appear, but remains available if you switch layouts.kso_smartart¶u(NŽf>y:ST+Qs|û0kÔO‹Qs|ûbN’ÞQs|û0RMN]ˆL~§R+ 1 e‡g,W(N	‰Ò_bN-f>y:0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0úUse to show containment, proportional, or interconnected relationships. The first nine lines of Level 1 text appear in the triangular shapes. Unused text does not appear, but remains available if you switch layouts. Works best with Level 1 text only.kso_smartartÄu(NŽf>y:NN-_Ãg„`bN;˜˜vøQsv„epcn0gN
\Bv„~§R+ 1 e‡g,\EN-f>y:0~§R+ 2 e‡g,f>y:W(ThVôv„_br¶N-0SïST+gYNN*~§R+ 2 _br¶0g*Ou(v„e‡g,N
f>y:ÿOFW(Rcb^\@eöNÍSïu(0u(NŽ\‘Ïe‡g,v„`ÅQµ0*Use to show data that relates to a central idea or theme. The top Level 1 text appears in the center. Level 2 text appears in surrounding shapes. Can contain up to seven Level 2 shapes. Unused text does not appear, but remains available if you switch layouts. Works best with small amounts of text.kso_smartartšu(NŽf>y:Qwg	gÐN›€T|ûv„vøQsi‚_õb[ùkÔi‚_õ(Y‚[ùzËR›‘Ï)0RMN$ˆL~§R+ 1 e‡g,u(NŽ{­Y4N-v„e‡g,0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ðUse to show either related or contrasting concepts with some connection, such as opposing forces. The first two lines of Level 1 text are used for text in the arrows. Unused text does not appear, but remains available if you switch layouts.kso_smartartfu(NŽf>y:{IP<v„R~ÄOá`obvøQsOá`o0{,NˆL~§R+ 1 e‡g,N˜v\B_br¶vø[ù^”ÿQv~§R+ 2 e‡g,u(NŽT~íRˆh0­Use to show grouped or related information of equal value. The first Level 1 line of text corresponds to the top shape and its Level 2 text is used for the subsequent lists.kso_smartart2u(NŽf>y:{IP<v„R~ÄOá`obvøQsOá`o0u(NŽY'‘Ïe‡g,0aUse to show grouped or related information of equal value. Works well with large amounts of text.kso_smartartŒu(NŽf>y:R~ÄOá`obvøQsOá`o0N
‰Òv„\_br¶u(NŽST+VþrG0_:Œ~§R+ 2 e‡g,N~§R+ 1 e‡g,v„[ùkÔÿ[ùNŽY'‘Ïv„~§R+ 2 e‡g,ÿÙf/N*N
•v„	bé0ÖUse to show grouped or related information. The small shapes on the upper corners are designed to contain pictures. Emphasizes Level 2 text over Level 1 text, and is a good choice for large amounts of Level 2 text.kso_smartartÌu(NŽf>y:Oá`o~ÄTŒOá`o[P~Äÿb€NûR¡0mAzb]åO\mAN-v„keš¤TŒ[Pkeš¤0~§R+ 1 e‡g,N˜v\Bl4^s_br¶vø[ù^”ÿ~§R+ 2 e‡g,RNkÏN*vøQs˜v\B_br¶Nv„W‚vô[Pkeš¤vø[ù^”0u(NŽ_:Œ[P~Äb[Pkeš¤0R\BOá`obYOá`oRˆh0mUse to show groups and sub-groups of information, or steps and sub-steps in a task, process, or workflow. Level 1 text corresponds to the top level horizontal shapes, and Level 2 text corresponds to vertical sub-steps under each related top level shape. Works well for emphasizing sub-groups or sub-steps, hierarchical information, or multiple lists of information.kso_smartartJu(NŽf>y:NÎN
R0Ng„^úv„Oá`o~ÄÿNåSÊkÏN*~ÄQ…v„\Bk!~Óg„0kd^\@N
ST+Þc¥~¿0‘Use to show groups of information built from top to bottom, and the hierarchies within each group. This layout does not contain connecting lines.kso_smartartPu(NŽf>y:Oá`o~Äÿb€NûR¡0mAzb]åO\mAN-v„˜z^keš¤0_:ŒOá`o~ÄNK•ôv„N¤N’bQs|û0£Use to show groups of information or sequential steps in a task, process, or workflow. Emphasizes the interaction or relationships among the groups of information.kso_smartart’u(NŽf>y:Oá`o~Äÿb€NûR¡0mAzb]åO\mAN-v„keš¤0W_bST+~§R+ 1 e‡g,ÿvø^”v„wé_bST+~§R+ 2 e‡g,0u(NŽY'‘ϋæ~ÆOá`oTŒg\‘Ïv„~§R+ 1 e‡g,0âUse to show groups of information or steps in a task, process, or workflow. Circular shapes contain Level 1 text, and the corresponding rectangles contain Level 2 text. Works well for numerous details and minimal Level 1 text.kso_smartart~u(NŽf>y:Oá`o~Äÿb€NûR¡0mAzb]åO\mAN-v„keš¤0u(NŽY'‘Ï~§R+ 2 e‡g,0[ùNŽST+NN*N;p¹TŒYN*[Pp¹v„e‡g,ÿÙf/N*N
•v„	bé0¼Use to show groups of information or steps in a task, process, or workflow. Works well with large amounts of Level 2 text. A good choice for text with a main point and multiple sub-points.kso_smartart&u(NŽf>y:N’ÞOá`o~Ä0W_bu(NŽST+VþrG0gUse to show groups of interconnected information. The circular shapes are designed to contain pictures.kso_smartartRu(NŽf>y:vøQs‰Âp¹v„~ÄbOá`oRˆh0e‡g,_br¶v„šØ^¦c	˜z^QÏÿ~§R+ 1 e‡g,W‚vôf>y:0—Use to show groups of related ideas or lists of information. The text shapes decrease in height sequentially, and the Level 1 text displays vertically.kso_smartartNu(NŽf>y:~Ä~ÇN-v„R\BOá`obN
N~§Qs|û0kd^\@ST+…R©_br¶TŒ~Ä~Ç~Óg„Vþ`¬c^\@0¶Use to show hierarchical information horizontally or reporting relationships in an organization. The assistant shape and the Org Chart hanging layouts are available with this layout.kso_smartartPu(NŽf>y:~Ä~ÇN-v„R\BOá`obN
N~§Qs|û0VþrGf>y:W(W_bN-ÿ[ù^”v„e‡g,f>y:W(VþrGeÁ0£Use to show hierarchical information or reporting relationships in an organization. Pictures appear in circles and corresponding text appears next to the pictures.kso_smartartNu(NŽf>y:~Ä~ÇN-v„R\BOá`obN
N~§Qs|û0kd^\@ST+…R©_br¶TŒ~Ä~Ç~Óg„Vþ`¬c^\@0©Use to show hierarchical information or reporting relationships in an organization. The assistant shape and the Org Chart hanging layouts are available with this layout.kso_smartartLu(NŽf>y:~Ä~ÇN-v„R\BOá`obb¥TJQs|û0kd^\@ST+…R©_br¶TŒ~Ä~Ç~Óg„Vþ`¬c^\@0§Use to show hierarchical information or reporting relationships in an organization. The assistant shapes and Org Chart hanging layouts are available with this layout. kso_smartart|u(NŽf>y:~Ä~ÇN-v„R\BOá`obb¥TJQs|û0‰W(h˜˜hFN-“Qee‡g,ÿ‹÷vôc¥W(ƒ\v„wé_bN-•.Qe0kd^\@ST+…R©_br¶TŒ~Ä~Ç~Óg„Vþ`¬c^\@0õUse to show hierarchical information or reporting relationships in an organization. To enter text in the title box, type directly in the smaller rectangular shape. The assistant shape and Org Chart hanging layouts are available with this layout.kso_smartart<u(NŽf>y:~ÄNK•ôv„\Bk!Qs|ûÛ0ØSïu(NŽ[ùOá`oR~ÄbRQúOá`o0pUse to show hierarchical relationships progressing across groups. Can also be used to group or list information.kso_smartart¤u(NŽNÎN
R0NTŒc	\BR~Äe¹_f>y:\Bk!~Óg„Qs|ûÛ0_:Œh˜˜b~§R+ 1 e‡g,0~§R+ 1 e‡g,v„{,NˆLf>y:W(‹å\Bk!~Óg„_YËYv„_br¶N-ÿQvb@g	T~íˆLWG\f>y:W(•wé_bv„]æO§00Use to show hierarchical relationships progressing from top to bottom and grouped hierarchically. Emphasizes heading or level 1 text. The first line of Level 1 text appears in the shape at the beginning of the hierarchy, and all subsequent lines of Level 1 text appear to the left of the long rectangles.kso_smartartu(NŽNÎN
R0Nf>y:\Bk!Qs|ûÛ0FUse to show hierarchical relationships progressing from top to bottom.kso_smartart¶u(NŽNål4^sÛTŒc	\BR~Äe¹_f>y:\Bk!~Óg„Qs|û0_:Œh˜˜b~§R+ 1 e‡g,0~§R+ 1 e‡g,v„{,NˆLf>y:W(‹å\Bk!~Óg„_YËYv„_br¶N-ÿ{,NŒˆLTŒ~§R+ 1 e‡g,v„b@g	T~íˆLýf>y:W(šØwé_bv„˜vè08Use to show hierarchical relationships progressing horizontally and grouped hierarchically. Emphasizes heading or level 1 text. The first line of Level 1 text appears in the shape at the beginning of the hierarchy, and the second and all subsequent lines of Level 1 text appear at the top of the tall rectangles.kso_smartart(u(NŽl4^sf>y:\Bk!Qs|ûÛ0u(NŽQ³{Vh0_Use to show hierarchical relationships progressing horizontally. Works well for decision trees.kso_smartartÊu(NŽf>y:SUrìv„èRY‚OU_bbNN*etOS0RMNˆL~§R+ 1 e‡g,NWGSR^v„iT_bb™|_bvø[ù^”0™–ˆL~§R+ 1 e‡g,_br¶f>y:W(QvOY™|_bv„YèÿNåˆhy:_:Œ0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0(Use to show how individual parts form a whole. The first seven lines of Level 1 text correspond to the evenly distributed wedge or pie shapes. The top Level 1 text shape appears outside of the rest of the pie for emphasis. Unused text does not appear, but remains available if you switch layouts.kso_smartartVu(NŽf>y:€ZTR0NN*N-_Ãp¹v„‰Âp¹bi‚_õ0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0bUse to show ideas or concepts that converge to a central point. Works best with Level 1 text only.kso_smartartZu(NŽf>y:NÎNN*N-_Ãn^öO8€gev„‰Âp¹bi‚_õ0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0mUse to show ideas or concepts that progress outward from a central source. Works best with Level 1 text only.kso_smartartŒu(NŽf>y:oy:mAzb]åO\mAv„Oá`o0~§R+ 1 e‡g,f>y:W(W_bN-ÿ~§R+ 2 e‡g,f>y:W({­Y4_br¶N-0gu(NŽg\‘Ïv„e‡g,NåSʉ_:ŒÐR¨be¹Tv„`ÅQµ0ÙUse to show information illustrating a process or workflow. Level 1 text appears in the circular shapes and Level 2 text appears in the arrow shapes. Works best for minimal text and to emphasize movement or direction.kso_smartartÄu(NŽf>y:N’vø}'[ÆQs€Tv„‰Âp¹0~§R+ 1 e‡g,RMN	ˆLv„kÏNˆLWGNgÐNŸn_br¶vø[ù^”ÿ^vNQv[ù^”v„~§R+ 2 e‡g,Of>y:W(Ÿn_br¶eO¹v„wé_bN-0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show interlocking ideas. Each of the first three lines of Level 1 text corresponds to a gear shape, and their corresponding Level 2 text appears in rectangles next to the gear shape. Unused text does not appear, but remains available if you switch layouts.kso_smartartªu(NŽf>y:vøQsv„Oá`ob‘ÍSàv„Oá`o0RMNˆL~§R+ 1 e‡g,v„kÏNˆLWGW(wé_bN-f>y:0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0u(NŽ~§R+ 1 TŒ~§R+ 2 e‡g,0ýUse to show interrelated or overlapping information. Each of the first seven lines of Level 1 text appears in the rectangular shape. Unused text does not appear, but remains available if you switch layouts. Works well with both Level 1 and Level 2 text.kso_smartartXu(NŽl4^sf>y:Y'‘Ï\Bk!~Óg„Qs|ûv„Û0\Bk!~Óg„v„g˜v\BW‚vôf>y:0‹å^\@e/cY~§R+\Bk!~Óg„0´Use to show large amounts of hierarchical information progressing horizontally. The top of the hierarchy is displayed vertically. This layout supports many levels in the hierarchy.kso_smartartRu(NŽf>y:RRN:|{R+TŒ[P|{R+v„Y'‘Ïe‡g,0u(NŽY~§R+e‡g,0vøT~§R+v„e‡g,u(~¿gaR–”0£Use to show large amounts of text divided into categories and subcategories. Works well with multiple levels of text. Text at the same level is separated by lines.kso_smartartbu(NŽf>y:c	|{R+RRv„Oá`oRˆh0~§R+ 2 e‡g,f>y:W(ƒ\v„e¹_beÁ0u(NŽg	Y'‘Ï~§R+ 2 e‡g,v„`ÅQµ0›Use to show lists of information divided into categories. Level 2 text appears beside a small square shape. Works well with large amounts of Level 2 text. kso_smartart\u(NŽf>y:kÏN*~§R+ 2 e‡g,ýg	‘Íp¹VþrGv„Oá`oRˆh0~§R+ 1 e‡g,f>y:W(RˆhN
èv„rìzËe¹hFN-0ŽUse to show lists of information with an accent picture for each Level 2 text. Level 1 text displays in a separate box at the top of the list.kso_smartartŽu(NŽf>y:Oá`oRˆh0~§R+ 2 e‡g,f>y:W(W‚vô V W‹N
v„wé_bN-0W(~§R+ 1 e‡g,N
_:Œ~§R+ 2 e‡g,ÿ[ùNŽN-{I‘Ï~§R+ 2 e‡g,ge‹ôf/N
•v„	bé0ÈUse to show lists of information. Level 2 text appears in rectangular shapes over vertical chevrons. Emphasizes Level 2 text over Level 1 text, and is a good choice for medium amounts of Level 2 text.kso_smartart˜u(NŽf>y:YN*Oá`o~Äÿb€NûR¡0mAzb]åO\mAN-v„keš¤TŒ[Pkeš¤0~§R+ 1 e‡g,N˜v\Bl4^s_br¶vø[ù^”ÿ~§R+ 2 e‡g,RNkÏN*vøQs˜v\B_br¶Nv„W‚vô[Pkeš¤vø[ù^”0ðUse to show multiple groups of information or steps and sub-steps in a task, process, or workflow. Level 1 text corresponds to the top horizontal shapes, and Level 2 text corresponds to vertical sub-steps under each related top level shape.kso_smartartFu(NŽf>y:—^g	^Oá`oWWb€R~ÄOá`oWW0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0}Use to show non-sequential or grouped blocks of information. Maximizes both horizontal and vertical display space for shapes.kso_smartart6u(NŽf>y:—^g	^Oá`oWWbR~ÄOá`oWW0\W_bu(NŽST+VþrG0pUse to show non-sequential or grouped blocks of information. The small circles are designed to contain pictures.kso_smartart~u(NŽf>y:—^g	^Oá`oWWbR~ÄOá`oWW0\W_bu(NŽST+VþrG0u(NŽoy:~§R+ 1 TŒ~§R+ 2 e‡g,0SïgY'S_br¶v„l4^sTŒW‚vôf>y:zz•ô0ôUse to show non-sequential or grouped blocks of information. The small circular shapes are designed to contain pictures. Works well for illustrating both Level 1 and Level 2 text. Maximizes both horizontal and vertical display space for shapes.kso_smartart:u(NŽf>y:—^g	^Oá`oWWbR~ÄOá`oWW0]æO§\_br¶u(NŽ[Xe>VþrG0{Use to show non-sequential or grouped blocks of information. The small shapes on the left are designed to contain pictures.kso_smartartnu(NŽf>y:—^g	^Oá`oWWbR~ÄOá`oWW0˜v\B_br¶SïNåST+VþrGÿ^vNVþrGv„‘͉`'Y'NŽe‡g,0u(NŽ^&{€wíe‡g,˜˜y:v„VþrG0ÅUse to show non-sequential or grouped blocks of information. The top shapes are designed to contain pictures and pictures are emphasized over text. Works well for pictures with short text captions.kso_smartartBu(NŽf>y:—^g	^Oá`oWWbR~ÄOá`oWW0u(NŽh˜˜ƒ•v„Rˆhb˜v\BOá`o0~Use to show non-sequential or grouped blocks of information. Works well for lists with long headings or top level information.kso_smartartDu(NŽf>y:—^g	^Oá`obR~ÄOá`oÿ^v_:ŒvøQsVþrG0˜v\B_br¶u(NŽST+VþrG0ˆUse to show non-sequential or grouped information with an emphasis on related pictures. The top shapes are designed to contain pictures.kso_smartartTu(NŽf>y:—^˜z^bR~ÄOá`oRˆh0u(NŽY'‘Ïe‡g,0etN*e‡g,_:Œ~§R+NôÿNeàe¹T`'T+a0©Use to show non-sequential or grouped lists of information. Works well with large amounts of text. All text has the same level of emphasis, and direction is not implied.kso_smartartîu(NŽf>y:‘ÍSàQs|ûbN’ÞQs|û0RMNˆL~§R+ 1 e‡g,[ù^”NŽNN*W_b0Y‚gœg	VۈLb\NŽVۈLv„~§R+ 1 e‡g,ÿRe‡g,OOMNŽW_bQ…è0Y‚gœg	YNŽVۈLv„~§R+ 1 e‡g,ÿRe‡g,OOMNŽW_bYè0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0kUse to show overlapping or interconnected relationships. The first seven lines of Level 1 text correspond with a circle. If there are four or fewer lines of Level 1 text, the text is inside the circles. If there are more than four lines of Level 1 text, the text is outside of the circles. Unused text does not appear, but remains available if you switch layouts.kso_smartartJu(NŽf>y:^RN-v„‘ÍSàQs|û0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0WUse to show overlapping relationships in a sequence. Works best with Level 1 text only.kso_smartart¸u(NŽf>y:‘ÍSàQs|û0u(NŽ_:ŒXž•bnSØ0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0RMNˆL~§R+ 1 e‡g,[ù^”NŽNN*W_b0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show overlapping relationships. A good choice for emphasizing growth or gradation. Works best with Level 1 text only. The first seven lines of Level 1 text correspond to a circular shape. Unused text does not appear, but remains available if you switch layouts.kso_smartartLu(NŽW(e¹_bQh<N-f>y:VþrG^\@0u(NŽ\‘Ï~§R+ 1 e‡g,f>y:W(VþrGN
e¹v„`ÅQµ0zUse to show pictures laid out on a square grid. Best with a small amount of Level 1 text, which appears above the picture.kso_smartartRu(NŽf>y:ST+Qs€TcϏð`'e‡g,v„VþrG0\Qm¹_bcfVþrGTŒe‡g,[ù0u(NŽ\‘Ïe‡g,v„`ÅQµ0Use to show pictures with associated descriptive text. Small hexagons indicate the picture and text pair. Works best with small amounts of text.kso_smartart8u(NŽf>y:W(Vþe‡hFN-f>y:v„Qwg	[ù^”v„~§R+ 1 e‡g,v„VþrG0JUse to show pictures with corresponding Level 1 text displayed in a frame.kso_smartartJu(NŽf>y:Qwg	‹ôfe‡g,v„VþrG0~§R+ 2 e‡g,Sïf>y:Oá`oRˆh0u(NŽY'‘Ïe‡g,0ƒUse to show pictures with explanatory text. Level 2 text can display lists of information. Works well with a large amount of  text.kso_smartartZu(NŽf>y:Qwg	Y~§R+e‡g,v„VþrG0u(NŽQwg	\‘Ï~§R+ 1 e‡g,TŒN-{Iep‘Ï~§R+ 2 e‡g,v„`ÅQµ0‡Use to show pictures with multiple levels of text.  Works best with a small amount of Level 1 text and a medium amount of Level 2 text.kso_smartartŠu(NŽf>y:kÔO‹Qs|û0N’ÞQs|ûb\Bk!Qs|ûÿgY'v„èRnNŽ^•èÿTN
nz„0~§R+ 1 e‡g,f>y:W(hñ•%kµN-ÿ~§R+ 2 e‡g,f>y:W(kÏN*kµeO¹v„_br¶N-0êUse to show proportional, interconnected, or hierarchical relationships with the largest component on the bottom and narrowing up. Level 1 text appears in the pyramid segments and Level 2 text appears in shapes alongside each segment.kso_smartartŠu(NŽf>y:kÔO‹Qs|û0N’ÞQs|ûb\Bk!Qs|ûÿgY'v„èRnNŽ˜vzïÿTNnz„0~§R+ 1 e‡g,f>y:W(hñ•%kµN-ÿ~§R+ 2 e‡g,f>y:W(kÏN*kµeO¹v„_br¶N-0éUse to show proportional, interconnected, or hierarchical relationships with the largest component on the top and narrowing down. Level 1 text appears in the pyramid segments and Level 2 text appears in shapes alongside each segment.kso_smartartHu(NŽf>y:kÔO‹Qs|û0N’ÞQs|ûbR\BQs|û0e‡g,f>y:W(hñ•%_b€Ìfo˜vzïv„wé_bN-0‘Use to show proportional, interconnected, or hierarchical relationships. Text appears in the rectangular shapes on top of the pyramid background.kso_smartartºu(NŽf>y:_ªs¯N-NN-_ÉÂp¹v„i‚_õQs|ûb~ÄbQs|û0{,NˆL~§R+ 1 e‡g,NN-_ÃW_bvø[ù^”ÿ~§R+ 2 v„TˆLe‡g,RNs¯~Õv„wé_bvø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(04Use to show relationships of concepts or components to a central idea in a cycle. The first line of Level 1 text corresponds to the central circular shape and the lines of Level 2 text correspond to the surrounding rectangular shapes. Unused text does not appear, but remains available if you switch layouts.kso_smartartzu(NŽf>y:_ªs¯N-NN-_ÉÂp¹v„Qs|û0N-_Ã_br¶SïST+VþrG0\WN-f>y:RMN”ˆL~§R+ 1 e‡g,ÿ\WeO¹f>y:b@g	vøQsv„~§R+ 2 e‡g,0ÔUse to show relationships to a central idea in a cycle. The center shape can contain a picture. Level 1 text appears in the smaller circles and any related Level 2 text appears to the side of the smaller circles.kso_smartart¢u(NŽf>y:_ªs¯N-NN-_ÉÂp¹v„Qs|û0{,NˆL~§R+ 1 e‡g,NN-_ÃW_bvø[ù^”0_:Œs¯~Õv„W_bÿ€N
f/N-_ÉÂp¹0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show relationships to a central idea in a cycle. The first Level 1 line of text corresponds to the central circular shape. Emphasizes the surrounding circles rather than the central idea. Unused text does not appear, but remains available if you switch layouts.kso_smartartRu(NŽf>y:mAzN-Þ~íN‘ÍSàv„keš¤0–PNŽN”N*~§R+ 1 ˜yvî0~§R+ 2 SïST+Y'‘Ïe‡g,0„Use to show sequential and overlapping steps in a process. Limited to five Level 1 items. Level 2 can contain large amounts of text.kso_smartartVu(NŽf>y:kÏN*˜yvî^&e/ce‡g,v„Þ~í˜yvî0kdVþˆhW(N\‘Ï~§R+ 1 e‡g,NwOu(eöeHgœgOs0|Use to show sequential items with supporting text for each item. This diagram works best with small amounts of Level 1 text.kso_smartartfu(NŽf>y:˜z^bR~Äepcn0u(NŽ~§R+ 1 e‡g,(f>y:W(ƒY'v„W_beO¹)0ƒON~§R+v„e‡g,N參\v„W_bR–”0´Use to show sequential or grouped data. Works best for Level 1 text, which displays next to a large circular shape. Lower levels of text are separated with smaller circular shapes.kso_smartart`u(NŽf>y:NûR¡0mAzb]åO\mAN-v„˜z^keš¤ÿbu(NŽf>y:eåzˆhOá`o0u(NŽ~§R+ 1 TŒ~§R+ 2 e‡g,0Use to show sequential steps in a task, process, or workflow, or to show timeline information. Works well with both Level 1 and Level 2 text.kso_smartartDu(NŽf>y:NûR¡0mAzb]åO\mAN-v„˜z^keš¤0€ÌfoN-v„wé_bSïu(NŽST+VþrG0ˆUse to show sequential steps in a task, process, or workflow. The rectangular shapes in the background are designed to contain pictures.kso_smartart|u(NŽf>y:cϏð‹¡Rb~Ógœv„˜z^keš¤bNûR¡0gTNˆL~§R+ 1 e‡g,W({­Y4Tf>y:0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0Use to show sequential steps or tasks that depict a plan or result. The last Level 1 line of text appears after the arrow. Works best with Level 1 text only.kso_smartart‚u(NŽf>y:cϏð‹¡Rb~Ógœv„˜z^keš¤bNûR¡0gTNˆL~§R+ 1 e‡g,W({IS÷(=)Tf>y:0NÅW(N~§R+ 1 e‡g,NwOu(eöbM€ý¾R0gOseHgœ0¦Use to show sequential steps or tasks that depict a plan or result. The last Level 1 line of text appears after the equals sign (=).Works best with Level 1 text only.kso_smartartbu(NŽf>y:YN*Oá`o~ÄÿryR+f/^&g	Y'‘Ï~§R+ 2 e‡g,v„~Ä0[ùNŽ^&˜yvî{&S÷v„Oá`oRˆhÿÙf/N*N
•v„	bé0‘Use to show several groups of information, especially groups with large amounts of Level 2 text. A good choice for bulleted lists of information.kso_smartart\u(NŽf>y:kÏN*™|VþbG—bv„mAzN-v„keš¤ÿkÏN*™|VþbG—b\:[øXžN:NN*_br¶0~§R+ 1 e‡g,W‚vôf>y:0|Use to show steps in a process with each pie slice increasing in size up to seven shapes.  Level 1 text displays vertically.kso_smartartÖu(NŽf>y:Oá`ov„{[	ÿb€YN*èRY‚OUT^vN:NN*etOS0SïST+gYVۈL~§R+ 1 e‡g,ÿÙVۈL~§R+ 1 e‡g,v„gTNˆLf>y:W(oe—Ne¹ÿQvNֈLNgÐNN*W_bvø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0WUse to show the filtering of information or how parts merge into a whole. Emphasizes the final outcome. Can contain up to four lines of Level 1 text; the last of these four Level 1 text lines appears below the funnel and the other lines  correspond to a circular shape. Unused text does not appear, but remains available if you switch layouts.kso_smartart˜u(NŽf>y:l¿N$N*WPhtv„i‚_õ^\@0_:ŒSUrìv„èR€N
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Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ùUse to show the placement of concepts along two axes. Emphasizes the individual components rather than the whole. The first four lines of Level 1 text appear in the quadrants. Unused text does not appear, but remains available if you switch layouts.kso_smartartfu(NŽf>y:N$y͉Âp¹v„R)N_
0kÏN*~§R+ 1 e‡g,SïST+YN*[P~§R+0u(NŽY'‘Ïe‡g,0–PNŽN$N*~§R+ 1 ˜yvî0¤Use to show the pros and cons of  two ideas. Each Level 1 text can contain multiple sub-levels. Works well with large amounts of text. Limited to two Level 1 items.kso_smartart†u(NŽNåŒa–Pv„e¹_f>y:èRNetOSv„Qs|û0TN*Œa–PN-f>y:RMVۈL~§R+ 1 e‡g,0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ËUse to show the relationship of components to a whole in quadrants. The first four lines of Level 1 text appear in the quadrants. Unused text does not appear, but remains available if you switch layouts.kso_smartart¦u(NŽf>y:_ªs¯N-NN-_ÉÂp¹v„Qs|û0{,NˆL~§R+ 1 e‡g,NN-_Ã_br¶vø[ù^”ÿ~§R+ 2 e‡g,RNs¯~Õv„W_bvø[ù^”0g*Ou(v„e‡g,N
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Use to show the relationship to a central idea in a cycle. The first line of Level 1 text corresponds to the central shape, and its Level 2 text corresponds to the surrounding circular shapes. Unused text does not appear, but remains available if you switch layouts.kso_smartartÐu(NŽf>y:_ªs¯ˆLÛN-NN-Y.‰Âp¹v„Qs|û0~§R+ 1 e‡g,RMVۈLv„kÏNˆLWGNgÐNN*iT_bb™|_bvø[ù^”ÿ^vNkψLv„~§R+ 2 e‡g,\f>y:W(iT_bb™|_beO¹v„wé_bN-0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0<Use to show the relationship to a central idea in a cyclical progression. Each of the first four lines of Level 1 text corresponds to a wedge or pie shape, and Level 2 text appears in a rectangular shape to the side of the wedge or pie shape. Unused text does not appear, but remains available if you switch layouts.kso_smartartØu(NŽf>y:NN-_ÉÂp¹v„Qs|û0_:ŒN-_ÃWN-v„Oá`oTŒWYs¯N-v„Oá`o[ùN-_ÉÂp¹v„e/ce¹_0{,NˆL~§R+ 1 e‡g,NN-_ÃW_bvø[ù^”ÿQv~§R+ 2 e‡g,RNWv„Ys¯vø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0}Use to show the relationship to a central idea. Emphasizes both information in the center circle and how information in the outer ring of circles contributes to the central idea. The first Level 1 line of text corresponds to the central circle, and its Level 2 text corresponds to the outer ring of circles. Unused text does not appear, but remains available if you switch layouts.kso_smartart^u(NŽf>y:NN-_ÉÂp¹v„Qs|û0~§R+ 2 e‡g,Nå—^Þ~íe¹_mûR N–PNŽN”˜y0Sê€ýg	NN*~§R+ 1 ˜yvî0 Use to show the relationship to or from a central idea. Level 2 text is added non-sequentially and is limited to five items. There can only be one Level 1 item.kso_smartartªu(NŽf>y:VÛN*Œa–PNetOSNK•ôv„Qs|û0{,NˆL~§R+ 1 e‡g,NN-_Ã_br¶vø[ù^”ÿRMVۈL~§R+ 2 e‡g,R\f>y:W(Œa–PN-0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0Use to show the relationships of four quadrants to a whole. The first line of Level 1 text corresponds to the central shape, and the first four lines of Level 2 text appear in the quadrants. Unused text does not appear, but remains available if you switch layouts.kso_smartart¬u(NŽf>y:Qwg	N	N*–6kµv„mAz0–PR6N:N	N*~§R+ 1 ˜yvî0RMN$N*~§R+ 1 ˜yvîWGSïST+VÛN*~§R+ 2 ˜yvîÿN{,N	N*~§R+ 1 ˜yvîSïSbìeà–Pep‘Ïv„~§R+ 2 ˜yvî0u(NŽ\‘Ïe‡g,0üUse to show three phases of a process. Limited to three Level 1 items. The first two Level 1 items can each contain four Level 2 items, and the third Level 1 item can contain an unlimited number of Level 2 items.  Works best with small amounts of text.kso_smartart¤u(NŽf>y:N$N*[ùzËv„‰Âp¹bi‚_õ0RMN$ˆL~§R+ 1 e‡g,v„kÏNˆLýNgÐNN*{­Y4vø[ù^”ÿTu(NŽ~§R+ 2 e‡g,0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ÛUse to show two opposing ideas or concepts. Each of the first two lines of Level 1 text corresponds to an arrow and works well with Level 2 text. Unused text does not appear, but remains available if you switch layouts.kso_smartart¤u(NŽf>y:N$N*[ùzËv„‰Âp¹ÿbNÎNN*N-_Ãp¹Ry»Qúv„N$N*‰Âp¹0RMN$ˆL~§R+ 1 e‡g,v„kÏNˆLýNgÐN{­Y4vø[ù^”0g*Ou(v„e‡g,N
Of>y:ÿOFf/ÿY‚gœRcb^\@ÿÙN›e‡g,NÍ\Sïu(0ÚUse to show two opposing ideas, or ideas that diverge from a central point. Each of the first two lines of Level 1 text corresponds to an arrow. Unused text does not appear, but remains available if you switch layouts.kso_smartartru(NŽf>y:N$yÍ[ùzËb[ùkԉÂp¹0SïNåST+NN*bN$N*~§R+ 1 ˜yvî0kÏN*~§R+ 1 e‡g,SïST+YN*[P~§R+0u(NŽY'‘Ïe‡g,0«Use to show two opposing or contrasting ideas. Can have one or two Level 1 items. Each Level 1 text can contain multiple sub-levels. Works well with large amounts of text.kso_smartart¶ÇN|ûRkeš¤Sïf>y:m÷Nq‰Âp¹Y‚OU^&gev„~ßNv„vîhTŒ`ólÕ0e/c~§R+ 1 e‡g,v„YN*˜yvîÿOF{,NN*TŒgTNN*~§R+ 1 v„vø^”_br¶f/Vú[šv„0u(NŽ\‘Ï~§R+ 1 e‡g,TŒN-{I‘Ï~§R+ 2 e‡g,0"Use to show, through a series of steps, how several chaotic  ideas can result in a unified goal or idea. Supports multiple items of Level 1 text, but the first and last Level 1 corresponding shapes are fixed. Works best with small amounts of Level 1 text and medium amounts of Level 2 text.kso_smartart6SïNY'‘Ï~§R+ 2 e‡g,NwOu(ÿNåO¿f>y:–6kµN-v„ˆLÛ0LUse with large amounts of Level 2 text to show a progression through stages.kso_smartartW‚vô‘Íp¹RˆhVertical Accent Listkso_smartartW‚vô{­Y4RˆhVertical Arrow Listkso_smartartW‚vô†Ç_bmAzVertical Bending Processkso_smartart
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