grthtrhthjhtyjytjytkergtrhtrjytjerhrfh4:24 29/09/2026+ .Z¢ìЦ×5ãó<€^RIt^RIt^RIt^RIt^RIt^RItR.t]PPt ]PPt ]P!R R7R4t ]P!R]P]P ,4tR RltRt]P!R]P(]P,4P*t]P!R ]P(]P,4P*t!R R]P04tR#) éNÚFraction)ÚmaxsizecóÊ€\VR\4p\\\V44V,4pV^8¼dTMV)pVR8XdR#T# \d \ pL*i;i)ééÿÿÿÿéþÿÿÿ)ÚpowÚ_PyHASH_MODULUSÚhashÚabsÚ ValueErrorÚ _PyHASH_INF)Ú numeratorÚ denominatorÚdinvÚhash_Úresults&& Ú0/opt/alt/python314/lib64/python3.14/fractions.pyÚ_hash_algorithmrse€ð2Ü�; ¤OÓ4ˆô(”Tœ#˜i›.Ó)¨DÕ0Ó1ˆØ 1”n‰U¨5¨&€Fؘ2”ˆ2Ð) 6Ð)øô+ ôäŠðús‚AÁA"Á!A"a¶ \A\s* # optional whitespace at the start, (?P[-+]?) # an optional sign, then (?=\d|\.\d) # lookahead for digit or .digit (?P\d*|\d+(_\d+)*) # numerator (possibly empty) (?: # followed by (?:\s*/\s*(?P\d+(_\d+)*))? # an optional denominator | # or (?:\.(?P\d*|\d+(_\d+)*))? # an optional fractional part (?:E(?P[-+]?\d+(_\d+)*))? # and optional exponent ) \s*\z # and optional whitespace to finish có€V^8¼dV^ V,,pMV^ V),,p\W^, ,V4wrEV^8XdV^,^8Xd VR,pV'dV^8MV^8pV\V43#)rr)Údivmodr )ÚnÚdÚexponentÚ no_neg_zeroÚqÚrÚsigns&&&& rÚ_round_to_exponentrIsx€ð�1„}Ø ˆR��\Õ‰à ˆR�(��]Õˆô �!˜A•v•, Ó "�D€A؈A„v�!�a•%˜1”*Ø ˆR�ˆçˆ1ˆqŠ5 Q¨¡U€DØ ”�Q“ˆ<ÐócóD€V^8Xd R^^V, 3#\\V44\V4rC\V4\V4, WC8*,pWR, p\WV4wrx\\V44V^,8XdV^ ,pV^, pWxV3#)rF)Ústrr Úlenr) rrÚfiguresÚstr_nÚstr_dÚmrrÚ significands &&& rÚ_round_to_figuresr)fs˜€ð" ˆA„vØ�a˜˜W�Ð$Ð$ô”s˜1“v“;¤ A£ˆ5Ü ˆE‹ ”S˜“ZÕ 5¡>Õ2€Að�{€HÜ*¨1°Ó:Ñ€Dô Œ3ˆ{Ó Ó ¨!¥ Ô+ؘՈ Ø�A� ˆà ˜hÐ &Ð&r ay (?: (?P.)? (?P[<>=^]) )? (?P[-+ ]?) # Alt flag forces a slash and denominator in the output, even for # integer-valued Fraction objects. (?P\#)? # We don't implement the zeropad flag since there's no single obvious way # to interpret it. (?P0|[1-9][0-9]*)? (?P[,_])? a÷ (?: (?P.)? (?P[<>=^]) )? (?P[-+ ]?) (?Pz)? (?P\#)? # A '0' that's *not* followed by another digit is parsed as a minimum width # rather than a zeropad flag. (?P0(?=[0-9]))? (?P[0-9]+)? (?P[,_])? (?:\. (?=[,_0-9]) # lookahead for digit or separator (?P[0-9]+)? (?P[,_])? )? (?P[eEfFgG%]) cóÒaa€]tRt^¶toR/tR0V3Rllt]R4t]R4t]R4t ]V3Rl4t Rt Rt R1Rlt ]R 4t]R 4tR tR tR tRtRtR2RltRt]!]]P24wttRt]!]]P:4wttRt ]!] ]PB4wt"t#Rt$]!]$]PJ4wt&t'Rt(]!](]PRR4wt*t+Rt,]!],]-R4wt.t/Rt0]!]0]PbR4wt2t3R3Rlt4R3Rlt5Rt6Rt7Rt8]Pr3Rlt:Rt;R tR#t?R$t@R%tAR&tBR'tCR(tDR)tER*tFR+tGR,tHR-tIR.tJVtKV;tL#)4rcóx<€\\V` V4pVEf \V4\JdWn^VnV#\V\P4'd%VPVnVPVnV#\V\4'g)\V\4'g2\VR4'd VP4wVnVnV#\V\4'Ed;\ P#V4pVf\%RV,4h\ VP'R4;'gR4pVP'R4pV'd \ V4pM¬^pVP'R4pV'dEVP)RR4p^ \+V4,pW,\ V4,pW',pVP'R 4pV'd5\ V4pV^8¼dV^ V,,pMV^ V),,pVP'R 4R 8XdV)pM·\-R 4h\V4\u;Jd\V4JdMMM…\V\P4'd[\V\P4'd;VPVP,VPVP,r!M \-R 4hV^8Xd\/RV,4h\0P2!W4p V^8dV )p W,pW),pWnW#nV#)NÚas_integer_ratioz Invalid literal for Fraction: %rÚnumÚ0ÚdenomÚdecimalÚ_ÚÚexprÚ-zXargument should be a string or a Rational instance or have the as_integer_ratio() methodz+both arguments should be Rational instancesúFraction(%s, 0))ÚsuperrÚ__new__ÚtypeÚintÚ _numeratorÚ _denominatorÚ isinstanceÚnumbersÚRationalrrÚfloatÚhasattrr,r"Ú_RATIONAL_FORMATÚmatchr ÚgroupÚreplacer#Ú TypeErrorÚZeroDivisionErrorÚmathÚgcd) ÚclsrrÚselfr'r/r0Úscaler3ÚgÚ __class__s &&& €rr7ÚFraction.__new__Îs²ø€ô>”X˜sÑ+¨CÓ0ˆà Ó Ü�I‹¤#Ó%Ø"+”Ø$%�Ô!Ø� ä˜I¤w×'7Ñ'7×8Ò8Ø"+×"5Ñ"5�”Ø$-×$9Ñ$9�Ô!Ø� ä˜Y¬×.Ò.Ü! )¬T×2Ò2ܘ9Ð&8×9Ò9à5>×5OÑ5OÓ5QÑ2�” Ô!2Ø� ä˜I¤s×+Ó+ä$×*Ñ*¨9Ó5�Ø’9Ü$Ð%GØ%.õ&/ó0ð0ä §¡¨£× 5Ð 5°#Ó6� ØŸ™ Ó(�ßÜ"% e£*‘Kà"#�KØŸg™g iÓ0�Gߨ")§/¡/°#°rÓ":˜Ø "¤C¨£LÕ 0˜Ø$-Õ$5¼¸G» Õ$D˜ Ø#Õ,˜ ØŸ'™' %›.�CßÜ! #›h˜Ø !œ8Ø%¨¨S­Õ0™Ià'¨2°¨t­8Õ3˜KØ—7‘7˜6“? cÔ)Ø!*  �Iøô ð!QóRðRô�)‹_¤Õ 8¤t¨KÓ'8Ö 8Ø ä˜¤G×$4Ñ$4×5Ò5Ü �{¤G×$4Ñ$4× 5Ò 5à×#Ñ# k×&=Ñ&=Õ=Ø×%Ñ%¨ ×(=Ñ(=Õ=ñ#ô ð1ó2ð 2ð ˜!Ô Ü#Ð$5¸ Õ$AÓBÐ BÜ �HŠH�YÓ ,ˆØ ˜Œ?Ø�ˆAØ�ˆ ØÕˆ Ø#ŒØ'ÔØˆ r có¦€\V4\JdVPV^4#\V\P 4'd'VPVP VP4#\V\4'g)\V\4'g1\VR4'dVP!VP4!#\R4h)rr,zLargument should be a Rational instance or have the as_integer_ratio() method) r8r9Ú_from_coprime_intsr<r=r>rrr?r@r,rE)rIÚnumbers&&rÚ from_numberÚFraction.from_number9s®€ô �‹<œ3Ó Ø×)Ñ)¨&°!Ó4Ð 4ä ˜¤× 0Ñ 0× 1Ò 1Ø×)Ñ)¨&×*:Ñ*:¸F×Ô.>ð@óAð Aà×%Ò% q×'9Ñ'9Ó';Ñ<ÐÐ>r cóF<€\\V` V4pWnW#nV#©N)r6rr7r:r;)rIrrÚobjrMs""" €rrPÚFraction._from_coprime_intsis&ø€ô”H˜cÑ*¨3Ó/ˆØ"ŒØ&ÔØˆ r có €VP^8H#©r©r;©rJs&rÚ is_integerÚFraction.is_integerus€à× Ñ  AÑ%Ð%r có2€VPVP3#rb©r:r;rhs&rr,ÚFraction.as_integer_ratioys€ð —‘ ×!2Ñ!2Ð3Ð3r có €V^8d \R4hVPV8:d \V4#Rwr#rEVPVPrvWg,pW8V,,p W‘8”dM&WEW(V,,V 3wr#rEYvW‡,, rvKEW, V,p ^V,W:V,,,VP8:d\P WE4#\P W*V,,W:V,,4#)rz$max_denominator should be at least 1)rrrr)r r;rr:rP) rJÚmax_denominatorÚp0Úq0Úp1Úq1rrÚaÚq2Úks && rÚlimit_denominatorÚFraction.limit_denominator€så€ð@ ˜QÔ ÜÐCÓDÐ DØ × Ñ  Ô /ܘD“>Ð !à#‰ˆ�Ø�‰ × 1Ñ 1ˆ1ØØ•ˆAØ�b•D•ˆBØÔ#ØØ R¨"­¥W¨bÐ0‰NˆB�Bؘ�•eŠqØ Õ  "Õ $ˆð ˆQ�3��R•4•�=˜D×-Ñ-Ô -Ü×.Ñ.¨rÓ6Ð 6ä×.Ñ.¨r°Bµ$­w¸¸R½4½Ó@Ð @r có€VP#rb)r:©rts&rrÚFraction.numerator¹s €à�|‰|Ðr có€VP#rbrgrzs&rrÚFraction.denominator½s €à�~‰~Ðr cón€VPP: RVP: RVP: R2#)Ú(z, rV)rMrXr:r;rhs&rÚ__repr__ÚFraction.__repr__Ás*€à#Ÿ~™~×6Ô6Ø#Ÿœ°×0AÔ0AðCð Cr cóˆ€VP^8Xd\VP4#VP: RVP: 2#)rÚ/)r;r"r:rhs&rÚ__str__ÚFraction.__str__Æs4€à × Ñ  Ô !Ü�t—‘Ó'Ð 'à"Ÿoœo¨t×/@Ó/@ÐAÐ Ar cóØ€VR,;'gRpVR,;'gRpVR,R8XdRMVR,p\VR,4p\VR,;'gR 4pVR ,;'gRpVPVPr˜V ^8”g V'd\ V4V R W— 2p M\ V4V p V^8dRMTp W&\ V 4, \ V 4, ,p VR8XdWË,V ,#VR 8XdWº,V ,#VR 8Xd/\ V 4^,p V RV V ,V ,WÍR,#W¼,V ,#)ÚfillÚ ÚalignÚ>rr4r2ÚaltÚ minimumwidthr.Ú thousands_seprƒÚ<Ú^N)Úboolr9r:r;r r#)rJrBr‡r‰Úpos_signÚalternate_formrŒr�rrÚbodyrÚpaddingÚhalfs&& rÚ_format_generalÚFraction._format_generalÍsM€ð�V�}×#Ð# ˆØ�g•×%Ð% #ˆØ˜v�¨#Ô-‘2°5¸µ=ˆÜ˜e E�lÓ+ˆÜ˜5 Õ0×7Ð7°CÓ8ˆ ؘoÕ.×4Ð4°"ˆ ð�‰ × 1Ñ 1ˆ1Ø ˆqŒ5—Nܘ!“f˜m˜_Ð-¨Q¨q°Ð.AÐB‰Dä˜!“f˜m˜_Ð-ˆDؘ!”e‰s ˆð¬¨T«Õ2´S¸³YÕ>Õ?ˆØ �CŒ<Ø•> DÕ(Ð (Ø �cŒ\Ø•; Õ(Ð (Ø �cŒ\Ü�w“< 1Õ$ˆDؘ5˜D�> DÕ(¨4Õ/°'¸%°.Õ@Ð @à•> DÕ(Ð (r c óaa a!€VR,;'gRpVR,;'gRpVR,R8XdRMVR,p\VR,4p\VR,4p\VR ,4p\VR ,;'gR 4pVR ,o!\VR ,;'gR4p VR,;'gRp VR,p V R9;'dV'*p V'*p V R9dRMRpVR8Xd VR 8XdRpV R9d=V )pV R8Xd V^,p\VPVPWõ4wppRpT pM{V R9d \ V ^4MV ^,p\ VPVPV4wpppV R9;'gV^8„;'g VV,R#8*pV'd V^, MV)pV R8XdRpMV'dV VV,R 2pMRpVR V^, R2 pV'dRMTpVR\V4V, o V\V4V, RoV 'dSPR 4oV 'd S'gRMRpV 'd0V PV3Rl\^\S4^444oVS,V,pV'dSV\V4, \V4, pS PS!'d^V,^,^,MT4o S!'d[^\S 4^, ^,,pS RVRPV V!3R l\V\S 4^444,o S V,pW(\V4, \V4, ,pVR8XdVV,V,#VR!8XdVV,V,#VR"8Xd0\V4^,pVRVV,V,VVR,#VV,V,#)$r‡rˆr‰rŠrr4r2rr‹ÚzeropadrŒr.r�Ú precisionÚ6Úfrac_separatorsÚpresentation_typeÚgGÚEFGÚEÚeÚ=TzfF%Ú%FÚeEz+03drNÚ.c3ó:<"€TFpSW^,x€K R#5i©éN©)Ú.0ÚposÚ frac_parts& €rÚ Ú/Fraction._format_float_style..4s"øé€ð&NÙ1L¨#ð'0°¸!µGÕ&<Û1Lùsƒc3óH<"€TFpSSW^,,x€K R#5ir§r©)rªr«Úleadingr�s& €€rr­r®Ds)øé€ð4á<�Cð ¨°A­gÐ 6×6Ò6Û<ùsƒ"rŽr�éüÿÿÿ) r�r9rr:r;Úmaxr)r#ÚrstripÚjoinÚrangeÚzfill)"rJrBr‡r‰r‘rr’r™rŒršÚfrac_sepr�Ú trim_zerosÚ trim_pointÚexponent_indicatorrÚnegativer(Ú scientificÚ point_posr$ÚsuffixÚdigitsrÚ separatorÚtrailingÚ min_leadingÚ first_posr“r”r•r¬r°r�s"&& @@@rÚ_format_float_styleÚFraction._format_float_styleïsÜú€à�V�}×#Ð# ˆØ�g•×%Ð% #ˆØ˜v�¨#Ô-‘2°5¸µ=ˆÜ˜5 Õ/Ó0ˆ ܘe E�lÓ+ˆÜ�u˜YÕ'Ó(ˆÜ˜5 Õ0×7Ð7°CÓ8ˆ ؘoÕ.ˆ ܘ˜kÕ*×1Ð1¨cÓ2ˆ ØÐ*Õ+×1Ð1¨rˆØ!Ð"5Õ6ÐØ&¨$Ñ.×EÐE°~Ô3Eˆ Ø'Ô'ˆ Ø$5¸Ô$>™SÀCÐà �CŒ<˜D CœK؈Gð  Ô %Ø!�zˆHØ  CÔ'ؘA• �Ü$6Ø—‘ ×!2Ñ!2°Hó%KÑ !ˆH�kàˆJØ!‰Ið%¨Ô,ô�I˜qÔ!à •]ð ô /@Ø—‘ ×!2Ñ!2°Gó/=Ñ +ˆH�k 8ð" TÑ)÷,ð,ؘa‘<÷,ð,à˜gÕ%¨Ñ+ð ÷ (2˜ !ž ¸°yˆIð  Ô #؉Fß Ø*Ð+¨H°yÕ,@ÀÐ+FÐG‰FàˆFð   )¨a¥- °Ð1Ð2ˆ÷ ‰s HˆØÐ2œ3˜v›;¨Õ2Ð3ˆØœ3˜v›;¨Õ2Ð4Ð5ˆ ß Ø!×(Ñ(¨Ó-ˆIß$¯Y‘B¸Cˆ ß Ø Ÿ ™ ô&NÜ16°q¼#¸i».È!Ô1Ló&NóNˆIà˜yÕ(¨6Õ1ˆ÷ Ø&¬¨T«Õ2´S¸³]ÕBˆKð—m‘mß,9��K• 1Õ$ qÖ(¸{óˆG÷ ØœS ›\¨AÕ-°Õ2Õ2ˆIؘj˜yÐ)¨B¯G©Gõ4ä  ¬C°«L¸!Ô<ó4ó-õˆGð˜Õ!ˆØ¬¨T«Õ2´S¸³YÕ>Õ?ˆØ �CŒ<ؘT•> DÕ(Ð (Ø �cŒ\ؘ$•; Õ(Ð (Ø �cŒ\Ü�w“< 1Õ$ˆDؘ5˜D�> DÕ(¨4Õ/°'¸$¸%°.Õ@Ð @à˜'•> DÕ(Ð (r có €\V4;p'dVPV4#\V4;p'd(VR,e VR,fVPV4#\ RV: R\ V4P : 24h)r‰r™zInvalid format specifier z for object of type )Ú%_GENERAL_FORMAT_SPECIFICATION_MATCHERr–Ú#_FLOAT_FORMAT_SPECIFICATION_MATCHERrÄr r8rX)rJÚ format_specrBs"" rÚ __format__ÚFraction.__format__WsŠ€ô:¸+ÓFÐ Fˆ5Ö FØ×'Ñ'¨Ó.Ð .ä7¸ ÓDÐ Dˆ5Ö Dð�W�~Ò%¨¨yÕ)9Ò)AØ×/Ñ/°Ó6Ð6äØ'¨ ¡ð7"Ü"& t£*×"5Ñ"5Ñ!8ð :ó ð r cóîaaa€VVV3RlpRSP,R,VnSPVnVVV3RlpRSP,R,VnSPVnW43#)cóL<€\V\4'd S!W4#\V\4'dS!V\V44#\V\4'dS!\V4V4#S'd)\V\4'dS!\V4V4#\ #rb)r<rr9r?ÚcomplexÚNotImplemented)rtÚbÚfallback_operatorÚhandle_complexÚmonomorphic_operators&&€€€rÚforwardÚ-Fraction._operator_fallbacks..forward¹s}ø€Ü˜!œX×&Ò&Ù+¨AÓ1Ð1ܘAœs×#Ò#Ù+¨A¬x¸«{Ó;Ð;ܘAœu×%Ò%Ù(¬¨q«°1Ó5Ð5ߤJ¨q´'×$:Ò$:Ù(¬¨q«°1Ó5Ð5ä%Ð%r Ú__cóp<€\V\P4'dS!\V4V4#\V\P4'dS!\ V4\ V44#S'd<\V\P 4'dS!\V4\ V44#\#rb) r<r=r>rÚRealr?ÚComplexrÎrÏ)rÐrtrÑrÒrÓs&&€€€rÚreverseÚ-Fraction._operator_fallbacks..reverseÇs{ø€Ü˜!œW×-Ñ-×.Ò.á+¬H°Q«K¸Ó;Ð;ܘAœwŸ|™|×,Ò,Ù(¬¨q«´5¸³8Ó<Ð<ߤJ¨q´'·/±/×$BÒ$BÙ(¬°«´U¸1³XÓ>Ð>ä%Ð%r Ú__r)rXÚ__doc__)rÓrÑrÒrÔrÚsfff rÚ_operator_fallbacksÚFraction._operator_fallbackshsgú€÷b &ð Ð"3×"<Ñ"<Õ<¸tÕCˆÔØ.×6Ñ6ˆŒ÷ &ð!Ð#4×#=Ñ#=Õ=ÀÕDˆÔØ.×6Ñ6ˆŒàÐÐr có€VPVPr2VPVPrT\P!W54pV^8Xd0\P W%,W4,,W5,4#W6,pW%V,,WG,,p\P!W†4p V ^8Xd\P W‡V,4#\P W‰,WuV ,,4#rf©r:r;rGrHrrP© rtrÐÚnaÚdaÚnbÚdbrLÚsÚtÚg2s && rÚ_addÚ Fraction._addó°€à—‘˜qŸ~™~ˆBØ—‘˜qŸ~™~ˆBÜ �HŠH�RÓ ˆØ �Œ6Ü×.Ñ.¨r­w¸½Õ/@À"Å'ÓJÐ JØ �GˆØ ˜•'�N˜R�VÕ #ˆÜ �XŠX�a‹^ˆØ �Œ7Ü×.Ñ.¨q°bµ&Ó9Ð 9Ü×*Ñ*¨1­7°A¸r½µNÓCÐCr có€VPVPr2VPVPrT\P!W54pV^8Xd0\P W%,W4,, W5,4#W6,pW%V,,WG,, p\P!W†4p V ^8Xd\P W‡V,4#\P W‰,WuV ,,4#rfrárâs && rÚ_subÚ Fraction._sub*rìr cóV€VPVPr2VPVPrT\P!W%4pV^8”dW&,pWV,p\P!WC4pV^8”dWG,pW7,p\P W$,WS,4#rfrá)rtrÐrãräråræÚg1rés&& rÚ_mulÚ Fraction._mul:s}€à—‘˜qŸ~™~ˆBØ—‘˜qŸ~™~ˆBÜ �XŠX�bÓ ˆØ �Œ6Ø �IˆBØ �IˆBÜ �XŠX�bÓ ˆØ �Œ6Ø �IˆBØ �IˆBÜ×*Ñ*¨2­7°BµGÓ<ÐÓ?‰ ˆØ”H˜U¨¥GÓ,Ð,Ð,r có¦€VPVPr2\VPV,VPV,,W#,4#rb)rrr)rtrÐräræs&& rÚ_modÚ Fraction._modns7€à—‘ § ¡ ˆBܘŸ™ rÕ)¨a¯k©k¸BÕ.>Õ?ÀÅÓIÐIr có(€Ve\#\V\P4'Ed5VP^8XEdVP pV^8¼d9\ PVPV,VPV,4#VP^8”d;\ PVPV),VPV),4#VP^8Xd%\RVPV),,4h\ PVP)V),VP)V),4#\V4\V4,#\V\\34'd\V4V,#\#)Nr5) rÏr<r=r>rrrrPr:r;rFr?rÎ)rtrÐÚmoduloÚpowers&&& rÚ__pow__ÚFraction.__pow__usJ€ð Ò Ü!Ð !Ü �aœ×)Ñ)× *Ó *Ø�}‰} Õ!ØŸ ™ �ؘA”:Ü#×6Ñ6°q·|±|ÀuÕ7LØ78·~±~ÈÕ7NóPðPà—\‘\ AÔ%Ü#×6Ñ6°q·~±~È%ÈÕ7OØ78·|±|ÈÀvÕ7MóOðOà—\‘\ QÔ&Ü+Ð,=Ø,-¯N©N¸u¸fÕ,Dõ-EóFðFô$×6Ñ6¸¿¹¸ÈUÈFÕ7RØ9:¿¹¸ È5È&Õ7PóRðRô ˜Q“x¤5¨£8Õ+Ð+Ü ˜œE¤7Ð+× ,Ò ,ܘ“8˜q•=Ð ä!Ð !r cóv€Ve\#VP^8Xd$VP^8¼dWP,#\V\P 4'd(\ VPVP4V,#VP^8XdWP,#V\V4,#rb) rÏr;r:r<r=r>rrrr?)rÐrtrs&&&rÚ__rpow__ÚFraction.__rpow__—s†€à Ò Ü!Ð !Ø �>‰>˜QÔ  1§<¡<°1Ô#4àŸ ™ Õ$Ð $ä �aœ×)Ñ)× *Ò *ܘAŸK™K¨¯©Ó7¸1Õ<Ð <à �>‰>˜QÔ ØŸ ™ Õ$Ð $à”E˜!“H�}Ðr cóV€\PVPVP4#rb©rrPr:r;rzs&rÚ__pos__ÚFraction.__pos__§s€ä×*Ñ*¨1¯<©<¸¿¹ÓHÐHr cóX€\PVP)VP4#rbr rzs&rÚ__neg__ÚFraction.__neg__«s€ä×*Ñ*¨A¯L©L¨=¸!¿.¹.ÓIÐIr cóh€\P\VP4VP4#rb)rrPr r:r;rzs&rÚ__abs__ÚFraction.__abs__¯s"€ä×*Ñ*¬3¨q¯|©|Ó+<¸a¿n¹nÓMÐMr có´€VP^8d&V!VP)VP,)4#V!VPVP,4#©rrl)rtÚ_indexs&&rÚ__int__ÚFraction.__int__³sC€à �<‰<˜!Ô Ù˜QŸ\™\˜M¨Q¯^©^Õ;Ð<Ó=Ð =á˜!Ÿ,™,¨!¯.©.Õ8Ó9Ð 9r cóœ€VP^8d VP)VP,)#VPVP,#rrlrzs&rÚ __trunc__ÚFraction.__trunc__ºs9€à �<‰<˜!Ô Ø—l‘l�] a§n¡nÕ4Ð5Ð 5à—<‘< 1§>¡>Õ1Ð 1r có<€VPVP,#rbrlrzs&rÚ __floor__ÚFraction.__floor__Ás€à�|‰|˜qŸ~™~Õ-Ð-r có@€VP)VP,)#rbrlrzs&rÚ__ceil__ÚFraction.__ceil__Ås€ð—,‘,� !§.¡.Õ0Ð1Ð1r có|€VfeVPp\VPV4wr4V^,V8dV#V^,V8”d V^,#V^,^8XdV#V^,#^ \V4,pV^8”d\ \ W,4V4#\ \ W, 4V,4#rb)r;rr:r rÚround)rJÚndigitsrÚfloorÚ remainderÚshifts&& rÚ __round__ÚFraction.__round__Êsª€ð Š?Ø×!Ñ!ˆAÜ% d§o¡o°qÓ9Ñ ˆEؘ1�}˜qÔ Ø� ؘQ• Ô"ؘq•yÐ à˜•˜a”Ø� à˜q•yÐ Ø”C˜“LÕ ˆð �QŒ;ÜœE $¥,Ó/°Ó7Ð 7äœE $¥,Ó/°%Õ7Ó8Ð 8r cóB€\VPVP4#rb)rr:r;rhs&rÚ__hash__ÚFraction.__hash__äs€ä˜tŸ™°×0AÑ0AÓBÐBr cóz€\V4\Jd'VPV8H;'dVP^8H#\ V\ P 4'd;VPVP8H;'dVPVP8H#\ V\ P4'dVP^8Xd VPp\ V\4'dQ\P!V4'g\P!V4'dRV8H#WP!V48H#\"#)rç)r8r9r:r;r<r=r>rrrÙÚimagÚrealr?rGÚisnanÚisinfrZrÏrøs&&rÚ__eq__ÚFraction.__eq__èsÝ€ä �‹7”c‹>Ø—<‘< 1Ñ$×<Ð<¨¯©¸1Ñ)<Ð <Ü �aœ×)Ñ)× *Ò *Ø—L‘L A§K¡KÑ/÷4ð4Ø—N‘N a§m¡mÑ3ð 5ä �aœŸ™× )Ò )¨a¯f©f¸¬kØ—‘ˆAÜ �aœ× Ò Ü�zŠz˜!�}Š}¤§ ¢ ¨1§ ¢ ð˜a‘x�àŸL™L¨›OÑ+Ð+ô"Ð !r có¨€\V\P4'd@V!VPVP,VP VP ,4#\V\4'dY\P!V4'g\P!V4'd V!RV4#V!WPV44#\#)r/) r<r=r>r:rr;rr?rGr2r3rZrÏ)rJÚotherÚops&&&rÚ_richcmpÚFraction._richcmpýs—€ô �eœW×-Ñ-× .Ò .Ù�d—o‘o¨×(9Ñ(9Õ9Ø×'Ñ'¨%¯/©/Õ9ó;ð ;ä �eœU× #Ò #Ü�zŠz˜%× Ò ¤D§J¢J¨u×$5Ò$5Ù˜#˜u“~Ð%á˜$§¡°Ó 6Ó7Ð7ä!Ð !r cóB€VPV\P4#rb)r9ÚoperatorÚltrøs&&rÚ__lt__ÚFraction.__lt__ó€à�z‰z˜!œXŸ[™[Ó)Ð)r cóB€VPV\P4#rb)r9r<Úgtrøs&&rÚ__gt__ÚFraction.__gt__r@r cóB€VPV\P4#rb)r9r<Úlerøs&&rÚ__le__ÚFraction.__le__r@r cóB€VPV\P4#rb)r9r<Úgerøs&&rÚ__ge__ÚFraction.__ge__r@r có,€\VP4#rb)r�r:rzs&rÚ__bool__ÚFraction.__bool__#s€ô�A—L‘LÓ!Ð!r cóJ€VPVPVP33#rb)rMr:r;rhs&rÚ __reduce__ÚFraction.__reduce__+s €Ø—‘ §¡°$×2CÑ2CÐ DÐEÐEr cóz€\V4\8XdV#VPVPVP4#rb©r8rrMr:r;rhs&rÚ__copy__ÚFraction.__copy__.ó.€Ü �‹:œÔ !؈KØ�~‰~˜dŸo™o¨t×/@Ñ/@ÓAÐAr cóz€\V4\8XdV#VPVPVP4#rbrT)rJÚmemos&&rÚ __deepcopy__ÚFraction.__deepcopy__3rWr )r;r:rl)rN)i@B)Trb)MrXÚ __module__Ú __qualname__Ú__firstlineno__Ú __slots__r7Ú classmethodrRrZr_rPrir,rwÚpropertyrrr€r„r–rÄrÊrÞrêr<ÚaddÚ__add__Ú__radd__rîÚsubÚ__sub__Ú__rsub__ròÚmulÚ__mul__Ú__rmul__rõÚtruedivÚ __truediv__Ú __rtruediv__rùÚfloordivÚ __floordiv__Ú __rfloordiv__rþrÚ __divmod__Ú __rdivmod__rÚmodÚ__mod__Ú__rmod__rr r rrÚindexrrrr!r)r,r4r9r>rCrGrKrNrQrUrZÚ__static_attributes__Ú__classdictcell__Ú __classcell__)rMÚ __classdict__s@@rrr¶sù‡€ð*/€I÷iðVñBóðBð*ñ =óð =ðñ ?óð ?ðô óð ò&ò4ô7AðrñóððñóðòCò Bò )òDf)òP ô"l òd Dñ,¨D°(·,±,Ó?Ñ€GˆXò Dñ,¨D°(·,±,Ó?Ñ€GˆXò =ñ,¨D°(·,±,Ó?Ñ€GˆXò1ñ(!4°D¸(×:JÑ:JÓ KÑ€K�òNñ#6°iÀ×ARÑARÐTYÓ"ZÑ€L�-ò-ñ 2°'¸6À5ÓIÑ€J� òJñ ,¨D°(·,±,ÀÓFÑ€GˆXô "ôDò IòJòNð#Ÿ.™.ô:ò2ò.ò2ô 9ò4Cò"ò*"ò,*ò*ò*ò*ò"òFòB÷ BòBr i@)F)Ú functoolsrGr=r<ÚreÚsysÚ__all__Ú hash_infoÚmodulusr ÚinfrÚ lru_cacherÚcompileÚVERBOSEÚ IGNORECASErArr)ÚDOTALLÚ fullmatchrÇrÈr>rr©r rÚrˆs ðó Û ÛÛÛ Û à ˆ,€ð —-‘-×'Ñ'€ð�m‰m×Ñ€ à ×Ò˜wÔ'ñ*ó(ð*ð@—:’:ð ð‡Z�Z�"—-‘-Õó !Ðô"ò:$'ðP)+¯ ª ð 4ð‡Y�Y�—‘Õó )÷'™Yð&ð$')§j¢jð2ð&‡Y�Y�—‘Õó''÷&'™Yð'$ô,@Bˆw×Ñö@Br