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font data tables for truetype and afm computer modern fonts
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\leftanglez
\leftbrace)r   é©   z\oint)r   éI   z\prod)r   éY   z\rangle)r   é®   z\rightanglez\rightbrace)r   éª   z\sum)r   éX   z\widehat)r   éb   z
\widetilde)r   ée   z\{z\}ú{ú}z\__angbracketleft__)Úcmsy10éh   z\__angbracketright__)r   éi   z\__angbracketleftbig__z\__angbracketleftBig__)r   éD   z\__angbracketleftbigg__)r   é¿   z\__angbracketleftBigg__)r   é*   z\__angbracketrightbig__z\__angbracketrightBig__)r   éE   z\__angbracketrightbigg__)r   éÀ   z\__angbracketrightBigg__)r   é+   z\__backslashbig__)r   é²   z\__backslashBig__)r   é/   z\__backslashbigg__)r   éÂ   z\__backslashBigg__)r   é-   z\__braceleftbig__z\__braceleftBig__)r   én   z\__braceleftbigg__)r   é½   z\__braceleftBigg__)r   é(   z\__bracerightbig__z\__bracerightBig__)r   éo   z\__bracerightbigg__)r   é¾   z\__bracerightBigg__)r   é)   z\__bracketleftbig__)r   é£   z\__bracketleftBig__)r   r    z\__bracketleftbigg__)r   é"  z\__bracketleftBigg__)r   é"   z\__bracketrightbig__)r   é¤   z\__bracketrightBig__)r   r!   z\__bracketrightbigg__)r   é¸   z\__bracketrightBigg__)r   é#   z\__ceilingleftbig__)r   é§   z\__ceilingleftBig__)r   él   z\__ceilingleftbigg__)r   é»   z\__ceilingleftBigg__)r   é&   z\__ceilingrightbig__)r   é¨   z\__ceilingrightBig__)r   ém   z\__ceilingrightbigg__)r   é¼   z\__ceilingrightBigg__)r   é'   z\__floorleftbig__)r   é¥   z\__floorleftBig__)r   éj   z\__floorleftbigg__)r   é¹   z\__floorleftBigg__)r   é$   z\__floorrightbig__)r   é¦   z\__floorrightBig__)r   ék   z\__floorrightbigg__)r   éº   z\__floorrightBigg__)r   é%   z\__hatwide__z\__hatwider__)r   éc   z\__hatwidest__)r   éd   z\__parenleftbig__)r   é¡   z\__parenleftBig__)r   é³   z\__parenleftbigg__)r   éµ   z\__parenleftBigg__)r   éÃ   z\__parenrightbig__)r   é¢   z\__parenrightBig__)r   é´   z\__parenrightbigg__)r   é¶   z\__parenrightBigg__)r   é!   z\__radicalbig__z\__radicalBig__)r   éq   z\__radicalbigg__)r   ér   z\__radicalBigg__)r   és   z\__slashbig__)r   é±   z\__slashBig__)r   é.   z\__slashbigg__)r   éÁ   z\__slashBigg__)r   é,   z\__tildewide__z\__tildewider__)r   éf   z\__tildewidest__)r   ég   ú,)Úcmmi10é;   ú.)r\   é:   ú/)r\   é=   ú<)r\   é<   ú>)r\   é>   z\alpha)r\   r   z\beta)r\   é¯   z\chi)r\   r*   z\combiningrightarrowabove)r\   é~   z\delta)r\   rU   z\ell)r\   é`   z\epsilon)r\   r(   z\eta)r\   rO   z\flat)r\   r   z\frown)r\   r   z\gamma)r\   é°   z\imath)r\   é{   z\iota)r\   rP   z\jmath)r\   é|   z\kappa)r\   r3   z\lambda)r\   r6   z\leftharpoondown)r\   r1   z\leftharpoonup)r\   r.   z\mu)r\   rB   z\natural)r\   r
   z\nu)r\   rF   z\omega)r\   rQ   z\phi)r\   rW   z\pi)r\   r>   z\psi)r\   rM   z\rho)r\   r-   z\rightharpoondown)r\   r'   z\rightharpoonup)r\   r$   z\sharp)r\   r   z\sigma)r\   r0   z\smile)r\   r   z\tau)r\   r#   z\theta)r\   rL   z\triangleleft)r\   r)   z\triangleright)r\   rV   z\upsilon)r\   r&   z\varepsilon)r\   r4   z\varphi)r\   r?   z\varrho)r\   rG   z	\varsigma)r\   r;   z	\vartheta)r\   r7   z\wp)r\   é}   z\xi)r\   r:   z\zeta)r\   rK   ú!)Úcmr10rQ   ú%)rn   rG   ú&)rn   r;   ú()rn   r.   ú))rn   r1   ú+)rn   r'   ú:)rn   r_   ú;)rn   r]   ú=)rn   ra   ú?)rn   é?   ú@)rn   é@   ú[)rn   r   z\#)rn   r7   z\$)rn   rC   z\%z\Delta)rn   rN   z\Gamma)rn   rJ   z\Lambda)rn   r5   z\Omega)rn   r   z\Phi)rn   r   z\Pi)rn   rD   z\Psi)rn   r   z\Sigma)rn   r8   z\Theta)rn   r2   z\Upsilon)rn   r<   z\Xi)rn   r@   z\circumflexaccent)rn   r   z\combiningacuteaccent)rn   rP   z\combiningbreve)rn   r6   z\combiningdiaeresis)rn   éÄ   z\combiningdotabove)rn   r   z\combininggraveaccent)rn   rL   z\combiningoverline)rn   rB   z\combiningtilde)rn   rg   z\leftbracketz
\leftparenz\rightbracket)rn   r   z\rightparenz\widebarú]Ú*)r   r5   u   âˆ’)r   rJ   z
\Downarrow)r   r'   z\Im)r   ra   z
\Leftarrow)r   r.   z\Leftrightarrow)r   rX   z\P)r   rj   z\Re)r   rc   z\Rightarrow)r   r1   z\S)r   éx   z\Uparrow)r   r$   z\Updownarrow)r   r=   z\Vert)r   rE   z\aleph)r   rz   z\approx)r   r>   z\astz\asymp)r   rK   z
\backslash)r   r,   z\bigcirc)r   ri   z\bigtriangledown)r   é5   z\bigtriangleup)r   é4   z\bot)r   rx   z\bullet)r   r(   z\cap)r   r
   z\cdot)r   rN   z\circ)r   rU   z	\clubsuit)r   rk   z\cup)r   r   z\dag)r   éy   z\dashv)r   r   z\ddag)r   éz   z\diamond)r   rD   z\diamondsuit)r   rl   z\div)r   r@   z
\downarrow)r   r7   z	\emptyset)r   r]   z\equiv)r   rO   z\exists)r   é9   z\forall)r   é8   z\geq)r   r6   z\gg)r   r&   z
\heartsuit)r   rg   z\in)r   é2   z\infty)r   é1   z\lbrace)r   rY   z\lceil)r   rI   z
\leftarrow)r   rM   z\leftrightarrow)r   rC   z\leq)r   r3   z\lfloor)r   r   z\ll)r   r#   z\mid)r   rA   z\mp)r   r<   z\nabla)r   rS   z\nearrow)r   rG   z\neg)r   r_   z\ni)r   é3   z\nwarrow)r   r+   z\odot)r   rf   z\ominus)r   r   z\oplus)r   r   z\oslash)r   r   z\otimes)r   r   z\pm)r   r8   z\prec)r   rW   z\preceq)r   rB   z\prime)r   é0   z\propto)r   r)   z\rbrace)r   rZ   z\rceil)r   r   z\rfloor)r   rH   z\rightarrow)r   rQ   z\searrow)r   r;   z\sim)r   r:   z\simeq)r   r?   z\slash)r   é6   z
\spadesuit)r   r|   z\sqcap)r   éu   z\sqcup)r   ét   z\sqsubseteq)r   év   z\sqsupseteq)r   éw   z\subset)r   r-   z	\subseteq)r   rL   z\succ)r   r*   z\succeq)r   rF   z\supset)r   r0   z	\supseteq)r   rP   z\swarrow)r   rV   z\times)r   r2   )r   re   )r   r4   )r   r9   )r   r   )r   rh   )r   r   )r   r   )r   r/   )Úcmtt10r   )z\toz\topz\uparrowz\updownarrowz\uplusz\vdashz\veez\vertz\wedgez\wrz\|ú|z\_z(dict[str, tuple[str, CharacterCodeType]]Úlatex_to_bakomaÚaringéå   Úquotedblrighti   ÚVéV   ÚdollarrC   Úfourr�   ÚYacuteéÝ   ÚPéP   Ú
underscorer   Úpr	   ÚOtildeéÕ   Úperthousandi0   Úzeror‰   Údotlessii1  ÚScaroni`  Úzcaroni~  Úegraveéè   Úsectionr8   ÚIcircumflexéÎ   Úntildeéñ   Ú	ampersandr;   Ú	dotaccentiÙ  Údegreeri   ÚKr   Úacircumflexéâ   ÚAringéÅ   ÚkrE   Ú
smalltildeiÜ  ÚAgraver&   Údivideé÷   Úocircumflexéô   Ú
asciitilderg   Útwor†   ÚEr%   Úscaronia  ÚFéF   Úbracketleftr   Úasciicircumr   ÚfrY   ÚordmasculinerF   ÚmurL   Ú	paragraphrP   Úniner„   Úvr�   Úguilsingllefti9   Ú	backslashr
   ÚsixrŠ   ÚAéA   Úicircumflexéî   Úar   ÚogonekiÛ  ÚqrR   Úoacuteéó   Úograveéò   Ú	edieresiséë   ÚcommarX   Úotildeéõ   Úguillemotrightr:   Úecircumflexéê   Úgreaterre   Úuacuteéú   ÚLéL   Úbulleti"   Úcedillar6   Ú	ydieresiséÿ   Úlr9   Ú
logicalnoté¬   Ú
exclamdownrJ   Úendashi   Úagraveéà   Ú	Adieresisr|   Ú
germandblséß   Ú	OdieresiséÖ   Úspaceé    Ú
quoterighti   Úucircumflexéû   ÚGéG   Ú	quotelefti   ÚWéW   ÚQéQ   ÚgrZ   ÚwrŽ   Úquestionrx   Úoner‡   ÚringiÚ  Ú
figuredashi   ÚBéB   Úiacuteéí   Ú	Ydieresisix  ÚRéR   Úbr   ÚrrS   ÚCcedillaéÇ   Úminusi"  ÚLslashiA  ÚUacuteéÚ   Úyacuteéý   ÚUcircumflexéÛ   Úquotedblr4   Úonehalfr-   ÚThornéÞ   ÚMr   Úeightr…   Úmultiplyé×   Úgraverh   ÚOcircumflexéÔ   Úmr=   ÚUgraveéÙ   Úguilsinglrighti:   ÚNtildeéÑ   Úquestiondownr#   ÚAtilderM   Úccedillaéç   ÚZr   Ú	copyrightr   Úyenr@   ÚEacuteéÉ   ÚHéH   ÚXr   Ú	IdieresiséÏ   Úbarrk   Úhr    Úxr   Ú	udieresiséü   Úordfemininer   Ú	braceleftrj   Úmacronrf   Úatildeéã   ÚAcircumflexr*   ÚOslashéØ   ÚCéC   Úquotedbllefti   ÚSéS   ÚexclamrQ   ÚZcaroni}  Úequalra   ÚsrT   Úethéð   ÚEgraveéÈ   Úhyphenr+   ÚperiodrV   Úigraveéì   Úcolonr_   ÚEcircumflexéÊ   Ú	trademarki"!  ÚAacuterW   ÚcentrN   ÚlslashiB  ÚcrH   ÚNéN   ÚbreveiØ  ÚOacuteéÓ   Úguillemotlefté«   Únr,   Ú	idieresiséï   Ú
bracerightrl   Úsevené7   Ú	brokenbarrD   Úugraveéù   Úperiodcenteredé·   Ústerlingr2   ÚIr   ÚYr   ÚEthéÐ   Úemdashi   Úir!   Ú	daggerdbli!   Úyr‚   Ú	plusminusrU   Úlessrc   Ú	UdieresiséÜ   ÚDr"   Úfiver€   ÚTéT   Úoslashéø   ÚacuterO   ÚdrI   ÚOEiR  ÚIgraveéÌ   ÚtrŒ   Ú
parenrightr1   Ú	adieresiséä   Úquotesingler?   Útwodotenleaderi%   Úslashr)   Úellipsisi&   Ú
numbersignr7   Ú	odieresiséö   ÚOr   ÚoeiS  Úor/   Ú	EdieresiséË   Úplusr'   Údaggeri    Úthreerˆ   ÚhungarumlautiÝ  Ú	parenleftr.   ÚfractioniD   Ú
registeredr   ÚJéJ   Údieresisr<   ÚOgraveéÒ   ÚjrA   Úzrƒ   Úaeéæ   r]   rz   éÍ   rG   r   éÆ   r$   éá   éU   éé   r   éþ   r‹   )Ú	semicolonÚatÚIacuteÚpercentÚbracketrightÚAEÚasteriskÚaacuteÚUÚeacuteÚeÚthornÚuzdict[str, CharacterCodeType]Ú	type12uniú#ú$ÚAAr´  ÚBbbCi!  ÚBbbNi!  ÚBbbPi!  ÚBbbQi!  ÚBbbRi!  ÚBbbZi$!  ÚBumpeqiN"  ÚCapéÒ"  ÚColoni7"  ÚCupéÓ"  ÚDHÚDeltai”  ÚDoteqiQ"  Ú	DownarrowiÓ!  ÚEquivic"  ÚFinvi2!  ÚGameiA!  ÚGammai“  i  ÚImi!  ÚJoini*  ÚLambdai›  ÚLdshi²!  Ú	LeftarrowiÐ!  ÚLeftrightarrowiÔ!  Ú
LleftarrowiÚ!  ÚLongleftarrowiø'  ÚLongleftrightarrowiú'  ÚLongrightarrowiù'  ÚLshi°!  ÚNearrowi×!  ÚNwarrowiÖ!  ÚOmegai©  ÚPhii¦  ÚPii   ÚPsii¨  ÚQEDi"  ÚRdshi³!  ÚRei!  Ú
RightarrowiÒ!  ÚRrightarrowiÛ!  ÚRshi±!  ÚSearrowiØ!  ÚSigmai£  ÚSubsetiÐ"  ÚSupsetiÑ"  ÚSwarrowiÙ!  ÚThetai˜  ÚUparrowiÑ!  ÚUpdownarrowiÕ!  ÚUpsiloni¥  ÚVdashi©"  ÚVerti   ÚVvdashiª"  ÚXiiž  Ú_Ú__sqrt__i"  ÚaaÚaci>"  i  Úacwopencirclearrowiº!  Úadotsið"  Úalephi5!  Úalphai±  Úamalgi?*  Úanglei "  ÚapproxiH"  ÚapproxeqiJ"  ÚapproxidentiK"  ÚarceqiX"  Úasti"  rµ  ÚasympiM"  ÚbackcongiL"  Úbackepsiloniö  Ú	backprimei5   Úbacksimi="  Ú	backsimeqiÍ"  Ú	bagmemberiÿ"  i  Úbarleftarrowiä!  Úbarveei½"  Úbarwedgei¼"  Úbecausei5"  Úbetai²  Úbethi6!  Úbetweenil"  ÚbigcapiÂ"  ÚbigcirciË%  ÚbigcupiÃ"  Úbigodoti *  Úbigoplusi*  Ú	bigotimesi*  Úbigsqcupi*  Úbigstari&  Úbigtriangledowni½%  Úbigtriangleupi³%  Úbiguplusi*  ÚbigveeiÁ"  ÚbigwedgeiÀ"  Úblacksquarei %  Úblacktrianglei´%  Úblacktriangledowni¾%  ÚblacktriangleleftiÀ%  Úblacktrianglerighti¶%  Úboti¥"  ÚbowtieiÈ"  Úboxbarië%  Úboxdoti¡"  ÚboxminusiŸ"  Úboxplusiž"  Úboxtimesi "  i  r3   ÚbumpeqiO"  i'  Úcandrai  Úcapi)"  Úcarriagereturniµ!  ÚcdotiÅ"  ÚcdotpÚcdotsiï"  Úchecki  Ú	checkmarki'  ÚchiiÇ  Úcirci"  ÚcirceqiW"  ÚcirclearrowleftÚcirclearrowrighti»!  ÚcircledRÚcircledSiÈ$  Ú
circledasti›"  Úcircledcirciš"  Úcircleddashi�"  Úcircumflexaccenti  Úclubsuitic&  Úclubsuitopenig&  ÚcoloneqiT"  ÚcombiningacuteaccentÚcombiningbreveÚcombiningdiaeresisi  Úcombiningdotabovei  ÚcombiningfourdotsaboveiÜ   Úcombininggraveaccenti   ÚcombiningoverlineÚcombiningrightarrowabovei×   ÚcombiningthreedotsaboveiÛ   Úcombiningtildei  Ú
complementi"  ÚcongiE"  Úcoprodi"  Úcupi*"  Úcupdoti�"  ÚcupleftarrowiŒ"  ÚcurlyeqpreciÞ"  Úcurlyeqsucciß"  ÚcurlyveeiÎ"  Ú
curlywedgeiÏ"  Úcurvearrowlefti¶!  Úcurvearrowrighti·!  Úcwopencirclearrowi#  ÚdagÚdalethi8!  Údangeri!&  Údashleftarrowi)  Údashrightarrowi)  Údashvi£"  ÚddagÚddaggerÚddddotÚdddotÚddotÚddotsiñ"  Údeltai´  ÚdhÚdiamondiÄ"  Údiamondsuitib&  ÚdigammaiÝ  Údisiniò"  ÚdivÚdivideontimesiÇ"  ÚdotÚdoteqiP"  ÚdoteqdotÚdotminusi8"  Údotplusi"  ÚdotsÚdotsminusdotsi:"  Údoublebarwedgei#  Ú	downarrowi“!  ÚdowndownarrowsiÊ!  ÚdownharpoonleftiÃ!  ÚdownharpoonrightiÂ!  Údownzigzagarrowi¯!  Úelli!  Úemptyseti"  Úepsiloniµ  ÚeqcirciV"  ÚeqcoloniU"  Úeqdefi]"  ÚeqgtriÝ"  ÚeqlessiÜ"  ÚeqsimiB"  Ú
eqslantgtri–*  Úeqslantlessi•*  ÚequalparalleliÕ"  Úequivia"  Úetai·  Úexistsi"  ÚfallingdotseqiR"  Úflatim&  Úforalli "  ÚfrakCi-!  ÚfrakZi(!  Úfrowni"#  Úgammai³  Úgeqie"  Úgeqqig"  Úgeqslanti~*  Úggik"  ÚgggiÙ"  Úgimeli7!  ÚgnapproxiŠ*  Úgneqqii"  Úgnsimiç"  Ú	gtrapproxi†*  Úgtrdoti×"  Ú	gtreqlessiÛ"  Ú
gtreqqlessiŒ*  Úgtrlessiw"  Úgtrsimis"  ÚhatÚhbari'  Ú	heartsuitia&  Úhermitmatrixi¹"  Úhookleftarrowi©!  Úhookrightarrowiª!  Úhslashi!  Úiiiinti*  Úiiinti-"  Úiinti,"  Úimageofi·"  ÚimathÚini"  Ú	incrementi"  Úinftyi"  Úinti+"  Úintercaliº"  Úinvnoti#  Úiotai¹  ÚisinEiù"  Úisindotiõ"  Úisinobari÷"  Úisinsiô"  Úisinvbiø"  Újmathi7  i(  Úkappaiº  Úkernelcontractioni;"  Úlambdai»  Ú	lambdabari›  Úlangleiè'  Úlaspi½  ÚlbraceÚlbrackÚlceili#  ÚldotsÚleadstoiÝ!  Ú	leftarrowi�!  Úleftarrowtaili¢!  Ú	leftbraceÚleftharpoonaccentiÐ   Úleftharpoondowni½!  Úleftharpoonupi¼!  ÚleftleftarrowsiÇ!  Ú	leftparenÚleftrightarrowi”!  ÚleftrightarrowsiÆ!  ÚleftrightharpoonsiË!  Úleftrightsquigarrowi­!  Úleftsquigarrowiœ!  ÚleftthreetimesiË"  Úleqid"  Úleqqif"  Úleqslanti}*  Ú
lessapproxi…*  ÚlessdotiÖ"  Ú	lesseqgtriÚ"  Ú
lesseqqgtri‹*  Úlessgtriv"  Úlesssimir"  Úlfloori
#  Úlgroupiî'  ÚlhdiÁ%  Úllij"  Úllcorneri#  ÚllliØ"  Úlnapproxi‰*  Úlneqqih"  Úlnsimiæ"  Úlongleftarrowiõ'  Úlongleftrightarrowi÷'  Ú
longmapstoiü'  Úlongrightarrowiö'  Úlooparrowlefti«!  Úlooparrowrighti¬!  ÚlqÚlrcorneri#  ÚltimesiÉ"  Úmaltesei '  Úmapsdowni§!  Úmapsfromi¤!  Úmapstoi¦!  Úmapsupi¥!  Úmeaseqi^"  Úmeasuredanglei!"  Úmeasuredrightanglei¾"  ÚmergeiU*  Úmhoi'!  Úmidi#"  Ú
minuscoloni9"  Úmodelsi§"  Úmpi"  i¼  Úmultimapi¸"  Ú
nLeftarrowiÍ!  ÚnLeftrightarrowiÎ!  ÚnRightarrowiÏ!  ÚnVDashi¯"  ÚnVdashi®"  Únablai"  ÚnapproxiI"  Únaturalin&  ÚncongiG"  Únei`"  Únearrowi—!  ÚnegÚneqÚnequivib"  Únexistsi"  Úngeqiq"  Úngtrio"  Úngtrlessiy"  Úngtrsimiu"  Únii"  Úniobariþ"  Únisiü"  Únisdiú"  Ú
nleftarrowiš!  Únleftrightarrowi®!  Únleqip"  Únlessin"  Únlessgtrix"  Únlesssimit"  Únmidi$"  Únoti8  Únotini	"  Únotsmallownsi"  Ú	nparalleli&"  Únpreci€"  Únpreccurlyeqià"  Únrightarrowi›!  ÚnsimiA"  ÚnsimeqiD"  Únsqsubseteqiâ"  Únsqsupseteqiã"  Únsubseti„"  Ú	nsubseteqiˆ"  Únsucci�"  Únsucccurlyeqiá"  Únsupseti…"  Ú	nsupseteqi‰"  Úntriangleleftiê"  Úntrianglelefteqiì"  Úntrianglerightië"  Úntrianglerighteqií"  Únui½  ÚnvDashi­"  Únvdashi¬"  Únwarrowi–!  Úobari=#  Úocirci
  Úodoti™"  Úoequaliœ"  Úoiiinti0"  Úoiinti/"  Úointi."  ÚomegaiÉ  Úominusi–"  Úoplusi•"  Úorigofi¶"  i˜"  Úotimesi—"  Úoverarci  ÚoverleftarrowiÖ   Úoverleftrightarrowiá   Úparalleli%"  Úpartiali"  ÚperpiÂ'  ÚphiiÕ  ÚpiiÀ  Ú	pitchforkiÔ"  ÚpmÚpreciz"  Ú
precapproxi·*  Úpreccurlyeqi|"  ÚpreceqÚprecnapproxi¹*  Úprecnsimiè"  Úprecsimi~"  Úprimei2   Úprodi"  Úproptoi"  Úprureli°"  ÚpsiiÈ  Úquadi   Úquesteqi_"  Úrangleié'  Úraspi¼  Úratioi6"  ÚrbraceÚrbrackÚrceili	#  Úrfloori#  Úrgroupiï'  Úrhdi·%  ÚrhoiÁ  ÚrightModelsi«"  Ú
rightanglei"  Ú
rightarrowi’!  Úrightarrowbariå!  Úrightarrowtaili£!  Úrightasserti¦"  Ú
rightbraceÚrightharpoonaccentiÑ   ÚrightharpoondowniÁ!  ÚrightharpoonupiÀ!  ÚrightleftarrowsiÄ!  ÚrightleftharpoonsiÌ!  Ú
rightparenÚrightrightarrowsiÉ!  Úrightsquigarrowi�!  ÚrightthreetimesiÌ"  ÚrightzigzagarrowÚrisingdotseqiS"  ÚrqÚrtimesiÊ"  ÚscrBi,!  ÚscrEi0!  ÚscrFi1!  ÚscrHi!  ÚscrIi!  ÚscrLi!  ÚscrMi3!  ÚscrRi!  Úscrei/!  Úscrgi
!  Úscroi4!  Úscureli±"  Úsearrowi˜!  Úsetminusi"  Úsharpio&  ÚsigmaiÃ  Úsimi<"  ÚsimeqiC"  ÚsimneqqiF"  Úsinewavei?"  i"  Úsmallini
"  Úsmallintclockwisei1"  Úsmallointctrcclockwisei3"  Ú	smallownsi"  ÚsmallsetminusÚsmallvarointclockwisei2"  Úsmilei##  Úsolbari?#  Ú	spadesuiti`&  Úspadesuitopenid&  Úsphericalanglei""  Úsqcapi“"  Úsqcupi”"  Úsqsubseti�"  Ú
sqsubseteqi‘"  Úsqsubsetneqiä"  Úsqsupseti�"  Ú
sqsupseteqi’"  Úsqsupsetneqiå"  ÚssÚstariÆ"  Ústareqi["  Úsubseti‚"  Úsubseteqi†"  Ú	subseteqqiÅ*  Ú	subsetneqiŠ"  Ú
subsetneqqiË*  Úsucci{"  Ú
succapproxi¸*  Úsucccurlyeqi}"  ÚsucceqÚsuccnapproxiº*  Úsuccnsimié"  Úsuccsimi"  Úsumi"  Úsupsetiƒ"  Úsupseteqi‡"  Ú	supseteqqiÆ*  Ú	supsetneqi‹"  Ú
supsetneqqiÌ*  Úswarrowi™!  ia  ÚtauiÄ  ÚtextasciiacuteÚtextasciicircumÚtextasciigraveÚtextasciitildeÚtextexclamdownÚtextquestiondownÚtextquotedblleftÚtextquotedblrightÚ	thereforei4"  Úthetai¸  Ú
thickspacei   rº  ÚtildeÚtimesÚtoÚtopi¤"  ÚtriangleÚtriangledowni¿%  Ú
triangleeqi\"  ÚtriangleleftÚtrianglelefteqi´"  Ú	triangleqÚtrianglerightÚtrianglerighteqiµ"  Ú	turnednoti#  Útwoheaddownarrowi¡!  Útwoheadleftarrowiž!  Útwoheadrightarrowi !  ÚtwoheaduparrowiŸ!  Úulcorneri#  Úunderbari1  ÚunlhdÚunrhdÚuparrowi‘!  Úupdownarrowi•!  Úupdownarrowbari¨!  ÚupdownarrowsiÅ!  Úupharpoonlefti¿!  Úupharpoonrighti¾!  ÚuplusiŽ"  ÚupsiloniÅ  Ú
upuparrowsiÈ!  Úurcorneri#  ÚvDashi¨"  Ú
varepsilonÚvarisinobariö"  Úvarisinsió"  Úvarkappaið  Úvarlrtrianglei¿"  Ú	varniobariý"  Úvarnisiû"  Ú
varnothingÚvarphiiÆ  ÚvarpiiÖ  Ú	varproptoÚvarrhoiñ  ÚvarsigmaiÂ  ÚvarthetaiÑ  Úvartriangleiµ%  Úvartrianglelefti²"  Úvartrianglerighti³"  Úvdashi¢"  Úvdotsiî"  ÚvecÚveei("  Úveebari»"  ÚveeeqiZ"  ÚvertÚwedgei'"  ÚwedgeqiY"  Úwidebari  ÚwidehatÚ	widetildeÚwpi!  Úwri@"  Úxii¾  Úzetai¶  )r   r�   r   Útex2uniÚ__angbracketleft__Ú__angbracketright__r   Ú_EntryTypeInÚ_EntryTypeOut)©Ú0Ú9Úrmu   ð�Ÿ˜)rÍ   r  r	  u   ð�”¸)rF  rF  r	  õ   â„‚)r~  rú   r	  u   ð�”»)r4  r4  r	  õ   â„�)rr  r  r	  u   ð�•€)r_  r_  r	  õ   â„•)r”  r”  r	  u   ð�•†)r›   rÿ   r	  õ   â„™)r  r  r	  õ   â„�)rI  rs  r	  u   ð�•Š)r/  r/  r	  õ   â„¤)rÑ   r¦  r	  u   ð�•’)õ   Î“r  r	  õ   â„¾)õ   Î r  r	  õ   â„¿©õ   Î£r  r	  õ   â…€)õ   Î³r  r	  õ   â„½)õ   Ï€r  r	  õ   â„¼)r  )rÍ   r  ÚitiTá  )rF  rF  r  r
  )r~  r~  r  õ   â……)r¾   rú   r  iVá  )r4  r4  r  r  )rr  r  r  iYá  )r_  r_  r  r  )r”  r”  r  i^á  )r›   rÿ   r  r  )r  r  r  r  )rI  rs  r  i_á  )r/  r/  r  r  )rÑ   r^  r  ifá  )r…  r¹  r  õ   â…†)rÄ   r:  r  iiá  )rw  r¥  r  õ   â…ˆ)rµ   r¦  r  ilá  )r  r  r  r  )r  r  r  r  r  )r  r  r  r  )r  r  r  r  )r  )rÍ   r  ÚbfiŠã  )rF  rF  r  r
  )r~  r~  r  r  )r¾   rú   r  i�ã  )r4  r4  r  r  )rr  r  r  i�ã  )r_  r_  r  r  )r”  r”  r  i•ã  )r›   rÿ   r  r  )r  r  r  r  )rI  rs  r  i–ã  )r/  r/  r  r  )rÑ   r^  r  i�ã  )r…  r¹  r  r  )rÄ   r:  r  i¢ã  )rw  r¥  r  r  )rµ   r¦  r  i§ã  )r  r  r  r  )r  r  r  r  )r  r  r  r  )r  r  r  r  )r  r  r  r  )r	  r  r  )rÍ   r/  r  i-â  )
)rÍ   r  r	  u   ð�”„)rF  rF  r	  u   â„­)r~  rú   r	  u   ð�”‡)r4  r4  r	  u   â„Œ)rr  rr  r	  u   â„‘)r   rÿ   r	  u   ð�”�)r  r  r	  u   â„œ)rI  rs  r	  u   ð�”–)r/  r/  r	  u   â„¨)rÑ   r¦  r	  u   ð�”ž)rÍ   r/  r  u   ð�•¬)rÑ   r¦  r  u   ð�–†)r	  r  ))rÍ   rÍ   r  u   ð�’œ)r  r  r  u   â„¬)rF  r~  r  u   ð�’ž)r¾   rÀ   r  u   â„°)rú   rú   r  u   ð�’¢)r4  r4  r  u   â„‹)rr  rr  r  u   â„�)r   r°   r  u   ð�’¥)rã   rã   r  u   â„’)r  r  r  u   â„³)r_  rÿ   r  u   ð�’©)r  r  r  u   â„›)rI  r/  r  u   ð�’®)rÑ   r…  r  u   ð�’¶)r¹  r¹  r  u   â„¯)rÄ   rÄ   r  u   ð�’»)r  r  r  u   â„Š)r:  rf  r  u   ð�’½)r–  r–  r  u   â„´)rž   r¦  r  u   ð�“…)©r  r  r	  u   ð�Ÿ¢)rÍ   r/  r	  u   ð�– )rÑ   r¦  r	  u   ð�–º©õ   Î‘õ   Î©r	  i}á  )õ   Î±õ   Ï‰r	  i–á  )õ   Ï‘r&  r	  i°á  )õ   Ï•r'  r	  i±á  )õ   Ï–r(  r	  i³á  )õ   Ï±r)  r	  i²á  )õ   Ïµr*  r	  i¯á  )õ   âˆ‚r+  r	  i|á  )
r   )rÍ   r/  r  u   ð�˜ˆ)rÑ   r¦  r  u   ð�˜¢r!  )r$  r%  r  iØá  )r&  r&  r  iòá  )r'  r'  r  ióá  )r(  r(  r  iõá  )r)  r)  r  iôá  )r*  r*  r  iñá  ))r  r  r  u   ð�Ÿ¬)rÍ   r/  r  u   ð�—”)rÑ   r¦  r  u   ð�—®)r"  r#  r  u   ð��–)r$  r%  r  u   ð��°)r&  r&  r  u   ð�ž‹)r'  r'  r  u   ð�ž�)r(  r(  r  u   ð�ž�)õ   Ï°r,  r  u   ð�žŒ)r)  r)  r  u   ð�žŽ)r*  r*  r  u   ð�žŠ)r+  r+  r  u   ð�ž‰)õ   âˆ‡r-  r  u   ð��¯))rÍ   r/  Úbfitu   ð�‘¨)rÑ   r¦  r.  u   ð�’‚)r  r#  r.  u   ð�œž)r$  r%  r.  u   ð�œ¶)r	  r  r  r.  ))r  r  r	  u   ð�Ÿ¶)rÍ   r/  r	  u   ð�™°)rÑ   r¦  r	  u   ð�šŠ)ÚbbÚcalÚfrakÚscrÚsfÚttz=dict[str, dict[str, list[_EntryTypeIn]] | list[_EntryTypeIn]]Ú_stix_virtual_fontsr/  r  Únormalr3  c                 ó   — y ©N© ©r…  s    ún/home/mcse/projects/srt_converter/srt-converter-venv/lib/python3.12/site-packages/matplotlib/_mathtext_data.pyÚ_normalize_stix_fontcodesr<  ï  s   € ØADó    c                 ó   — y r8  r9  r:  s    r;  r<  r<  ó  s   € ØMPr=  c                 ó   — y r8  r9  r:  s    r;  r<  r<  ÷  s	   € ð JMr=  c                ó*  — t        | t        «      rt        d„ | D «       «      S t        | t        «      r| D �cg c]  }t        |«      ‘Œ c}S t        | t        «      r-| j                  «       D ��ci c]  \  }}|t        |«      “Œ c}}S y c c}w c c}}w )Nc              3  ór   K  — | ]/  }t        |t        «      rt        |«      d k(  rt        |«      n|–— Œ1 y­w)r   N)Ú
isinstanceÚstrÚlenÚord)Ú.0r;  s     r;  ú	<genexpr>z,_normalize_stix_fontcodes.<locals>.<genexpr>   s,   è ø€ ÒTÈQœz¨!¬SÔ1´c¸!³fÀ²k”S˜”VÀqÓHÑTùs   ‚57)rB  ÚtupleÚlistr<  ÚdictÚitems)r…  r;  rµ   rÉ   s       r;  r<  r<  þ  s|   € Ü�!”UÔÜÑTÐRSÔTÓTÐTÜ	�A”tÔ	Ø67Ö8°Ô)¨!Õ,Ò8Ð8Ü	�A”tÔ	Ø<=¿G¹G»I×F±D°A°q�Ô,¨QÓ/Ñ/ÓFÐFð 
ùò 9ùãFs   ·B
Á/Bz?dict[str, dict[str, list[_EntryTypeOut]] | list[_EntryTypeOut]]Ústix_virtual_fonts)rÈ  rË  z*dict[CharacterCodeType, CharacterCodeType]Ústix_glyph_fixesN)r…  r  Úreturnr  )r…  zlist[_EntryTypeIn]rN  zlist[_EntryTypeOut])r…  z=dict[str, list[_EntryTypeIn] | dict[str, list[_EntryTypeIn]]]rN  z?dict[str, list[_EntryTypeOut] | dict[str, list[_EntryTypeOut]]])Ú__doc__Ú
__future__r   Útypingr   r   Úft2fontr   r‘   Ú__annotations__r¼  rK  Ú	uni2type1r  rH  rC  r  r  r5  r<  rL  rM  )rµ   rÉ   s   00r;  ú<module>rU     s`C  ðòõ #ß &å &ðc=ØÐ#3ðc=àÐ#3ðc=ð Ð#3ðc=ð Ð#3ð	c=ð
 Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð Ð#3ðc=ð  Ð#3ð!c=ð" Ð#3ñ#c=ð$ Ð#3ð%c=ð& Ð#3ð'c=ð( Ð#3ð)c=ð* Ð#3ð+c=ð, Ð#3ð-c=ð. 
Ð#3ð/c=ð0 
Ð#3ð1c=ð2 Ð#3ð3c=ð4 Ð#3ð5c=ð8 Ð#3ð9c=ð: Ð#3ð;c=ð< Ð#3ð=c=ð> Ð#3ð?c=ð@ Ð#3ðAc=ðB Ð#3ðCc=ðD Ð#3ðEc=ðF Ð#3òGc=ðH  Ð#3ðIc=ðJ  Ð#3ðKc=ðL Ð#3ðMc=ðN Ð#3ðOc=ðP Ð#3ðQc=ðR Ð#3ðSc=ðT Ð#3ðUc=ðV Ð#3ðWc=ðX Ð#3ðYc=ðZ Ð#3ð[c=ð\ Ð#3ð]c=ð^ Ð#3ð_c=ð` Ð#3ðac=ðb Ð#3ðcc=ðd Ð#3ðec=ðf Ð#3ðgc=ðh Ð#5òic=ðj Ð#3ðkc=ðl Ð#3ðmc=ðn Ð#3ðoc=ðp Ð#3ðqc=ðr Ð#3ðsc=ðt Ð#3ðuc=ðv Ð#3ðwc=ðx Ð#3ðyc=ðz Ð#3ð{c=ð| Ð#3ð}c=ð~ Ð#3ðc=ð@ Ð#3ðAc=ðB Ð#3ðCc=ðD Ð#3ðEc=ðF Ð#3ðGc=ðH Ð#3ðIc=ðJ Ð#3òKc=ðL Ð#3ðMc=ðN Ð#3ðOc=ðP Ð#3ðQc=ðR Ð#3ðSc=ðT Ð#3ðUc=ðV Ð#3ðWc=ðX Ð#3ðYc=ðZ Ð#3ð[c=ð\ Ð#3ð]c=ð^ Ð#3ð_c=ð` Ð#3ðac=ðb Ð#3ðcc=ðd Ð#3ðec=ðf Ð#3ðgc=ðh Ð#3ðic=ðj Ð#3ðkc=ðl Ð#3òmc=ðn Ð#3ðoc=ðp Ð#3ðqc=ðr Ð#3ðsc=ðt Ð#3ðuc=ðv Ð#3ðwc=ðx Ð#3ðyc=ðz Ð#3ð{c=ð| Ð#3ð}c=ð~ Ð#3ðc=ðB Ð#3ðCc=ðD Ð#3ðEc=ðF Ð#3ðGc=ðH Ð#3ðIc=ðJ Ð#3ðKc=ðL Ð#3ðMc=ðN Ð#3ðOc=ðP Ð#3òQc=ðR !Ð#3ðSc=ðT Ð#3ðUc=ðV Ð#3ðWc=ðX Ð#3ðYc=ðZ Ð#3ð[c=ð\ Ð#3ð]c=ð^ Ð#3ð_c=ð` Ð#3ðac=ðb Ð#3ðcc=ðd Ð#3ðec=ðf Ð#3ðgc=ðh Ð#5ðic=ðj Ð#3ðkc=ðl Ð#3ðmc=ðn Ð#3ðoc=ðp Ð#3ðqc=ðr Ð#3òsc=ðt Ð#3ðuc=ðv Ð#3ðwc=ðx Ð#3ðyc=ðz Ð#3ð{c=ð| Ð#3ð}c=ð~ Ð#3ðc=ð@ Ð#3ðAc=ðB Ð#3ðCc=ðD Ð#3ðEc=ðF Ð#3ðGc=ðH Ð#3ðIc=ðJ Ð#3ðKc=ðL Ñ#3ðMc=ñN Ñ#3ðOc=ñP Ñ#3ðQc=ñR Ñ#3ðSc=ñT Ñ#3òUc=ñV Ñ#3ðWc=ñX Ñ#3ðYc=ñZ Ñ#3ð[c=ñ\ Ñ#3ð]c=ñ^ Ñ#3ð_c=ñ` Ñ#3ðac=ñb Ñ#3ðcc=ñf ¡?ðgc=ñh ¡?ðic=ñj ¡?ðkc=ñl ¡?ðmc=ñn ¡?ðoc=ñp ¡?ðqc=ñr ¡?ðsc=ñt ¡?ðuc=ñv ¡?ðwc=ñx ¡?òyc=ñz ¡?ð{c=ñ| ¡?ð}c=ñ~ 
¡?ðc=ñ@ 
¡?ðAc=ñB 
¡?ðCc=ñD ¡?ðEc=ñF ¡?ðGc=ñH ¡?ðIc=ñJ ¡?ðKc=ñL ¡?ðMc=ñN ¡?ðOc=ñP ¡?ðQc=ñR ¡?ðSc=ñT ¡?ðUc=ñV ¡?ðWc=ñX ¡?ðYc=ñZ ¡?ò[c=ñ\ ¡?ð]c=ñ^ ¡?ð_c=ñ` ¡?ðac=ñb ¡?ðcc=ñd ¡?ðec=ñf ¡?ðgc=ñh ¡?ðic=ñj ¡?ðkc=ñl ¡?ðmc=ñn ¡?ðoc=ñp ¡?ðqc=ñr ¡?ðsc=ñt ¡?ðuc=ñx Ñ#3ðyc=ñz Ñ#3ð{c=ñ| Ñ#3ð}c=ñ~ Ñ#3òc=ñ@ Ñ#3ðAc=ñB Ñ#3ðCc=ñD 
Ñ#3ðEc=ñF Ñ#3ðGc=ñH Ñ#3ðIc=ñJ 
Ñ#3ðKc=ñL Ñ#3ðMc=ñN Ñ#3ðOc=ñP Ñ#3ðQc=ñR Ñ#3ðSc=ñT Ñ#3ðUc=ñV Ñ#3ðWc=ñX Ñ#3ðYc=ñZ Ñ#3ð[c=ñ\ Ñ#3ð]c=ñ^ Ñ#3ð_c=ñ` Ñ#3òac=ñb Ñ#3ðcc=ñd Ñ#3ðec=ñf Ñ#3ðgc=ñh Ñ#3ðic=ñj Ñ#3ðkc=ñl Ñ#3ðmc=ñn Ñ#3ðoc=ñp Ñ#3ðqc=ñr Ñ#3ðsc=ñt Ñ#3ðuc=ñv Ñ#3ðwc=ñx Ñ#3ðyc=ñz Ñ#3ð{c=ñ| Ñ#3ð}c=ñ~ Ñ#3ðc=ñ@ Ñ#3ðAc=ñB Ñ#3òCc=ñD Ñ#3ðEc=ñF Ñ#3ðGc=ñH Ñ#3ðIc=ñJ Ñ#3ðKc=ñL Ñ#3ðMc=ñN Ñ#3ðOc=ñP Ñ#3ðQc=ñR Ñ#3ðSc=ñT Ñ#3ðUc=ñV Ñ#3ðWc=ñX Ñ#5ðYc=ñZ Ñ#3ð[c=ñ\ Ñ#3ð]c=ñ^ Ñ#3ð_c=ñ` Ñ#3ðac=ñb Ñ#3ðcc=ñd Ñ#3òec=ñf Ñ#3ðgc=ñh Ñ#3ðic=ñj Ñ#3ðkc=ñl Ñ#3ðmc=ñn Ñ#3ðoc=ñp Ñ#3ðqc=ñr Ñ#3ðsc=ñt Ñ#3ðuc=ñv Ñ#3ðwc=ñx Ñ#3ðyc=ñz Ñ#3ð{c=ñ| Ñ#3ð}c=ñ~ Ñ#3ðc=ñ@ Ñ#3ðAc=ñB Ñ#3ðCc=ñD Ñ#3ðEc=ñF Ñ#3òGc=ñH Ñ#3ðIc=ñJ Ñ#3ðKc=ñL Ñ#3ðMc=ñN Ñ#3ðOc=ñP Ñ#3ðQc=ñR Ñ#3ðSc=ñT Ñ#3ðUc=ñV Ñ#3ðWc=ñX Ñ#3ðYc=ñZ Ñ#3ð[c=ñ\ Ñ#3ð]c=ñ^ Ñ#3ð_c=ñ` Ñ#3ðac=ñb Ñ#3ðcc=ñd Ñ#3ðec=ñf Ñ#3ðgc=ñh Ñ#3ñic=ñj $4Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3Ù#3á#3óE	c=€Ñ9ô cðN	Z+Ù‘sðZ+á‘tðZ+ñ ‘rðZ+ñ ‘rð	Z+ñ
 ‘rðZ+ñ ‘sðZ+ñ ‘rðZ+ñ ‘rðZ+ñ ‘sðZ+ñ ‘sðZ+ñ ‘tðZ+ñ ‘rðZ+ñ ‘sðZ+ñ ‘sðZ+ñ ‘sðZ+ñ  ‘sð!Z+ñ" ‘sñ#Z+ñ$ ‘sð%Z+ñ& ‘sð'Z+ñ( ‘rð)Z+ñ* ‘sð+Z+ñ, ‘sð-Z+ñ. ‘rð/Z+ñ0 ‘sð1Z+ñ2 ‘sð3Z+ñ4 ‘sð5Z+ñ6 ‘sð7Z+ñ8 ‘sð9Z+ñ: ‘sð;Z+ñ< ‘sð=Z+ñ> ‘sð?Z+ñ@ 
‘rðAZ+ñB ‘rðCZ+ñD ‘sòEZ+ñF ‘rðGZ+ñH ‘rðIZ+ñJ ‘rðKZ+ñL ‘sðMZ+ñN ‘sðOZ+ñP 	‘sðQZ+ñR ‘sðSZ+ñT ‘rðUZ+ñV ‘sðWZ+ñX ‘tðYZ+ñZ ‘rð[Z+ñ\ 
‘rð]Z+ñ^ ‘rð_Z+ñ` ‘sðaZ+ñb ‘rðcZ+ñd ‘sðeZ+ñf ‘sògZ+ñh ‘sðiZ+ñj ‘sðkZ+ñl ‘sðmZ+ñn ‘rðoZ+ñp ‘sðqZ+ñr ‘sðsZ+ñt ‘sðuZ+ñv ‘rðwZ+ñx ‘sðyZ+ñz ‘rð{Z+ñ| ‘tð}Z+ñ~ ‘sðZ+ñ@ ‘sðAZ+ñB ‘sðCZ+ñD ‘sðEZ+ñF ‘sðGZ+ñH ‘tòIZ+ñJ ‘sðKZ+ñL ‘sðMZ+ñN ‘sðOZ+ñP ‘sðQZ+ñR ‘rðSZ+ñT ‘tðUZ+ñV ‘sðWZ+ñX ‘rðYZ+ñZ ‘tð[Z+ñ\ ‘rð]Z+ñ^ ‘rð_Z+ñ` ‘sðaZ+ñb ‘sðcZ+ñd ‘rðeZ+ñf 
‘rðgZ+ñh ‘sðiZ+ñj ‘tòkZ+ñl ‘rðmZ+ñn ‘sðoZ+ñp ‘sðqZ+ñr ‘rðsZ+ñt ‘rðuZ+ñv ‘sðwZ+ñx ‘sðyZ+ñz ‘tð{Z+ñ| ‘sð}Z+ñ~ ‘sðZ+ñ@ ‘sðAZ+ñB ‘sðCZ+ñD ‘rðEZ+ñF ‘sðGZ+ñH ‘sðIZ+ñJ ‘rðKZ+ñL ‘ròMZ+ñN ‘sðOZ+ñP ‘rðQZ+ñR ‘sðSZ+ñT ‘sðUZ+ñV ‘sðWZ+ñX ‘tðYZ+ñZ ‘sð[Z+ñ\ ‘sð]Z+ñ^ ‘sð_Z+ñ` ‘sðaZ+ñb ‘rðcZ+ñd ‘sðeZ+ñf 
‘sðgZ+ñh ‘sðiZ+ñj ‘rðkZ+ñl ‘rðmZ+ñn ‘sòoZ+ñp 
‘sðqZ+ñr ‘sðsZ+ñt ‘sðuZ+ñv ‘sðwZ+ñx ‘sðyZ+ñz ‘sð{Z+ñ| ‘sð}Z+ñ~ ‘sðZ+ñ@ ‘sðAZ+ñB ‘sðCZ+ñD ‘rðEZ+ñF ‘tðGZ+ñH ‘rðIZ+ñJ ‘rðKZ+ñL ‘sðMZ+ñN ‘rðOZ+ñP ‘sòQZ+ñR 
‘sðSZ+ñT ‘sðUZ+ñV ‘rðWZ+ñX ‘rðYZ+ñZ ‘sð[Z+ñ\ ‘rð]Z+ñ^ ‘sð_Z+ñ` ‘tðaZ+ñb ‘sðcZ+ñd ‘sðeZ+ñf ‘sðgZ+ñh ‘rðiZ+ñj ‘rðkZ+ñl ‘sðmZ+ñn ‘sðoZ+ñp ‘sðqZ+ñr ‘sòsZ+ñt ‘sðuZ+ñv ‘sðwZ+ñx ‘rðyZ+ñz ‘sð{Z+ñ| ‘sð}Z+ñ~ ‘sðZ+ñ@ ‘sðAZ+ñB ‘rðCZ+ñD ‘rðEZ+ñF 
‘sðGZ+ñH ‘tðIZ+ñJ ‘sðKZ+ñL ‘tðMZ+ñN ‘sðOZ+ñP ‘sðQZ+ñR ‘rðSZ+ñT ‘sòUZ+ñV ‘rðWZ+ñX ‘rðYZ+ñZ ‘rð[Z+ñ\ ‘sð]Z+ñ^ ‘sð_Z+ñ` ‘sðaZ+ñb 	‘sðcZ+ñd ‘sðeZ+ñf ‘sðgZ+ñh ‘rðiZ+ñj ‘sðkZ+ñl ‘rðmZ+ñn ‘tðoZ+ñp ‘rðqZ+ñr ‘tðsZ+ñt ‘rðuZ+ñv ‘sòwZ+ñx ‘rðyZ+ñz 	‘sð{Z+ñ| ‘sð}Z+ñ~ ‘sðZ+ñ@ ‘rðAZ+ñB ‘tðCZ+ñD ‘rðEZ+ñF ‘sðGZ+ñH ‘rðIZ+ñJ ‘tðKZ+ñL ‘sðMZ+ñN ‘rðOZ+ñP ‘sðQZ+ñR ‘sðSZ+ñT ‘sðUZ+ñV ‘sðWZ+ñX 	‘sñYZ+ñZ ÙÙÙÙÙÙÙÙÙÙÙÙósZ+€	Ñ'ô Zðx (Ÿo™oÓ/×0‘d�a˜ˆQ�‰TÓ0€	ðy	)Ù™tðy	)á™tðy	)ñ ™tðy	)ñ 	™tð	y	)ñ
 	™tðy	)ñ ™vðy	)ñ ™vðy	)ñ ™vðy	)ñ ™vðy	)ñ ™vðy	)ñ ™vðy	)ñ ™vðy	)ñ 
™vðy	)ñ ™vðy	)ñ 
™vðy	)ñ  	™tð!y	)ñ" ™uñ#y	)ñ$ ™vð%y	)ñ& ™vð'y	)ñ( ™vð)y	)ñ* ™vð+y	)ñ, ™vð-y	)ñ. ™uð/y	)ñ0 ™uð1y	)ñ2 	™vð3y	)ñ4 ™vð5y	)ñ6 ™uð7y	)ñ8 ™uð9y	)ñ: ™vð;y	)ñ< ™vð=y	)ñ> ™vð?y	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vòEy	)ñF ™vðGy	)ñH 
™vðIy	)ñJ ™vðKy	)ñL ™vðMy	)ñN ™tðOy	)ñP 	™uðQy	)ñR ™uðSy	)ñT ™tðUy	)ñV 
™uðWy	)ñX 	™uðYy	)ñZ 
™uð[y	)ñ\ 
™vð]y	)ñ^ ™vð_y	)ñ` 	™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf 
™vògy	)ñh ™tðiy	)ñj ™vðky	)ñl ™uðmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™uðuy	)ñv ™tðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™uð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD 	™uðEy	)ñF ™tðGy	)ñH ™vòIy	)ñJ 	™tðKy	)ñL 	™vðMy	)ñN ™uðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT 	™tðUy	)ñV ™vðWy	)ñX ™uðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf 
™vðgy	)ñh ™tðiy	)ñj ™vòky	)ñl ™vðmy	)ñn ™uðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™tðwy	)ñx ™vðyy	)ñz 
™uð{y	)ñ| ™vð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™uðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™vòMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn 
™vòoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™uð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™uðCy	)ñD ™uðEy	)ñF 
™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™tðMy	)ñN ™vðOy	)ñP ™tòQy	)ñR ™uðSy	)ñT ™vðUy	)ñV 
™uðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™tðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™uðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™tðqy	)ñr ™vòsy	)ñt ™uðuy	)ñv ™uðwy	)ñx ™uðyy	)ñz ™uð{y	)ñ| ™vð}y	)ñ~ ™uðy	)ñ@ ™uðAy	)ñB ¡ðCy	)ñD ¡ðEy	)ñF ™uðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™vðMy	)ñN ™tðOy	)ñP 
™vðQy	)ñR ™vðSy	)ñT ™vòUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™uðey	)ñf 
™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vòwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™uð}y	)ñ~ ™vðy	)ñ@ ™tðAy	)ñB ™uðCy	)ñD 	™tðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™uðKy	)ñL ™vðMy	)ñN 
™tðOy	)ñP ™vðQy	)ñR 
™uðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vòYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl 
™vðmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™uðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vò{y	)ñ| ™vð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™tðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL 
™uðMy	)ñN 
™tðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vò]y	)ñ^ ™uð_y	)ñ` 
™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf 	™vðgy	)ñh 
™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™uðsy	)ñt ™tðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vð}y	)ñ~ ™vòy	)ñ@ ™vðAy	)ñB ™tðCy	)ñD ™tðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ 
™uðKy	)ñL ™uðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™uðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vòay	)ñb ™uðcy	)ñd 	™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj 
™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™uðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™uð}y	)ñ~ ™uðy	)ñ@	 ™uðA	y	)ñB	 ™vòC	y	)ñD	 ™uðE	y	)ñF	 ™uðG	y	)ñH	 ™uðI	y	)ñJ	 ™vðK	y	)ñL	 ™uðM	y	)ñN	 ™tðO	y	)ñP	 ™tðQ	y	)ñR	 ™vðS	y	)ñT	 ™vðU	y	)ñV	 ™vðW	y	)ñX	 ™vðY	y	)ñZ	 ™vð[	y	)ñ\	 ™tð]	y	)ñ^	 ™vð_	y	)ñ`	 ™vða	y	)ñb	 ™vðc	y	)ñd	 ™vòe	y	)ñf	 ™tðg	y	)ñh	 ™vði	y	)ñj	 ™vðk	y	)ñl	 ™vðm	y	)ñn	 ™vðo	y	)ñp	 ™vðq	y	)ñr	 ™vðs	y	)ñt	 
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™vðAy	)ñB 
™vðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ 	™vòKy	)ñL 	™uðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb 	™vðcy	)ñd ™vðey	)ñf 
™tðgy	)ñh 
™vðiy	)ñj ™vðky	)ñl ™vòmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv 	™vðwy	)ñx ™vðyy	)ñz 
™vð{y	)ñ| ™vð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL 
™uðMy	)ñN ™vòOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™vòqy	)ñr ™vðsy	)ñt ™vðuy	)ñv 	™uðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vð}y	)ñ~ ™tðy	)ñ@ ™vðAy	)ñB ™uðCy	)ñD ™vðEy	)ñF 	™uðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™vðMy	)ñN ™vðOy	)ñP ™uðQy	)ñR ™vòSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™uð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj 
™uðky	)ñl 	™uðmy	)ñn ™vðoy	)ñp ™tðqy	)ñr 	™tðsy	)ñt ™vòuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ 
™uðKy	)ñL ™vðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™uðSy	)ñT ™vðUy	)ñV ™tòWy	)ñX ™tðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` 
™vðay	)ñb 
™uðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™tðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vòyy	)ñz ™vð{y	)ñ| ™tð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™uðGy	)ñH ™vðIy	)ñJ 	™vðKy	)ñL ™vðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vò[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™uðmy	)ñn 
™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vò}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™vðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ 	™tò_y	)ñ` ™vðay	)ñb ™vðcy	)ñd ™tðey	)ñf ™vðgy	)ñh ™vðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vð}y	)ñ~ 
™vðy	)ñ@ ™vòAy	)ñB ™vðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™uðMy	)ñN 
™uðOy	)ñP ™tðQy	)ñR ™tðSy	)ñT ™tðUy	)ñV ™tðWy	)ñX ™tðYy	)ñZ ™tð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™vðay	)ñb ™uòcy	)ñd ™vðey	)ñf ™tðgy	)ñh ™uðiy	)ñj ™tðky	)ñl 	™vðmy	)ñn 
™vðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™vðyy	)ñz ™vð{y	)ñ| ™vð}y	)ñ~ ™vðy	)ñ@ ™vðAy	)ñB ™vðCy	)ñD ™vòEy	)ñF ™vðGy	)ñH ™vðIy	)ñJ ™vðKy	)ñL ™uðMy	)ñN ™vðOy	)ñP ™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™vðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™vð]y	)ñ^ ™vð_y	)ñ` ™uðay	)ñb ™vðcy	)ñd ™vðey	)ñf ™vògy	)ñh ™uðiy	)ñj ™vðky	)ñl ™vðmy	)ñn ™uðoy	)ñp ™vðqy	)ñr ™vðsy	)ñt ™vðuy	)ñv ™vðwy	)ñx ™uðyy	)ñz ™uð{y	)ñ| ™vð}y	)ñ~ ™uðy	)ñ@ ™uðAy	)ñB ™uðCy	)ñD ™vðEy	)ñF ™vðGy	)ñH ™vòIy	)ñJ ™vðKy	)ñL ™vðMy	)ñN 
™vðOy	)ñP 
™vðQy	)ñR ™vðSy	)ñT ™vðUy	)ñV ™tðWy	)ñX ™vðYy	)ñZ ™vð[y	)ñ\ ™uð]y	)ñ^ ™uð_y	)ñ` ™uðay	)ñb 	™vðcy	)ñd 	™vðey	)ñf 	™uðgy	)ñh 
™tðiy	)ñj ™uñky	)ñl  $Ù%Ù#óqy	)€Ñ	%ô y	ðt !(©Ñ 1€ÑÑ Ø!(©Ñ!2€ÑÑ ð
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