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!Ø×"Ò"¨7Ð"Ñ3Ô3ˆCØð Ø� ݘ4‘=”=Ð Ø Œ9˜Š>ˆ>ݘ4‘=”=Ð à—=’=  HÑ-Ô-Ð -r0cóD— |€t¦«}|jrH| |¬¦«}|r|S| ¦«r|jdkrt |¦«S|s3t |jd|jdz¦«}| |¦«S|jdkr|  td¦«S|j dz}t|¦«}|j dz }|j dzr%|jdz}t|j¦«dz dz}n!|j}t|j¦«dzdz }||z }|dkr |d|zz}d } nt#|d| z¦«\}} | } ||z}d|z} || z} | | krn | | zdz } Œ| o| | z|k} | r|dkr | d|zz} n | d| zz} ||z }n| d zdkr| dz } t dt%| ¦«|¦«}| ¦«}| t*¦«} | |¦«}| |_|S) Nror(rƒr‘r1zsqrt(-x), x > 0rõr­Tr±)rr‚rÉrÃrCrrBr�rrœr r_r¡rŠrˆržrDr6r˜Ú _shallow_copyÚ _set_roundingrr^)r5r6rGr_ÚoprÚcÚlr7rÈr8rAr=r^s r.Úsqrtz Decimal.sqrt§ s€Ø-Ø ˆ?Ý ‘l”lˆGà Ô ð %Ø×"Ò"¨7Ð"Ñ3Ô3ˆCØð Ø� à×ÒÑ!Ô!ð % d¤j°A¢o oݘt‘}”}Ð$àð %å" 4¤:¨s°D´IÀ±NÑCÔCˆCØ—8’8˜GÑ$Ô$Ð $à Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ð:KÑLÔLÐ Lð,Œ|˜A‰~ˆõ �d‰^Œ^ˆØ ŒF�a‰KˆØ Œ6�A‰:ð &Ø”˜‘ ˆAÝ�T”Y‘” 1Ñ$¨Ñ)ˆAˆAà”ˆAÝ�D”I‘”˜qÑ  AÑ%ˆAð�Q‘ˆØ �AŠ:ˆ:Ø ��e‘‰OˆA؈EˆEå! ! S¨5¨&¡[Ñ1Ô1‰LˆAˆyØ!�MˆEØ ˆU‰ ˆð �‰Hˆð Ø�1‘ˆAØ�AŠvˆvØà˜‘E˜Q‘J�ð  ð Ð"˜!˜A™# š(ˆà ð à˜Šzˆzà�b˜%‘i‘��à�R˜%˜‘Z‘�Ø �‰JˆAˆAð�1‰u˜ŠzˆzØ�Q‘�å˜q¥# a¡&¤&¨!Ñ,Ô,ˆð×'Ò'Ñ)Ô)ˆØ×(Ò(­Ñ9Ô9ˆØ�hŠh�wÑÔˆØ#ˆÔàˆ r0có — t|d¬¦«}|€t¦«}|js|jr„| ¦«}| ¦«}|s|rX|dkr|dkr| |¦«S|dkr|dkr| |¦«S| ||¦«S| |¦«}|dkr| |¦«}|dkr|}n|}| |¦«S©NTrðr1r(rÁ©ròrr‚r¿rrÉrÛÚ compare_total©r5rÆr6ÚsnÚonrårGs r.r$z Decimal.max s€ð õ ˜u¨dÐ3Ñ3Ô3ˆà ˆ?Ý ‘l”lˆGà Ô ð 8˜uÔ0ð 8ð—’‘”ˆBØ—’‘”ˆBØð 8�Rð 8ؘ’7�7˜r Qšw˜wØŸ9š9 WÑ-Ô-Ð-ؘ’7�7˜r Qšw˜wØ Ÿ:š: gÑ.Ô.Ð.Ø×'Ò'¨¨wÑ7Ô7Ð7à �IŠI�eÑ Ô ˆØ �Š6ˆ6ð×"Ò" 5Ñ)Ô)ˆAà �Š7ˆ7؈CˆCàˆCà�xŠx˜Ñ Ô Ð r0có — t|d¬¦«}|€t¦«}|js|jr„| ¦«}| ¦«}|s|rX|dkr|dkr| |¦«S|dkr|dkr| |¦«S| ||¦«S| |¦«}|dkr| |¦«}|dkr|}n|}| |¦«Srérêrìs r.rz Decimal.min4 s€ð õ ˜u¨dÐ3Ñ3Ô3ˆà ˆ?Ý ‘l”lˆGà Ô ð 8˜uÔ0ð 8ð—’‘”ˆBØ—’‘”ˆBØð 8�Rð 8ؘ’7�7˜r Qšw˜wØŸ9š9 WÑ-Ô-Ð-ؘ’7�7˜r Qšw˜wØ Ÿ:š: gÑ.Ô.Ð.Ø×'Ò'¨¨wÑ7Ô7Ð7à �IŠI�eÑ Ô ˆØ �Š6ˆ6Ø×"Ò" 5Ñ)Ô)ˆAà �Š7ˆ7؈CˆCàˆCà�xŠx˜Ñ Ô Ð r0có„— |jrdS|jdkrdS|j|jd…}|dt|¦«zkS)NFr(Trƒ)r‚r�rDrž)r5Úrests r.rœzDecimal._isintegerV sL€Ø0Ø Ô ð Ø�5Ø Œ9˜Š>ˆ>Ø�4ØŒy˜œ˜˜Ô$ˆØ�s�3˜t™9œ9‘}Ò$Ð$r0cóP— |r |jdkrdS|jd|jzdvS)Nr(TrÁrƒ)r�rDrÂs r.r�zDecimal._iseven_ s4€ØHØð �t”y 1’}�}Ø�4ØŒy˜˜DœI™Ô&¨'Ð1Ð1r0cóf— |jt|j¦«zdz S#t$rYdSwxYw)Nr1r()r�ržrDrxrÂs r.rÔzDecimal.adjustede sF€Ø2ð Ø”9�s 4¤9™~œ~Ñ-°Ñ1Ð 1øåð ð ð Ø�1�1ð øøøs ƒ"¢ 0¯0có— |Sr+r,rÂs r.Ú canonicalzDecimal.canonicalm s€ð ð ˆ r0cóˆ— t|d¬¦«}| ||¦«}|r|S| ||¬¦«S©NTrðro)ròrÎróräs r.Úcompare_signalzDecimal.compare_signalu sS€ð õ ˜u°Ð5Ñ5Ô5ˆØ×&Ò& u¨gÑ6Ô6ˆØ ð ØˆJØ�|Š|˜E¨7ˆ|Ñ3Ô3Ð3r0cóV— t|d¬¦«}|jr|jstS|js|jrtS|j}| ¦«}| ¦«}|s|rÚ||krit |j¦«|jf}t |j¦«|jf}||kr|rtStS||kr|rtStStS|r5|dkrtS|dkrtS|dkrtS|dkrtSn4|dkrtS|dkrtS|dkrtS|dkrtS||krtS||krtS|j|jkr|rtStS|j|jkr|rtStStS)NTrðr1r‘) ròrCÚ _NegativeOnerÁr¿ržrDÚ_Zeror�)r5rÆr6rPÚself_nanÚ other_nanÚself_keyÚ other_keys r.rëzDecimal.compare_total� sÝ€ð õ ˜u¨dÐ3Ñ3Ô3ˆð Œ:ð ˜eœkð ÝÐ ØŒzð ˜eœkð ݈KØŒzˆð—;’;‘=”=ˆØ—L’L‘N”Nˆ Ø ð" (�yð" (ؘ9Ò$Ð$å˜tœy™>œ>¨4¬9Ð4�Ý ¤ ™OœO¨U¬ZÐ7� ؘiÒ'Ð'Øð,Ý#˜ å+Ð+ؘiÒ'Ð'Øð$Ý+Ð+å#˜ Ý� àð (ؘq’=�=Ý'Ð'Ø ’>�>Ý�Kؘq’=�=Ý'Ð'Ø ’>�>Ý�Kð"ð˜q’=�=Ý�KØ ’>�>Ý'Ð'ؘq’=�=Ý�KØ ’>�>Ý'Ð'à �%Š<ˆ<ÝÐ Ø �%Š<ˆ<݈Kà Œ9�u”zÒ !Ð !Øð $Ý� å#Ð#Ø Œ9�u”zÒ !Ð !Øð Ý#Ð#å� ݈ r0có — t|d¬¦«}| ¦«}| ¦«}| |¦«Srï)ròrrë)r5rÆr6rYÚos r.Úcompare_total_magzDecimal.compare_total_magÊ sI€ð õ˜u¨dÐ3Ñ3Ô3ˆà �MŠM‰OŒOˆØ �NŠNÑ Ô ˆØ�Š˜qÑ!Ô!Ð!r0cóF— td|j|j|j¦«Sr`)rBrDr�r‚rÂs r.rzDecimal.copy_absÕ s €Ø5Ý  4¤9¨d¬i¸Ô9IÑJÔJÐJr0có–— |jr!td|j|j|j¦«Std|j|j|j¦«S)Nr(r1)rCrBrDr�r‚rÂs r.rzDecimal.copy_negateÙ sF€Ø4Ø Œ:ð OÝ# A t¤y°$´)¸TÔ=MÑNÔNÐ Nå# A t¤y°$´)¸TÔ=MÑNÔNÐ Nr0cór— t|d¬¦«}t|j|j|j|j¦«Srï)ròrBrCrDr�r‚rÍs r.Ú copy_signzDecimal.copy_signà s;€Ø2ݘu¨dÐ3Ñ3Ô3ˆÝ ¤ ¨T¬YØ $¤ ¨4Ô+;ñ=ô=ð =r0có*— |€t¦«}| |¬¦«}|r|S| ¦«dkrtS|stS| ¦«dkrt |¦«S|j}| ¦«}|jdkrF|tt|j dzdz¦«¦«krtdd|j dz¦«}�nb|jdkr`|tt|  ¦« dzdz¦«¦«kr'tdd|  ¦«dz ¦«}n÷|jdkr&|| krtddd|dz zzdz| ¦«}nÆ|jdkr&|| dz krtdd|dzz| dz ¦«}n•t|¦«}|j|j}}|jdkr| }d} t%||||z¦«\} } | d d tt| ¦«¦«|z dz zzzrn|dz }ŒItdt| ¦«| ¦«}| ¦«}| t*¦«} | |¦«}| |_|S) NrorÁr1r(r�r0rƒr]Tr±rõ)rrÉrÃrûrÁrr_rÔrCržr˜r`rBr5r¡rˆrŠrPÚ_dexprârãrrr^) r5r6rGr±ÚadjrärårrÊr»rŠr^s r.rŠz Decimal.expæ s¦€Ø à ˆ?Ý ‘l”lˆGð×Ò wÐÑ/Ô/ˆØ ð ØˆJð × Ò Ñ Ô  Ò #Ð #݈Lðð ݈Kð × Ò Ñ Ô  Ò "Ð "ݘ4‘=”=Ð ð ŒLˆØ�mŠm‰oŒoˆð 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is_subnormalzDecimal.is_subnormal] s?€ØGØ Ô ð  4ð Ø�5Ø ˆ?Ý ‘l”lˆGØ�}Š}‰Œ ¤Ò-Ð-r0có*— |j o |jdkSrÐrÑrÂs r.Úis_zerozDecimal.is_zeroe s€ØDØÔ#Ð#Ð8¨¬ °SÒ(8Ð8r0có"— |jt|j¦«zdz }|dkr%tt|dzdz¦«¦«dz S|dkr(ttd|z dzdz¦«¦«dz St |¦«}|j|j}}|dkrKt|d| zz ¦«}t|¦«}t|¦«t|¦«z ||kz S|ttd| z|z ¦«¦«zdz S)Nr1érõrörÁr(©r�ržrDr˜r¡rˆrŠ©r5r rärårÚnumÚdens r.Ú _ln_exp_boundzDecimal._ln_exp_boundi s€ð ð Œi�#˜dœi™.œ.Ñ(¨1Ñ,ˆØ �!Š8ˆ8å•s˜3˜r™6 2™:‘”Ñ'Ô'¨!Ñ+Ð +Ø �"Š9ˆ9å•s˜B˜s™F B™;¨™?Ñ+Ô+Ñ,Ô,¨qÑ0Ð 0Ý �d‰^Œ^ˆØŒv�r”vˆ1ˆØ �!Š8ˆ8å�a˜˜Q˜B™‘h‘-”-ˆCÝ�a‘&”&ˆCÝ�s‘8”8�c #™hœhÑ&¨#°ª)Ñ4Ð 4à•3•s˜2 ˜r™6 A™:‘”Ñ'Ô'Ñ'¨!Ñ+Ð+r0c óH— |€t¦«}| |¬¦«}|r|S|stS| ¦«dkrtS|t krt S|jdkr| td¦«St|¦«}|j |j }}|j }|| ¦«z dz} t|||¦«}|ddt!t#t%|¦«¦«¦«|z dz zzzrn|dz }ŒPt't|d k¦«t#t%|¦«¦«| ¦«}| ¦«}| t,¦«} | |¦«}| |_|S) Nror1zln of a negative valuer‘Tr±rõr�r()rrÉÚ_NegativeInfinityrÃÚ _InfinityrÁrûrCrœr r¡rˆrŠr_r#Ú_dlogržr˜r rBrârãrrr^© r5r6rGrärårr±rÛr»r^s r.Úlnz Decimal.ln‚ s¬€Ø=à ˆ?Ý ‘l”lˆGð×Ò wÐÑ/Ô/ˆØ ð ØˆJðð %Ý$Ð $ð × Ò Ñ Ô  Ò "Ð "ÝÐ ð •4Š<ˆ<݈Lð Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ø(@ñBôBð Bõ�d‰^Œ^ˆØŒv�r”vˆ1ˆØ ŒLˆð�T×'Ò'Ñ)Ô)Ñ)¨AÑ-ˆð ݘ!˜Q Ñ'Ô'ˆEà˜˜"�s¥3¥s¨5¡z¤z¡?¤?Ñ3Ô3°AÑ5°aÑ7Ñ8Ñ8Ñ9ð ØØ �a‰KˆFð  õ �s 5¨¢7™|œ|­Sµ°U±´©_¬_¸v¸gÑFÔFˆà×'Ò'Ñ)Ô)ˆØ×(Ò(­Ñ9Ô9ˆØ�hŠh�wÑÔˆØ#ˆÔ؈ r0có(— |jt|j¦«zdz }|dkrtt|¦«¦«dz S|dkr"ttd|z ¦«¦«dz St |¦«}|j|j}}|dkrQt|d| zz ¦«}td|z¦«}t|¦«t|¦«z ||kz dzStd| z|z ¦«}t|¦«|z|dkz dz S) Nr1rörÁr(rõéçr‘Ú231rr s r.rÂzDecimal._log10_exp_bound´ s€ð ðŒi�#˜dœi™.œ.Ñ(¨1Ñ,ˆØ �!Š8ˆ8å•s˜3‘x”x‘=”= ‘?Ð "Ø �"Š9ˆ9å•s˜2˜c™6‘{”{Ñ#Ô# AÑ%Ð %Ý �d‰^Œ^ˆØŒv�r”vˆ1ˆØ �!Š8ˆ8å�a˜˜Q˜B™‘h‘-”-ˆCÝ�c˜!‘e‘*”*ˆCÝ�s‘8”8�c #™hœhÑ&¨#°ª)Ñ4°qÑ8Ð 8å�"�q�b‘&˜‘(‰mŒmˆÝ�3‰xŒx˜!‰|˜s Uš{Ñ+¨aÑ/Ð/r0c óö— |€t¦«}| |¬¦«}|r|S|stS| ¦«dkrtS|jdkr| td¦«S|jddkrX|jdd…dt|j¦«dz zkr-t|j t|j¦«zdz ¦«}nÌt|¦«}|j |j}}|j}|| ¦«z dz} t#|||¦«}|d d tt%t'|¦«¦«¦«|z dz zzzrn|d z }ŒPt)t|dk¦«t%t'|¦«¦«| ¦«}| ¦«}| t.¦«} | |¦«}| |_|S) Nror1zlog10 of a negative valuer(r0rƒr‘Tr±rõr�)rrÉr%rÃr&rCrœr rDržrr�r¡rˆrŠr_rÂÚ_dlog10r˜r rBrârãrrr^r(s r.Úlog10z Decimal.log10Ò sø€Ø4à ˆ?Ý ‘l”lˆGð×Ò wÐÑ/Ô/ˆØ ð ØˆJðð %Ý$Ð $ð × Ò Ñ Ô  Ò "Ð "ÝÐ ð Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ø(CñEôEð Eð Œ9�QŒ<˜3Ò Ð  4¤9¨Q¨R¨R¤=°C½¸T¼Y¹¼È!Ñ9KÑ4LÒ#LÐ#Lå˜$œ)¥c¨$¬)¡n¤nÑ4°qÑ8Ñ9Ô9ˆCˆCõ˜$‘”ˆBØ”6˜2œ6ˆqˆAØ” ˆAð�t×,Ò,Ñ.Ô.Ñ.¨qÑ0ˆFð Ý  1 fÑ-Ô-�à˜A˜b¥3¥s­3¨u©:¬:¡¤Ñ#7Ô#7¸Ñ#9¸!Ñ#;Ñ<Ñ<Ñ=ðØØ˜!‘ �ð  õ #¥3 u¨Q¢w¡<¤<µµS¸±Z´Z±´À6À'ÑJÔJˆCà×'Ò'Ñ)Ô)ˆØ×(Ò(­Ñ9Ô9ˆØ�hŠh�wÑÔˆØ#ˆÔ؈ r0có6— | |¬¦«}|r|S|€t¦«}| ¦«rtS|s| t dd¦«St | ¦«¦«}| |¦«S)Nrozlogb(0)r1) rÉrrÃr&rœr rrÔrrs r.Úlogbz Decimal.logb s¢€ð ð×Ò wÐÑ/Ô/ˆØ ð ØˆJà ˆ?Ý ‘l”lˆGð × Ò Ñ Ô ð ÝÐ ðð FØ×'Ò'­¸ À1ÑEÔEÐ Eõ �d—m’m‘o”oÑ&Ô&ˆØ�xŠx˜Ñ Ô Ð r0cóZ— |jdks |jdkrdS|jD] }|dvrdSŒ dS)Nr(FÚ01T)rCr�rD)r5Údigs r.Ú _islogicalzDecimal._islogical# sN€ð ð Œ:˜Š?ˆ?˜dœi¨1šn˜nØ�5Ø”9ð ð ˆCؘ$ˆˆØ�u�uðàˆtr0cóú—|jt|¦«z }|dkr d|z|z}n|dkr||j d…}|jt|¦«z }|dkr d|z|z}n|dkr||j d…}||fS)Nr(rƒ)r_rž)r5r6ÚopaÚopbÚdifs r.Ú _fill_logicalzDecimal._fill_logical1 s•€ØŒl�S ™XœXÑ%ˆØ �Š7ˆ7Ø�c‘'˜C‘-ˆCˆCØ �1ŠWˆWØ�w”|�m�n�nÔ%ˆCØŒl�S ™XœXÑ%ˆØ �Š7ˆ7Ø�c‘'˜C‘-ˆCˆCØ �1ŠWˆWØ�w”|�m�n�nÔ%ˆCØ�Cˆxˆr0có¸— |€t¦«}t|d¬¦«}| ¦«r| ¦«s| t¦«S| ||j|j¦«\}}d d„t||¦«D¦«¦«}td|  d¦«pdd¦«S)NTrðr†cól—g|]1\}}tt|¦«t|¦«z¦«‘Œ2Sr,©r˜rˆ©Ú.0r½Úbs r.ú z'Decimal.logical_and..L ó4€ÐEÐEÐE±°°1�#�c !™fœf¥S¨¡V¤V™mÑ,Ô,ÐEÐEÐEr0r(rƒ© rròr5rœr r:rDr¦ÚziprBrŸ©r5rÆr6r7r8r½s r.Ú logical_andzDecimal.logical_and> óÍ€ØIØ ˆ?Ý ‘l”lˆGå˜u¨dÐ3Ñ3Ô3ˆà�ŠÑ Ô ð :¨×(8Ò(8Ñ(:Ô(:ð :Ø×'Ò'Õ(8Ñ9Ô9Ð 9ð×'Ò'¨°´¸E¼JÑGÔG‰ ˆˆcð—’ÐEÐE½¸CÀ¹ ¼ ÐEÑEÔEÑFÔFˆÝ  6§=¢=°Ñ#5Ô#5Ð#<¸¸aÑ@Ô@Ð@r0có~— |€t¦«}| tdd|jzd¦«|¦«S)Nr(r0)rÚ logical_xorrBr_rs r.Úlogical_invertzDecimal.logical_invertO sD€Ø$Ø ˆ?Ý ‘l”lˆGØ×ÒÕ 0°°3°w´|Ñ3CÀAÑ FÔ FØ 'ñ)ô)ð )r0có¸— |€t¦«}t|d¬¦«}| ¦«r| ¦«s| t¦«S| ||j|j¦«\}}d d„t||¦«D¦«¦«}td|  d¦«pdd¦«S)NTrðr†cól—g|]1\}}tt|¦«t|¦«z¦«‘Œ2Sr,r=r>s r.rAz&Decimal.logical_or..d rBr0r(rƒrCrEs r.Ú logical_orzDecimal.logical_orV sÍ€ØHØ ˆ?Ý ‘l”lˆGå˜u¨dÐ3Ñ3Ô3ˆà�ŠÑ Ô ð :¨×(8Ò(8Ñ(:Ô(:ð :Ø×'Ò'Õ(8Ñ9Ô9Ð 9ð×'Ò'¨°´¸E¼JÑGÔG‰ ˆˆcð—’ÐEÐE½¸CÀ¹ ¼ ÐEÑEÔEÑFÔFˆÝ  6§=¢=°Ñ#5Ô#5Ð#<¸¸aÑ@Ô@Ð@r0có¸— |€t¦«}t|d¬¦«}| ¦«r| ¦«s| t¦«S| ||j|j¦«\}}d d„t||¦«D¦«¦«}td|  d¦«pdd¦«S)NTrðr†cól—g|]1\}}tt|¦«t|¦«z ¦«‘Œ2Sr,r=r>s r.rAz'Decimal.logical_xor..u rBr0r(rƒrCrEs r.rIzDecimal.logical_xorg rGr0cóR— t|d¬¦«}|€t¦«}|js|jr„| ¦«}| ¦«}|s|rX|dkr|dkr| |¦«S|dkr|dkr| |¦«S| ||¦«S| ¦« | ¦«¦«}|dkr| |¦«}|dkr|}n|}| |¦«Sré© ròrr‚r¿rrÉrrÛrërìs r.Úmax_magzDecimal.max_magx s)€ØFݘu¨dÐ3Ñ3Ô3ˆà ˆ?Ý ‘l”lˆGà Ô ð 8˜uÔ0ð 8ð—’‘”ˆBØ—’‘”ˆBØð 8�Rð 8ؘ’7�7˜r Qšw˜wØŸ9š9 WÑ-Ô-Ð-ؘ’7�7˜r Qšw˜wØ Ÿ:š: gÑ.Ô.Ð.Ø×'Ò'¨¨wÑ7Ô7Ð7à �MŠM‰OŒO× Ò  §¢Ñ!1Ô!1Ñ 2Ô 2ˆØ �Š6ˆ6Ø×"Ò" 5Ñ)Ô)ˆAà �Š7ˆ7؈CˆCàˆCà�xŠx˜Ñ Ô Ð r0cóR— t|d¬¦«}|€t¦«}|js|jr„| ¦«}| ¦«}|s|rX|dkr|dkr| |¦«S|dkr|dkr| |¦«S| ||¦«S| ¦« | ¦«¦«}|dkr| |¦«}|dkr|}n|}| |¦«SrérQrìs r.Úmin_magzDecimal.min_mag– s)€ØFݘu¨dÐ3Ñ3Ô3ˆà ˆ?Ý ‘l”lˆGà Ô ð 8˜uÔ0ð 8ð—’‘”ˆBØ—’‘”ˆBØð 8�Rð 8ؘ’7�7˜r Qšw˜wØŸ9š9 WÑ-Ô-Ð-ؘ’7�7˜r Qšw˜wØ Ÿ:š: gÑ.Ô.Ð.Ø×'Ò'¨¨wÑ7Ô7Ð7à �MŠM‰OŒO× Ò  §¢Ñ!1Ô!1Ñ 2Ô 2ˆØ �Š6ˆ6Ø×"Ò" 5Ñ)Ô)ˆAà �Š7ˆ7؈CˆCàˆCà�xŠx˜Ñ Ô Ð r0cóN— |€t¦«}| |¬¦«}|r|S| ¦«dkrtS| ¦«dkr+t dd|jz| ¦«¦«S| ¦«}| t¦«|  ¦«|  |¦«}||kr|S|  t dd|  ¦«dz ¦«|¦«S)NrorÁr1r(r]r0)rrÉrÃr%rBr_rmrqrãrÚ_ignore_all_flagsrr,r5©r5r6rGÚnew_selfs r.Ú next_minuszDecimal.next_minus´ s€ØKØ ˆ?Ý ‘l”lˆGà×Ò wÐÑ/Ô/ˆØ ð ØˆJà × Ò Ñ Ô  Ò #Ð #Ý$Ð $Ø × Ò Ñ Ô  Ò "Ð "Ý# A s¨7¬<Ñ'7¸¿º¹¼ÑHÔHÐ Hà—,’,‘.”.ˆØ×Ò�kÑ*Ô*Ð*Ø×!Ò!Ñ#Ô#Ð#Ø—9’9˜WÑ%Ô%ˆØ �tÒ Ð ØˆOØ�|Š|Õ,¨Q°°W·]²]±_´_ÀQÑ5FÑGÔGØ#ñ%ô%ð %r0cóN— |€t¦«}| |¬¦«}|r|S| ¦«dkrtS| ¦«dkr+t dd|jz| ¦«¦«S| ¦«}| t¦«|  ¦«|  |¦«}||kr|S|  t dd|  ¦«dz ¦«|¦«S)Nror1rÁr]r(r0)rrÉrÃr&rBr_rmrqrãrrVrr*r5rWs r.Ú next_pluszDecimal.next_plusË s€ØKØ ˆ?Ý ‘l”lˆGà×Ò wÐÑ/Ô/ˆØ ð ØˆJà × Ò Ñ Ô  Ò "Ð "ÝÐ Ø × Ò Ñ Ô  Ò #Ð #Ý# A s¨7¬<Ñ'7¸¿º¹¼ÑHÔHÐ Hà—,’,‘.”.ˆØ×Ò�mÑ,Ô,Ð,Ø×!Ò!Ñ#Ô#Ð#Ø—9’9˜WÑ%Ô%ˆØ �tÒ Ð ØˆOØ�|Š|Õ,¨Q°°W·]²]±_´_ÀQÑ5FÑGÔGØ#ñ%ô%ð %r0cóV— t|d¬¦«}|€t¦«}| ||¦«}|r|S| |¦«}|dkr| |¦«S|dkr| |¦«}n| |¦«}| ¦«rV| td|j ¦«| t¦«| t¦«n¡|  ¦«|jkr„| t¦«| t ¦«| t¦«| t¦«|s| t"¦«|S)NTrðr(rÁz Infinite result from next_toward)ròrrÉrÛrr[rYrÃrœrrCr r rÔrerrr )r5rÆr6rGÚ comparisons r.Ú next_towardzDecimal.next_towardâ s‘€ð õ˜u¨dÐ3Ñ3Ô3ˆà ˆ?Ý ‘l”lˆGà×Ò˜u gÑ.Ô.ˆØ ð ØˆJà—Y’Y˜uÑ%Ô%ˆ Ø ˜Š?ˆ?Ø—>’> %Ñ(Ô(Ð (à ˜Ò Ð Ø—.’. Ñ)Ô)ˆCˆCà—/’/ 'Ñ*Ô*ˆCð �?Š?Ñ Ô ð .Ø × Ò ¥Ø!CØ!$¤ñ ,ô ,ð ,ð × Ò ¥Ñ )Ô )Ð )Ø × Ò ¥Ñ )Ô )Ð )Ð )Ø �\Š\‰^Œ^˜gœlÒ *Ð *Ø × Ò ¥Ñ +Ô +Ð +Ø × Ò ¥Ñ +Ô +Ð +Ø × Ò ¥Ñ )Ô )Ð )Ø × Ò ¥Ñ )Ô )Ð )ðð .Ø×$Ò$¥WÑ-Ô-Ð-àˆ r0cóZ— | ¦«rdS| ¦«rdS| ¦«}|dkrdS|dkrdS| ¦«r |jrdSdS|€t ¦«}| |¬ ¦«r |jrd Sd S|jrd Sd S)NrÅr r1z +InfinityrÁz -Infinityz-Zeroz+Zeroroz -Subnormalz +Subnormalz-Normalz+Normal)rËrÌrÃrrCrr)r5r6Úinfs r.Ú number_classzDecimal.number_classsÓ€ð ð �<Š<‰>Œ>ð Ø�6Ø �<Š<‰>Œ>ð Ø�5Ø×ÒÑ Ô ˆØ �!Š8ˆ8Ø�;Ø �"Š9ˆ9Ø�;Ø �<Š<‰>Œ>ð ØŒzð Ø�wà�wØ ˆ?Ý ‘l”lˆGØ × Ò  WÐ Ñ -Ô -ð $ØŒzð $Ø#�|à#�|à Œ:ð Ø�9à�9r0có"— td¦«S©NrõrarÂs r.Úradixz Decimal.radix:s€Ø5Ý�r‰{Œ{Ðr0có°— |€t¦«}t|d¬¦«}| ||¦«}|r|S|jdkr| t ¦«S|j t|¦«cxkr |jksn| t ¦«S| ¦«rt|¦«St|¦«}|j }|jt|¦«z }|dkr d|z|z}n|dkr || d…}||d…|d|…z}t|j | d¦«pd|j¦«S©NTrðr(rƒ©rròrÉr�rœr r_rˆrÃrrDržrBrCrŸ)r5rÆr6rGÚtorotÚrotdigÚtopadÚrotateds r.ÚrotatezDecimal.rotate>sk€ØCØ ˆ?Ý ‘l”lˆGå˜u¨dÐ3Ñ3Ô3ˆà×Ò˜u gÑ.Ô.ˆØ ð ØˆJà Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ñ9Ô9Ð 9Ø”� ¥ U¡¤Ð;Ð;Ò;Ð;¨w¬|Ò;Ð;Ð;Ð;Ø×'Ò'Õ(8Ñ9Ô9Ð 9à × Ò Ñ Ô ð !ݘ4‘=”=Ð õ�E‘ ” ˆØ”ˆØ” �s 6™{œ{Ñ*ˆØ �1Š9ˆ9ؘ‘Y Ñ'ˆFˆFØ �QŠYˆYؘU˜F˜G˜G”_ˆF𘘘”. 6¨&¨5¨&¤>Ñ1ˆÝ ¤ Ø '§¢¨sÑ 3Ô 3Ð :°s¸D¼IñGôGð Gr0cóL— |€t¦«}t|d¬¦«}| ||¦«}|r|S|jdkr| t ¦«Sd|j|jzz}d|j|jzz}|t|¦«cxkr|ksn| t ¦«S|  ¦«rt|¦«St|j |j |jt|¦«z¦«}| |¦«}|S)NTrðr(rör‘)rròrÉr�rœr r`r_rˆrÃrrBrCrDr)r5rÆr6rGÚliminfÚlimsupr¼s r.ÚscalebzDecimal.scaleb_s€ØLØ ˆ?Ý ‘l”lˆGå˜u¨dÐ3Ñ3Ô3ˆà×Ò˜u gÑ.Ô.ˆØ ð ØˆJà Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ñ9Ô9Ð 9Ø�w”| g¤lÑ2Ñ3ˆØ�w”| g¤lÑ2Ñ3ˆØ�#˜e™*œ*Ð.Ð.Ò.Ð.¨Ò.Ð.Ð.Ð.Ø×'Ò'Õ(8Ñ9Ô9Ð 9à × Ò Ñ Ô ð !ݘ4‘=”=Ð å ˜TœZ¨¬°D´IÅÀEÁ Ä Ñ4JÑ KÔ KˆØ �FŠF�7‰OŒOˆØˆr0cóØ— |€t¦«}t|d¬¦«}| ||¦«}|r|S|jdkr| t ¦«S|j t|¦«cxkr |jksn| t ¦«S| ¦«rt|¦«St|¦«}|j }|jt|¦«z }|dkr d|z|z}n|dkr || d…}|dkr |d|…}n|d|zz}||j d…}t|j | d¦«pd|j¦«Srfrg)r5rÆr6rGrhrirjÚshifteds r.r7z Decimal.shiftxs‰€ØCØ ˆ?Ý ‘l”lˆGå˜u¨dÐ3Ñ3Ô3ˆà×Ò˜u gÑ.Ô.ˆØ ð ØˆJà Œ:˜Š?ˆ?Ø×'Ò'Õ(8Ñ9Ô9Ð 9Ø”� ¥ U¡¤Ð;Ð;Ò;Ð;¨w¬|Ò;Ð;Ð;Ð;Ø×'Ò'Õ(8Ñ9Ô9Ð 9à × Ò Ñ Ô ð !ݘ4‘=”=Ð õ�E‘ ” ˆØ”ˆØ” �s 6™{œ{Ñ*ˆØ �1Š9ˆ9ؘ‘Y Ñ'ˆFˆFØ �QŠYˆYؘU˜F˜G˜G”_ˆFð �1Š9ˆ9ؘV˜e˜V”nˆGˆGà˜s 5™yÑ(ˆGؘwœ|˜m˜n˜nÔ-ˆGå ¤ Ø$+§N¢N°3Ñ$7Ô$7Ð$>¸3ÀÄ ñKôKð Kr0có0—|jt|¦«ffSr+)Ú __class__r˜rÂs r.Ú __reduce__zDecimal.__reduce__Ÿs€Ø”¥ T¡¤  Ð-Ð-r0cóv—t|¦«tur|S| t|¦«¦«Sr+©Útyperrtr˜rÂs r.Ú__copy__zDecimal.__copy__¢ó0€Ý �‰:Œ:�РР؈KØ�~Š~�c $™iœiÑ(Ô(Ð(r0cóv—t|¦«tur|S| t|¦«¦«Sr+rw)r5Úmemos r.Ú __deepcopy__zDecimal.__deepcopy__§rzr0có— |€t¦«}t||¬¦«}|jrXt|j|¦«}t | ¦«¦«}|ddkr|dz }t|||¦«S|d€ddg|j|d<|ddkr#t|j|j |j dz¦«}|j }|d}|�~|ddvr|  |d z|¦«}nZ|dd vr| | |¦«}n8|dd vr.t|j ¦«|kr|  ||¦«}|s+|j d kr |dd vr| d |¦«}|s|d r |jrd } n|j} |j t|j ¦«z} |ddvr |s|�d |z } n0d } n-|dd vr| } n |dd vr|j d kr | dkr| } nd } | d krd} d| z|j z} n]| t|j ¦«kr%|j d| t|j ¦«z zz} d} n |j d| …pd} |j | d…} | | z }t!| | | ||¦«S)N)Ú _localeconvrxú%ÚgÚGr‘Ú precisionÚeEr1zfF%ÚgGr(Úno_neg_0r rƒr†)rÚ_parse_format_specifierr‚Ú _format_signrCr˜rÚ _format_alignrfrBrDr�r^rÜr%ržÚ_format_number)r5Ú specifierr6rÚspecrPÚbodyr^rƒÚ adjusted_signrrr¬r­rŠs r.Ú __format__zDecimal.__format__®sú€ð ð ˆ?Ý ‘l”lˆGå& y¸kÐJÑJÔJˆð Ô ð 3Ý ¤ ¨DÑ1Ô1ˆDÝ�t—}’}‘”Ñ'Ô'ˆDØ�FŒ|˜sÒ"Ð"ؘ‘ �Ý   t¨TÑ2Ô2Ð 2ð �Œ<Ð Ø ˜: gÔ&6Ô7ˆD�‰Lð �Œ<˜3Ò Ð Ý# D¤J°´ 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d|z¦«‚)Nr_r1r`rer²r(r`rfrgr^z%s: invalid rounding moderhrir®z.'decimal.Context' object has no attribute '%s')r·Ú_rounding_modesrxr•r³rºÚAttributeError)r5r´rs r.r³zContext.__setattr__{s_€Ø �6Š>ˆ>Ø×*Ò*¨4°¸¸5ÑAÔAÐ AØ �VŠ^ˆ^Ø×*Ò*¨4°¸ÀÑBÔBÐ BØ �VŠ^ˆ^Ø×*Ò*¨4°¸¸5ÑAÔAÐ AØ �ZÒ Ð Ø×*Ò*¨4°¸¸1Ñ=Ô=Ð =Ø �WŠ_ˆ_Ø×*Ò*¨4°¸¸1Ñ=Ô=Ð =Ø �ZÒ Ð Ø�OÐ+Ð+õ Ð ;¸eÑ CÑDÔDÐDÝ×%Ò% d¨D°%Ñ8Ô8Ð 8Ø �WŠ_ˆ_ ¨¢ Ø×(Ò(¨¨uÑ5Ô5Ð 5Ø Ð%Ò %Ð %Ý×%Ò% d¨D°%Ñ8Ô8Ð 8å Ø@À4ÑGñIôIð Ir0có&—td|z¦«‚)Nz%s cannot be deleted)r½)r5r´s r.Ú __delattr__zContext.__delattr__”s€ÝÐ3°dÑ:Ñ;Ô;Ð;r0c óì—d„|j ¦«D¦«}d„|j ¦«D¦«}|j|j|j|j|j|j|j ||ffS)Ncó—g|] \}}|¯|‘Œ Sr,r,©r?Úsigr£s r.rAz&Context.__reduce__..™ó!€Ð;Ð;Ð;™˜˜a¸Ð;�Ð;Ð;Ð;r0có—g|] \}}|¯|‘Œ Sr,r,rÂs r.rAz&Context.__reduce__..šrÄr0) rhrvrirtr_r^rer`rfrg)r5rhris r.ruzContext.__reduce__˜sv€Ø;Ð; 4¤:×#3Ò#3Ñ#5Ô#5Ð;Ñ;Ô;ˆØ;Ð; 4¤:×#3Ò#3Ñ#5Ô#5Ð;Ñ;Ô;ˆØ”Ø”˜DœM¨4¬9°d´iØ” ¤ ¨E°5ð:ð;ð ;r0cóÆ— g}| dt|¦«z¦«d„|j ¦«D¦«}| dd |¦«zdz¦«d„|j ¦«D¦«}| dd |¦«zdz¦«d |¦«dzS) NzrContext(prec=%(prec)d, rounding=%(rounding)s, Emin=%(Emin)d, Emax=%(Emax)d, capitals=%(capitals)d, clamp=%(clamp)dcó&—g|]\}}|¯|j‘ŒSr,©r9)r?r¹r£s r.rAz$Context.__repr__..¦ó#€Ð@Ð@Ð@¡  1¸aÐ@�”Ð@Ð@Ð@r0zflags=[ú, ú]có&—g|]\}}|¯|j‘ŒSr,rÈ)r?r¢r£s r.rAz$Context.__repr__..¨rÉr0ztraps=[ú))r¥Úvarsrhrvr¦ri)r5rYÚnamess r.rzContext.__repr__Ÿs߀Ø'Ø ˆØ �Šð#õ˜‘:”:ññ ô ð ðAÐ@¨¬ ×(8Ò(8Ñ(:Ô(:Ð@Ñ@Ô@ˆØ �Š�˜TŸYšY uÑ-Ô-Ñ-°Ñ3Ñ4Ô4Ð4Ø@Ð@¨¬ ×(8Ò(8Ñ(:Ô(:Ð@Ñ@Ô@ˆØ �Š�˜TŸYšY uÑ-Ô-Ñ-°Ñ3Ñ4Ô4Ð4Ø�yŠy˜‰|Œ|˜cÑ!Ð!r0có0— |jD] }d|j|<Œ dSr`)rh©r5Úflags r.rrzContext.clear_flags¬ó/€Ø%Ø”Jð !ð !ˆDØ ˆDŒJ�tÑ Ð ð !ð !r0có0— |jD] }d|j|<Œ dSr`)rirÑs r.Ú clear_trapszContext.clear_traps±rÓr0c ó�— t|j|j|j|j|j|j|j|j|j ¦ « }|Sr+) rr_r^rer`rfrgrhrir®©r5Úncs r.râzContext._shallow_copy¶sB€Ø/Ý �T”Y ¤ ¨t¬y¸$¼)Ø”] D¤J°´ ¸D¼JØÔ(ñ*ô*ˆðˆ r0c óØ— t|j|j|j|j|j|j|j ¦«|j  ¦«|j ¦ « }|Sr+) rr_r^rer`rfrgrhrqrir®r×s r.rqz Context.copy½sW€Ø,Ý �T”Y ¤ ¨t¬y¸$¼)Ø”] D¤JØ”Z—_’_Ñ&Ô&¨¬ ¯ªÑ(9Ô(9ØÔ(ñ*ô*ˆðˆ r0cóè— t ||¦«}||jvr|¦«j|g|¢RŽSd|j|<|j|s|¦«j|g|¢RŽS||¦«‚r)Ú_condition_maprlr®r7rhri)r5Ú conditionÚ explanationr-Úerrors r.rœzContext._raise_errorÆsš€ð õ×"Ò" 9¨iÑ8Ô8ˆØ �DÔ'Ð 'Ð 'à!�5�5‘7”7”> $Ð.¨Ð.Ð.Ð.Ð .àˆŒ �5ÑØŒz˜%Ô ð 3à%�9�9‘;”;Ô% dÐ2¨TÐ2Ð2Ð2Ð 2ðˆe�KÑ Ô Ð r0có"— |jtŽSr+)Ú _ignore_flagsrÄrÂs r.rVzContext._ignore_all_flagsÜs€Ø2Ø!ˆtÔ!¥8Ð,Ð,r0cóZ— |jt|¦«z|_t|¦«Sr+)r®r¢)r5rhs r.ràzContext._ignore_flagsàs)€Ø2ð $Ô2µT¸%±[´[Ñ@ˆÔÝ�E‰{Œ{Ðr0cóž— |r*t|dttf¦«r|d}|D]}|j |¦«ŒdSr`)r—r£r¢r®Úremove)r5rhrÒs r.Ú _regard_flagszContext._regard_flagsçsb€Ø9Ø ð •Z  a¤­5µ¨,Ñ7Ô7ð Ø˜!”HˆEØð -ð -ˆDØ Ô × &Ò & tÑ ,Ô ,Ð ,Ð ,ð -ð -r0cóB— t|j|jz dz¦«Sr)rˆrer_rÂs r.r5z Context.Etinyñs!€Ø/Ý�4”9˜tœyÑ(¨1Ñ,Ñ-Ô-Ð-r0cóB— t|j|jz dz¦«Sr)rˆr`r_rÂs r.rmz Context.Etopõs!€Ø:Ý�4”9˜tœyÑ(¨1Ñ,Ñ-Ô-Ð-r0có$— |j}||_|Sr+)r^)r5rxr^s r.rãzContext._set_roundingùs€ð ð”=ˆØˆŒ ؈r0rƒcó�— t|t¦«r7|| ¦«ksd|vr| td¦«St ||¬¦«}| ¦«r@t|j¦«|j |j z kr| td¦«S|  |¦«S)Nr…zAtrailing or leading whitespace and underscores are not permitted.rozdiagnostic info too long in NaN) r—r˜ršrœrrr¿ržrDr_rgr)r5r!r¼s r.Úcreate_decimalzContext.create_decimal sË€ð &õ �c�3Ñ Ô ð G S¨C¯IªI©K¬KÒ%7Ð%7¸3À#¸:¸:Ø×$Ò$Õ%5ð&FñGôGð Gõ �C Ð &Ñ &Ô &ˆØ �8Š8‰:Œ:ð H�#˜aœf™+œ+¨¬ °D´JÑ(>Ò>Ð>Ø×$Ò$Õ%5Ø%FñHôHð Hà�vŠv�d‰|Œ|Ðr0cób— t |¦«}| |¦«Sr+)rr©r)r5r¹r¼s r.Úcreate_decimal_from_floatz!Context.create_decimal_from_floats,€ð õ × Ò ˜qÑ !Ô !ˆØ�vŠv�d‰|Œ|Ðr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròr"©r5r½s r.r z Context.abs/s/€ð õ" ˜1 dÐ +Ñ +Ô +ˆØ�yŠy ˆyÑ&Ô&Ð&r0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|S©NTrðroúUnable to convert %s to Decimal)ròr*rßrx©r5r½r@r>s r.Úaddz Context.addDsT€ð õ ˜1 dÐ +Ñ +Ô +ˆØ �IŠI�a ˆIÑ &Ô &ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóF—t| |¦«¦«Sr+)r˜rrís r.Ú_applyzContext._applyYs€Ý�1—6’6˜$‘<”<Ñ Ô Ð r0cót— t|t¦«std¦«‚| ¦«S)Nz,canonical requires a Decimal as an argument.)r—rrxrõrís r.rõzContext.canonical\s9€ð õ˜!�WÑ%Ô%ð LÝÐJÑKÔKÐ KØ�{Š{‰}Œ}Ðr0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròró©r5r½r@s r.rózContext.compareis2€ð õ@ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy˜ DˆyÑ)Ô)Ð)r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrør÷s r.røzContext.compare_signal�s4€ð õ> ˜1 dÐ +Ñ +Ô +ˆØ×Ò ¨4ÐÑ0Ô0Ð0r0cóP— t|d¬¦«}| |¦«Srï)ròrër÷s r.rëzContext.compare_total°s-€ð õ2 ˜1 dÐ +Ñ +Ô +ˆØ�Š˜qÑ!Ô!Ð!r0cóP— t|d¬¦«}| |¦«Srï)ròrr÷s r.rzContext.compare_total_magÍs/€ð õ ˜1 dÐ +Ñ +Ô +ˆØ×"Ò" 1Ñ%Ô%Ð%r0cóN— t|d¬¦«}| ¦«Srï)ròrrís r.rzContext.copy_absÕs)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�zŠz‰|Œ|Ðr0cóD— t|d¬¦«}t|¦«Srï)ròrrís r.Ú copy_decimalzContext.copy_decimalâs'€ð õ ˜1 dÐ +Ñ +Ô +ˆÝ�q‰zŒzÐr0cóN— t|d¬¦«}| ¦«Srï)ròrrís r.rzContext.copy_negateïs)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�}Š}‰ŒÐr0cóP— t|d¬¦«}| |¦«Srï)ròrr÷s r.rzContext.copy_signüs+€ð õ( ˜1 dÐ +Ñ +Ô +ˆØ�{Š{˜1‰~Œ~Ðr0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròr:rßrxrñs r.ÚdividezContext.dividesT€ð õ: ˜1 dÐ +Ñ +Ô +ˆØ �MŠM˜! TˆMÑ *Ô *ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròrSrßrxrñs r.Ú divide_intzContext.divide_int9sT€ð õ ˜1 dÐ +Ñ +Ô +ˆØ �NŠN˜1 dˆNÑ +Ô +ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròrGrßrxrñs r.r6zContext.divmodPsT€ð õ ˜1 dÐ +Ñ +Ô +ˆØ �LŠL˜ DˆLÑ )Ô )ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrŠrís r.rŠz Context.expes/€ð õ( ˜! TÐ *Ñ *Ô *ˆØ�uŠu˜TˆuÑ"Ô"Ð"r0cóV— t|d¬¦«}| |||¬¦«Sr÷)ròrš)r5r½r@rås r.ršz Context.fma}s3€ð õ& ˜1 dÐ +Ñ +Ô +ˆØ�uŠu�Q˜ 4ˆuÑ(Ô(Ð(r0cót— t|t¦«std¦«‚| ¦«S)Nz/is_canonical requires a Decimal as an argument.)r—rrxr rís r.r zContext.is_canonical”s;€ð õ˜!�WÑ%Ô%ð OÝÐMÑNÔNÐ NØ�~Š~ÑÔÐr0cóN— t|d¬¦«}| ¦«Srï)ròr rís r.r zContext.is_finite¡s)€ð õ$ ˜1 dÐ +Ñ +Ô +ˆØ�{Š{‰}Œ}Ðr0cóN— t|d¬¦«}| ¦«Srï)ròrÖrís r.rÖzContext.is_infinite·s)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�}Š}‰ŒÐr0cóN— t|d¬¦«}| ¦«Srï)ròr÷rís r.r÷zContext.is_nanÆs)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�xŠx‰zŒzÐr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.rzContext.is_normalÖs/€ð õ& ˜1 dÐ +Ñ +Ô +ˆØ�{Š{ 4ˆ{Ñ(Ô(Ð(r0cóN— t|d¬¦«}| ¦«Srï)ròrÌrís r.rÌzContext.is_qnanís)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy‰{Œ{Ðr0cóN— t|d¬¦«}| ¦«Srï)ròrrís r.rzContext.is_signedüs)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�{Š{‰}Œ}Ðr0cóN— t|d¬¦«}| ¦«Srï)ròrËrís r.rËzContext.is_snan s)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy‰{Œ{Ðr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.rzContext.is_subnormals/€ð õ$ ˜1 dÐ +Ñ +Ô +ˆØ�~Š~ dˆ~Ñ+Ô+Ð+r0cóN— t|d¬¦«}| ¦«Srï)ròrrís r.rzContext.is_zero3s)€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy‰{Œ{Ðr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròr)rís r.r)z Context.lnDs/€ð õ$ ˜1 dÐ +Ñ +Ô +ˆØ�tŠt˜DˆtÑ!Ô!Ð!r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròr/rís r.r/z Context.log10Zs/€ð õ0 ˜1 dÐ +Ñ +Ô +ˆØ�wŠw˜tˆwÑ$Ô$Ð$r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròr1rís r.r1z Context.logbvs/€ð õ, ˜1 dÐ +Ñ +Ô +ˆØ�vŠv˜dˆvÑ#Ô#Ð#r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrFr÷s r.rFzContext.logical_and�ó1€ð õ. ˜1 dÐ +Ñ +Ô +ˆØ�}Š}˜Q¨ˆ}Ñ-Ô-Ð-r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrJrís r.rJzContext.logical_invert«s2€ð õ ˜1 dÐ +Ñ +Ô +ˆØ×Ò¨ÐÑ-Ô-Ð-r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrMr÷s r.rMzContext.logical_or¾s1€ð õ. ˜1 dÐ +Ñ +Ô +ˆØ�|Š|˜A tˆ|Ñ,Ô,Ð,r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrIr÷s r.rIzContext.logical_xorÙrr0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròr$r÷s r.r$z Context.maxôó1€ð õ. ˜1 dÐ +Ñ +Ô +ˆØ�uŠu�Q ˆuÑ%Ô%Ð%r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrRr÷s r.rRzContext.max_magó1€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy˜ DˆyÑ)Ô)Ð)r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrr÷s r.rz Context.min rr0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrTr÷s r.rTzContext.min_mag;rr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.Úminusz Context.minusLó/€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy ˆyÑ&Ô&Ð&r0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròr3rßrxrñs r.ÚmultiplyzContext.multiply]sT€ð õ0 ˜1 dÐ +Ñ +Ô +ˆØ �IŠI�a ˆIÑ &Ô &ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrYrís r.rYzContext.next_minus}s/€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�|Š| Dˆ|Ñ)Ô)Ð)r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròr[rís r.r[zContext.next_plus‘s/€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�{Š{ 4ˆ{Ñ(Ô(Ð(r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròr^r÷s r.r^zContext.next_toward¥s1€ð õ> ˜1 dÐ +Ñ +Ô +ˆØ�}Š}˜Q¨ˆ}Ñ-Ô-Ð-r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrÓrís r.rÓzContext.normalizeÈs/€ð õ( ˜1 dÐ +Ñ +Ô +ˆØ�{Š{ 4ˆ{Ñ(Ô(Ð(r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrarís r.razContext.number_classàs0€ð- õ\ ˜1 dÐ +Ñ +Ô +ˆØ�~Š~ dˆ~Ñ+Ô+Ð+r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.Úplusz Context.plusr!r0có�— t|d¬¦«}| |||¬¦«}|turtd|z¦«‚|Srï)ròrÍrßrx)r5r½r@r r>s r.Úpowerz Context.power#sX€ðG õP ˜1 dÐ +Ñ +Ô +ˆØ �IŠI�a˜¨ˆIÑ .Ô .ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròr�r÷s r.r�zContext.quantizess2€ð5 õl ˜1 dÐ +Ñ +Ô +ˆØ�zŠz˜! TˆzÑ*Ô*Ð*r0có"— td¦«SrcrarÂs r.rdz Context.radix­s€ð õ �r‰{Œ{Ðr0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròrKrßrxrñs r.r8zContext.remainderµsT€ð õ< ˜1 dÐ +Ñ +Ô +ˆØ �IŠI�a ˆIÑ &Ô &ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrQr÷s r.rQzContext.remainder_nearÛs4€ð õ< ˜1 dÐ +Ñ +Ô +ˆØ×Ò ¨4ÐÑ0Ô0Ð0r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrlr÷s r.rlzContext.rotateýs1€ð õ2 ˜1 dÐ +Ñ +Ô +ˆØ�xŠx˜ 4ˆxÑ(Ô(Ð(r0cóP— t|d¬¦«}| |¦«Srï)ròr×r÷s r.r×zContext.same_quantums-€ð õ( ˜1 dÐ +Ñ +Ô +ˆØ�~Š~˜aÑ Ô Ð r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròrpr÷s r.rpzContext.scaleb2s1€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�xŠx˜ 4ˆxÑ(Ô(Ð(r0cóT— t|d¬¦«}| ||¬¦«Sr÷)ròr7r÷s r.r7z Context.shiftEs1€ð õ4 ˜1 dÐ +Ñ +Ô +ˆØ�wŠw�q $ˆwÑ'Ô'Ð'r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrçrís r.rçz Context.sqrtcs/€ð õ8 ˜1 dÐ +Ñ +Ô +ˆØ�vŠv˜dˆvÑ#Ô#Ð#r0cóŽ— t|d¬¦«}| ||¬¦«}|turtd|z¦«‚|Srï)ròr,rßrxrñs r.ÚsubtractzContext.subtractƒsT€ð õ ˜1 dÐ +Ñ +Ô +ˆØ �IŠI�a ˆIÑ &Ô &ˆØ •Ð Ð ÝÐ=ÀÑAÑBÔBÐ BàˆHr0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.rzContext.to_eng_stringšs/€ð õ0 ˜1 dÐ +Ñ +Ô +ˆØ�Š tˆÑ,Ô,Ð,r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrrís r.Ú to_sci_stringzContext.to_sci_string¶s/€ð õ ˜1 dÐ +Ñ +Ô +ˆØ�yŠy ˆyÑ&Ô&Ð&r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròrßrís r.rßzContext.to_integral_exact¾s2€ð õ4 ˜1 dÐ +Ñ +Ô +ˆØ×"Ò"¨4Ð"Ñ0Ô0Ð0r0cóR— t|d¬¦«}| |¬¦«Sr÷)ròržrís r.ržzContext.to_integral_valueÜs2€ð õ2 ˜1 dÐ +Ñ +Ô +ˆØ×"Ò"¨4Ð"Ñ0Ô0Ð0r0) NNNNNNNNNr+)rƒ)Wr9r:r;r�r·rºr³r¿rurrrrÕrârqryrœrVràrärør5rmrãrérër ròrôrõrórørërrrýrrrrr6rŠršr r rÖr÷rrÌrrËrrr)r/r1rFrJrMrIr$rRrrTr r#rYr[r^rÓrar*r,r�rdr8rQrlr×rpr7rçr7rr:rßržr—r,r0r.rr+s€€€€€ðð$BFØDHØ&*ð"ð"ð"ð"ðH 5ð 5ð 5ð 1ð 1ð 1ðIðIðIð2<ð<ð<ð;ð;ð;ð "ð "ð "ð!ð!ð!ð !ð!ð!ð ðððððð€Hð!ð!ð!ð!ð,-ð-ð-ðððð-ð-ð-ð€Hð.ð.ð.ð.ð.ð.ðððð&ðððð"ððð$'ð'ð'ð*ððð*!ð!ð!ð ð ð ð"*ð"*ð"*ðH!1ð!1ð!1ðF"ð"ð"ð:&ð&ð&ð ð ð ð ð ð ð ð ð ðððð0#ð#ð#ðJððð.ððð*#ð#ð#ð0)ð)ð)ð.  ð  ð  ðððð, ð ð ðððð )ð)ð)ð. ð ð ðððð"ððð ,ð,ð,ð,ððð""ð"ð"ð,%ð%ð%ð8$ð$ð$ð4.ð.ð.ð6.ð.ð.ð&-ð-ð-ð6.ð.ð.ð6&ð&ð&ð6*ð*ð*ð"&ð&ð&ð6*ð*ð*ð"'ð'ð'ð"ððð@*ð*ð*ð()ð)ð)ð(!.ð!.ð!.ðF)ð)ð)ð00,ð0,ð0,ðd'ð'ð'ð"NðNðNðNð`8+ð8+ð8+ðtððð$ð$ð$ðL 1ð 1ð 1ðD)ð)ð)ð:!ð!ð!ð0)ð)ð)ð&(ð(ð(ð<$ð$ð$ð@ððð.-ð-ð-ð8'ð'ð'ð1ð1ð1ð<1ð1ð1ð<$€K€K€Kr0rcó 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