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|
interpolate([|1, 2, 3|], [|3, 5, 8|]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 0.5) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 0.5, [1;3]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 0.5, [3;9]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 0.5, [0;25]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2 + _x_ * (0.5 + _x_ * 0.5)
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2, 3|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1664|]) = error
interpolate([|1, 2, 3|], [|1664|], 0.5) = error
interpolate([|1, 2, 3|], [|1664|], 0.5, [1;3]) = error
interpolate([|1, 2, 3|], [|1664|], 0.5, [3;9]) = error
interpolate([|1, 2, 3|], [|1664|], 0.5, [0;25]) = error
interpolate([|1, 2, 3|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2, 3|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2, 3|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2, 3|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2, 3|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1664|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2, 3|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2, 3|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2, 3|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2, 3|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1, 2|]) = error
interpolate([|1, 2, 3|], [|1, 2|], 0.5) = error
interpolate([|1, 2, 3|], [|1, 2|], 0.5, [1;3]) = error
interpolate([|1, 2, 3|], [|1, 2|], 0.5, [3;9]) = error
interpolate([|1, 2, 3|], [|1, 2|], 0.5, [0;25]) = error
interpolate([|1, 2, 3|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2, 3|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2, 3|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2, 3|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2, 3|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2, 3|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2, 3|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2, 3|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2, 3|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2, 3|], exp(_x_)) = -1 * (-2 * (exp(3) - exp(2) - (exp(2) - exp(1))) / 2 + exp(2) - exp(1)) + exp(1) + _x_ * (-1 * (exp(3) - exp(2) - (exp(2) - exp(1))) / 2 + -2 * (exp(3) - exp(2) - (exp(2) - exp(1))) / 2 + exp(2) - exp(1) + _x_ * (exp(3) - exp(2) - (exp(2) - exp(1))) / 2)
interpolate([|1, 2, 3|], exp(_x_), 0.5) = 6.073214054107666015625 + _x_ * (-7.36778545379638671875 + _x_ * 4.01285326480865478515625)
interpolate([|1, 2, 3|], exp(_x_), 0.5, [1;3]) = 6.073214054107666015625 + _x_ * (-7.36778545379638671875 + _x_ * 4.01285326480865478515625)
interpolate([|1, 2, 3|], exp(_x_), 0.5, [3;9]) = 6.073214054107666015625 + _x_ * (-7.36778545379638671875 + _x_ * 4.01285326480865478515625)
interpolate([|1, 2, 3|], exp(_x_), 0.5, [0;25]) = 6.073214054107666015625 + _x_ * (-7.36778545379638671875 + _x_ * 4.01285326480865478515625)
interpolate([|1, 2, 3|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 6.073214111772852765318109686914681950718702407998486897018453647 + _x_ * (-7.367785560206513790871803317954201837153717209873734857637309127 + _x_ * 4.0128532768927062609139811023921823841922618955752075355858231)
interpolate([|1, 2, 3|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 6.07321411177285276531810968691468195071870240799848689701845364530335438091544322476570624059115160011474730785152158427560944219089681728549844803006480407145970539912767606299475654468399147975146410862191158214835933774523979775879024826015874697479263723413632000857412710996761314908634336287645641033894571579500245783971351395003409363007885767983750142295869183929156321890067243772558773012586630208523857562037505211075203567277238165573897291141326396720063617140451130775626737934169842903627656954530668601907028260690330748998859438845918999522397754017642020226112735903665665766280537075267 + _x_ * (-7.3677855602065137908718033179542018371537172098737348576373091237681652087055985296979512463759554427040647585460156896317216379394777754696861995612750537331633548892393324898168628227382561701684490499200229314653368089306874443077215851714225390900890921949029068396633749239369105020314072059843031725123067388273775389471836551438028347536340736075761957312499867653250621737091166749659565363122772100221746464028952417358270229468827900135479993184249967858451345657329406324558367165509644986170704838576579636651926566981026202912278606338818834490339786369446918071613640073111521724074296101508 + _x_ * 4.01285327689270626091398110239218238419226189557520753558582310618888745814370289950362718430997027001678384262649716527792960934521000175708808582647084529244178181873959991758534010793501788566800395287194553724767962527459758143309884615602525278337871976093506424294299015941173446048414158809991631387612286163863641249205314194581367495011551353447580750900062363516094270185567493421757811632810374475596158589117765339718623966389483341476272317779718278861244525878333531263120622643936486270853009252777627687569872557340758269643293427860522232320849756187409254414006613706781587725406735669934)
interpolate([|1, 2, 3|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 6.07321411177285276531810968691468195071870240799848689701845364530335438091544322476570624059115160011474730785152158427560944219089681728549844803006480407145970539912767606299475654468399147975146410862191158214835933774523979775879024826015874697479263723413632000857412710996761314908634336287645641033894571579500245783971351395003409363007885767983750142295869183929156321890067243772558773012586630208523857562037505211075203567277238165573897291141326396720063617140451130775626737934169842903627656954530668601907028260690330748998859438845918999522397754017642020226112735903665665766280537075267 + _x_ * (-7.367785560206513790871803317954201837153717209873734857637309123768165208705598529697951246375955442704064758546015689631721637939477775469686199561275053733163354889239332489816862822738256170168449049920022931465336808930687444307721585171422539090089092194902906839663374923936910502031407205984303172512306738827377538947183655143802834753634073607576195731249986765325062173709116674965956536312277210022174646402895241735827022946882790013547999318424996785845134565732940632455836716550964498617070483857657963665192656698102620291227860633881883449033978636944691807161364007311152172407429610150777 + _x_ * 4.01285327689270626091398110239218238419226189557520753558582310618888745814370289950362718430997027001678384262649716527792960934521000175708808582647084529244178181873959991758534010793501788566800395287194553724767962527459758143309884615602525278337871976093506424294299015941173446048414158809991631387612286163863641249205314194581367495011551353447580750900062363516094270185567493421757811632810374475596158589117765339718623966389483341476272317779718278861244525878333531263120622643936486270853009252777627687569872557340758269643293427860522232320849756187409254414006613706781587725406735669934)
interpolate([|1, 2, 3|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 6.07321411177285276531810968691468195071870240799848689701845364530335438091544322476570624059115160011474730785152158427560944219089681728549844803006480407145970539912767606299475654468399147975146410862191158214835933774523979775879024826015874697479263723413632000857412710996761314908634336287645641033894571579500245783971351395003409363007885767983750142295869183929156321890067243772558773012586630208523857562037505211075203567277238165573897291141326396720063617140451130775626737934169842903627656954530668601907028260690330748998859438845918999522397754017642020226112735903665665766280537075267 + _x_ * (-7.367785560206513790871803317954201837153717209873734857637309123768165208705598529697951246375955442704064758546015689631721637939477775469686199561275053733163354889239332489816862822738256170168449049920022931465336808930687444307721585171422539090089092194902906839663374923936910502031407205984303172512306738827377538947183655143802834753634073607576195731249986765325062173709116674965956536312277210022174646402895241735827022946882790013547999318424996785845134565732940632455836716550964498617070483857657963665192656698102620291227860633881883449033978636944691807161364007311152172407429610150777 + _x_ * 4.01285327689270626091398110239218238419226189557520753558582310618888745814370289950362718430997027001678384262649716527792960934521000175708808582647084529244178181873959991758534010793501788566800395287194553724767962527459758143309884615602525278337871976093506424294299015941173446048414158809991631387612286163863641249205314194581367495011551353447580750900062363516094270185567493421757811632810374475596158589117765339718623966389483341476272317779718278861244525878333531263120622643936486270853009252777627687569872557340758269643293427860522232320849756187409254414006613706781587725406735669934)
interpolate([|1, 2, 3|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 6.073214111772852765318109686914681950718702407998486897018453645303354380915443224765706240591151600114747307851521584275609442190896817285498448030064804071459705399127676062994756544683991479751464108621911582148359337745239797758790248260158746974792637234136320008574127109967613149086343362876456410338945715795002457839713513950034093630078857679837501422958691839291563218900672437725587730125866302085238575620375052110752035672772381655738972911413263967200636171404511307756267379341698429036276569545306686019070282606903307489988594388459189995223977540176420202261127359036656657662805370752673 + _x_ * (-7.3677855602065137908718033179542018371537172098737348576373091237681652087055985296979512463759554427040647585460156896317216379394777754696861995612750537331633548892393324898168628227382561701684490499200229314653368089306874443077215851714225390900890921949029068396633749239369105020314072059843031725123067388273775389471836551438028347536340736075761957312499867653250621737091166749659565363122772100221746464028952417358270229468827900135479993184249967858451345657329406324558367165509644986170704838576579636651926566981026202912278606338818834490339786369446918071613640073111521724074296101507795 + _x_ * 4.01285327689270626091398110239218238419226189557520753558582310618888745814370289950362718430997027001678384262649716527792960934521000175708808582647084529244178181873959991758534010793501788566800395287194553724767962527459758143309884615602525278337871976093506424294299015941173446048414158809991631387612286163863641249205314194581367495011551353447580750900062363516094270185567493421757811632810374475596158589117765339718623966389483341476272317779718278861244525878333531263120622643936486270853009252777627687569872557340758269643293427860522232320849756187409254414006613706781587725406735669934)
interpolate([|1, 2, 3|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 6.0732141117728527653181096869146819507187024079984868970184536453033543809154432247657062405911516001147473078515215842756094421908968172854984480300648040714597053991276760629947565446839914797514641086219115821483593377452397977587902482601587469747926372341363200085741271099676131490863433628764564103389457157950024578397135139500340936300788576798375014229586918392915632189006724377255877301258663020852385756203750521107520356727723816557389729114132639672006361714045113077562673793416984290362765695453066860190702826069033074899885943884591899952239775401764202022611273590366566576628053707526735717200218943451257712110381620425988371124135317614975255 + _x_ * (-7.367785560206513790871803317954201837153717209873734857637309123768165208705598529697951246375955442704064758546015689631721637939477775469686199561275053733163354889239332489816862822738256170168449049920022931465336808930687444307721585171422539090089092194902906839663374923936910502031407205984303172512306738827377538947183655143802834753634073607576195731249986765325062173709116674965956536312277210022174646402895241735827022946882790013547999318424996785845134565732940632455836716550964498617070483857657963665192656698102620291227860633881883449033978636944691807161364007311152172407429610150779969039966371309624847331550774913817925985300598353574402 + _x_ * 4.0128532768927062609139811023921823841922618955752075355858231061888874581437028995036271843099702700167838426264971652779296093452100017570880858264708452924417818187395999175853401079350178856680039528719455372476796252745975814330988461560252527833787197609350642429429901594117344604841415880999163138761228616386364124920531419458136749501155135344758075090006236351609427018556749342175781163281037447559615858911776533971862396638948334147627231777971827886124452587833353126312062264393648627085300925277762768756987255734075826964329342786052223232084975618740925441400661370678158772540673566993445943883606173615189137998332961535955536771823783944056587)
interpolate([|1, 2, 3|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = 6.0732141117728527651958153610323165594309102743864 + _x_ * (-7.3677855602065137907447783804926189077377784997225 + _x_ * 4.0128532768927062608687109102056922438350738957524)
interpolate([|1, 2, 3|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 6.0732141117728527654126557955294174462324008345604 + _x_ * (-7.3677855602065137909616188149897197945392690598965 + _x_ * 4.0128532768927062609771311274542426872358191758394)
interpolate([|1, 2, 3|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 6.0732141117728527653042355782808670028316555544734 + _x_ * (-7.3677855602065137908531985977411693511385237798095 + _x_ * 4.012853276892706260909368491673898660110353375785)
interpolate([|1, 2, 3|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 6.0732141117728527653110118418589014055442021344788 + _x_ * (-7.3677855602065137908633629931082209552073436498176 + _x_ * 4.0128532768927062609127566234629158614666266657878)
interpolate([|1, 2, 3|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 6.073214111772852765318109686914681950718702407998486897018453645303354380915445 + _x_ * (-7.3677855602065137908718033179542018371537172098737348576373091237681652087056 + _x_ * 4.012853276892706260913981102392182384192261895575207535585823106188887458143704)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = 431 / 391 + _x_ * (-42 / 23 + _x_ * 477 / 391)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = 1.10230176150798797607421875 + _x_ * (-1.8260869085788726806640625 + _x_ * 1.219948835670948028564453125)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = 1.10230176150798797607421875 + _x_ * (-1.8260869085788726806640625 + _x_ * 1.219948835670948028564453125)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = 1.10230176150798797607421875 + _x_ * (-1.8260869085788726806640625 + _x_ * 1.219948835670948028564453125)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = 1.10230176150798797607421875 + _x_ * (-1.8260869085788726806640625 + _x_ * 1.219948835670948028564453125)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1.10230179028132992327365728900255754475703324808184143222506394 + _x_ * (-1.826086956521739130434782608695652173913043478260869565217391305 + _x_ * 1.21994884910485933503836317135549872122762148337595907928388747)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = 1.10230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120205 + _x_ * (-1.82608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695653 + _x_ * 1.2199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370844)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 1.10230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120205 + _x_ * (-1.82608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695653 + _x_ * 1.2199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370844)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 1.10230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204 + _x_ * (-1.826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956516 + _x_ * 1.219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084397)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 1.1023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020458 + _x_ * (-1.8260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565214 + _x_ * 1.2199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1.1023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787 + _x_ * (-1.826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826 + _x_ * 1.2199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777494)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = 1.1023017902813299229852761484949041914660483598709 + _x_ * (-1.8260869565217391300576688095702593273017555475235 + _x_ * 1.21994884910485933496044480550679622865573037415743)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = 1.1023017902813299230936963657434546348667936399579 + _x_ * (-1.8260869565217391301660890268188097707025008276105 + _x_ * 1.21994884910485933496044480550679622865573037415743)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = 1.1023017902813299232563266916162802999679115600884 + _x_ * (-1.82608695652173913041003451562804826835417770780623 + _x_ * 1.2199488491048593350282074412871402557811961742118)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = 1.102301790281329923273267350561366306749278010102 + _x_ * (-1.82608695652173913043375143815116867784809073782526 + _x_ * 1.21994884910485933503837183665419185985001604421996)
interpolate([|1, 2, 3|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1.102301790281329923273657289002557544757033248081841432225063938618925831202046 + _x_ * (-1.82608695652173913043478260869565217391304347826086956521739130434782608695652 + _x_ * 1.2199488491048593350383631713554987212276214833759590792838874680306905370844)
interpolate([|1, 2, 3|], sin(_x_)) = -1 * (-2 * (sin(3) - sin(2) - (sin(2) - sin(1))) / 2 + sin(2) - sin(1)) + sin(1) + _x_ * (-1 * (sin(3) - sin(2) - (sin(2) - sin(1))) / 2 + -2 * (sin(3) - sin(2) - (sin(2) - sin(1))) / 2 + sin(2) - sin(1) + _x_ * (sin(3) - sin(2) - (sin(2) - sin(1))) / 2)
interpolate([|1, 2, 3|], sin(_x_), 0.5) = -6.235931999981403350830078125e-2 + _x_ * (1.321832239627838134765625 + _x_ * (-0.4180019311606884002685546875))
interpolate([|1, 2, 3|], sin(_x_), 0.5, [1;3]) = -6.235931999981403350830078125e-2 + _x_ * (1.321832239627838134765625 + _x_ * (-0.4180019311606884002685546875))
interpolate([|1, 2, 3|], sin(_x_), 0.5, [3;9]) = -6.235931999981403350830078125e-2 + _x_ * (1.321832239627838134765625 + _x_ * (-0.4180019311606884002685546875))
interpolate([|1, 2, 3|], sin(_x_), 0.5, [0;25]) = -6.235931999981403350830078125e-2 + _x_ * (1.321832239627838134765625 + _x_ * (-0.4180019311606884002685546875))
interpolate([|1, 2, 3|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -6.2359317993488344129807830036227249392142467696292023966781274e-2 + _x_ * (1.3218322331931846818017064553590664519822123374172350331061888 + _x_ * (-0.41800193039179983101939630369254020296750680892257194346665584))
interpolate([|1, 2, 3|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = -6.2359317993488344129807830036227249392142467696292023966781263384748681481617155103178663292270189616442903555169108487221045531381430143475796378197772902290976586275780390083043282173993641230074484291513807251949229873442645943879230465909975583777808592871671417232319753197150154897215733565931088940806920676491444070027320565272628847598395395048847880410963158933309291166339867282672848786613128737478843226659194329448864892878479450289368735432535912457064260612902454289626775197612446022971427737324711392619218363639922095937497177382373226409610617586577614285740664686015031320405668780815e-2 + _x_ * (1.3218322331931846818017064553590664519822123374172350331061888092954601802345132982419841375620309859783784827773952681867093295847182789174655050528816972809738591359687203002494586660473646916700831879046558922871881601349896010241909891564520003147425371718083288951802595911367121970871678133782473953400422743619406585157846550190377523771797154596971187941030853286192611544760215294121637448600900049071122783753771009023187375150427292520822484576961433389528635942479853441875461278363544543240978154876594488783167594063919628773375493997426822353922631835307888940619425739953227812483718330326 + _x_ * (-0.418001930391799831019396303692540202967506808922571943466655835918801094361656474190165730726708100507586541314305485406229165132344949892796298346954711969202090593866173303166507619861392641657276137265657282164940274104528992624916865117617354603878242297883275447386562619735693592522190405546077293016481955728684958880279370464000299200891044368219150283633818518162920585054391808864639497880024740198677473086545791758428091564563174127656231667254690699889995193557020496827547474682480719496490306015810081094277288638564277360650845270352595661172838286922758597219569826974092308318801743345886))
interpolate([|1, 2, 3|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = -6.235931799348834412980783003622724939214246769629202396678126338474868148161715510317866329227018961644290355516910848722104553138143014347579637819777290229097658627578039008304328217399364123007448429151380725194922987344264594387923046590997558377780859287167141723231975319715015489721573356593108894080692067649144407002732056527262884759839539504884788041096315893330929116633986728267284878661312873747884322665919432944886489287847945028936873543253591245706426061290245428962677519761244602297142773732471139261921836363992209593749717738237322640961061758657761428574066468601503132040566878082e-2 + _x_ * (1.3218322331931846818017064553590664519822123374172350331061888092954601802345132982419841375620309859783784827773952681867093295847182789174655050528816972809738591359687203002494586660473646916700831879046558922871881601349896010241909891564520003147425371718083288951802595911367121970871678133782473953400422743619406585157846550190377523771797154596971187941030853286192611544760215294121637448600900049071122783753771009023187375150427292520822484576961433389528635942479853441875461278363544543240978154876594488783167594063919628773375493997426822353922631835307888940619425739953227812483718330326 + _x_ * (-0.418001930391799831019396303692540202967506808922571943466655835918801094361656474190165730726708100507586541314305485406229165132344949892796298346954711969202090593866173303166507619861392641657276137265657282164940274104528992624916865117617354603878242297883275447386562619735693592522190405546077293016481955728684958880279370464000299200891044368219150283633818518162920585054391808864639497880024740198677473086545791758428091564563174127656231667254690699889995193557020496827547474682480719496490306015810081094277288638564277360650845270352595661172838286922758597219569826974092308318801743345886))
interpolate([|1, 2, 3|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = -6.2359317993488344129807830036227249392142467696292023966781263384748681481617155103178663292270189616442903555169108487221045531381430143475796378197772902290976586275780390083043282173993641230074484291513807251949229873442645943879230465909975583777808592871671417232319753197150154897215733565931088940806920676491444070027320565272628847598395395048847880410963158933309291166339867282672848786613128737478843226659194329448864892878479450289368735432535912457064260612902454289626775197612446022971427737324711392619218363639922095937497177382373226409610617586577614285740664686015031320405668780818e-2 + _x_ * (1.3218322331931846818017064553590664519822123374172350331061888092954601802345132982419841375620309859783784827773952681867093295847182789174655050528816972809738591359687203002494586660473646916700831879046558922871881601349896010241909891564520003147425371718083288951802595911367121970871678133782473953400422743619406585157846550190377523771797154596971187941030853286192611544760215294121637448600900049071122783753771009023187375150427292520822484576961433389528635942479853441875461278363544543240978154876594488783167594063919628773375493997426822353922631835307888940619425739953227812483718330326 + _x_ * (-0.418001930391799831019396303692540202967506808922571943466655835918801094361656474190165730726708100507586541314305485406229165132344949892796298346954711969202090593866173303166507619861392641657276137265657282164940274104528992624916865117617354603878242297883275447386562619735693592522190405546077293016481955728684958880279370464000299200891044368219150283633818518162920585054391808864639497880024740198677473086545791758428091564563174127656231667254690699889995193557020496827547474682480719496490306015810081094277288638564277360650845270352595661172838286922758597219569826974092308318801743345883))
interpolate([|1, 2, 3|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = -6.23593179934883441298078300362272493921424676962920239667812633847486814816171551031786632922701896164429035551691084872210455313814301434757963781977729022909765862757803900830432821739936412300744842915138072519492298734426459438792304659099755837778085928716714172323197531971501548972157335659310889408069206764914440700273205652726288475983953950488478804109631589333092911663398672826728487866131287374788432266591943294488648928784794502893687354325359124570642606129024542896267751976124460229714277373247113926192183636399220959374971773823732264096106175865776142857406646860150313204056687808193e-2 + _x_ * (1.321832233193184681801706455359066451982212337417235033106188809295460180234513298241984137562030985978378482777395268186709329584718278917465505052881697280973859135968720300249458666047364691670083187904655892287188160134989601024190989156452000314742537171808328895180259591136712197087167813378247395340042274361940658515784655019037752377179715459697118794103085328619261154476021529412163744860090004907112278375377100902318737515042729252082248457696143338952863594247985344187546127836354454324097815487659448878316759406391962877337549399742682235392263183530788894061942573995322781248371833032596 + _x_ * (-0.4180019303917998310193963036925402029675068089225719434666558359188010943616564741901657307267081005075865413143054854062291651323449498927962983469547119692020905938661733031665076198613926416572761372656572821649402741045289926249168651176173546038782422978832754473865626197356935925221904055460772930164819557286849588802793704640002992008910443682191502836338185181629205850543918088646394978800247401986774730865457917584280915645631741276562316672546906998899951935570204968275474746824807194964903060158100810942772886385642773606508452703525956611728382869227585972195698269740923083188017433458835))
interpolate([|1, 2, 3|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -6.23593179934883441298078300362272493921424676962920239667812633847486814816171551031786632922701896164429035551691084872210455313814301434757963781977729022909765862757803900830432821739936412300744842915138072519492298734426459438792304659099755837778085928716714172323197531971501548972157335659310889408069206764914440700273205652726288475983953950488478804109631589333092911663398672826728487866131287374788432266591943294488648928784794502893687354325359124570642606129024542896267751976124460229714277373247113926192183636399220959374971773823732264096106175865776142857406646860150313204056687808194147196770587476974797473444922019944940718584116328832999e-2 + _x_ * (1.321832233193184681801706455359066451982212337417235033106188809295460180234513298241984137562030985978378482777395268186709329584718278917465505052881697280973859135968720300249458666047364691670083187904655892287188160134989601024190989156452000314742537171808328895180259591136712197087167813378247395340042274361940658515784655019037752377179715459697118794103085328619261154476021529412163744860090004907112278375377100902318737515042729252082248457696143338952863594247985344187546127836354454324097815487659448878316759406391962877337549399742682235392263183530788894061942573995322781248371833032595943420647287446664769637785910757784495845440758694433784 + _x_ * (-0.41800193039179983101939630369254020296750680892257194346665583591880109436165647419016573072670810050758654131430548540622916513234494989279629834695471196920209059386617330316650761986139264165727613726565728216494027410452899262491686511761735460387824229788327544738656261973569359252219040554607729301648195572868495888027937046400029920089104436821915028363381851816292058505439180886463949788002474019867747308654579175842809156456317412765623166725469069988999519355702049682754747468248071949649030601581008109427728863856427736065084527035259566117283828692275859721956982697409230831880174334588354167849684423851831751904342728170807704853349157423855325))
interpolate([|1, 2, 3|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = -6.2359317993488344047080251808523598811007104814053e-2 + _x_ * (1.3218322331931846814676023704748786258278414607048 + _x_ * (-0.4180019303917998310269818484918857848242623731494))
interpolate([|1, 2, 3|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = -6.2359317993488343992870143184248377110634464770555e-2 + _x_ * (1.3218322331931846814676023704748786258278414607048 + _x_ * (-0.4180019303917998309727717398676105631238897331059))
interpolate([|1, 2, 3|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = -6.2359317993488344114842887588867625936472904868424e-2 + _x_ * (1.3218322331931846817928630222205299560300773009658 + _x_ * (-0.41800193039179983101342932133581697939916921313852))
interpolate([|1, 2, 3|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = -6.2359317993488344126701348850427830683429419877939e-2 + _x_ * (1.3218322331931846817928630222205299560300773009658 + _x_ * (-0.4180019303917998310185115190193427814335791481426))
interpolate([|1, 2, 3|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -6.2359317993488344129807830036227249392142467696292023966781263384748681481617e-2 + _x_ * (1.3218322331931846818017064553590664519822123374172350331061888092954601802345 + _x_ * (-0.418001930391799831019396303692540202967506808922571943466655835918801094361656))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 0.5) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 0.5, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 0.5, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 0.5, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|]) = -35158 + _x_ * (120880 / 3 + _x_ * (-167740 / 9 + _x_ * (13400 / 3 + _x_ * (-5275 / 9 + _x_ * (40 + _x_ * -10 / 9)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = -35158 + _x_ * (40293.33331298828125 + _x_ * (-18637.77777099609375 + _x_ * (4466.66666412353515625 + _x_ * (-586.111110687255859375 + _x_ * (40 + _x_ * (-1.111111111938953399658203125))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = -35158 + _x_ * (40293.33331298828125 + _x_ * (-18637.77777099609375 + _x_ * (4466.66666412353515625 + _x_ * (-586.111110687255859375 + _x_ * (40 + _x_ * (-1.111111111938953399658203125))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = -35158 + _x_ * (40293.33331298828125 + _x_ * (-18637.77777099609375 + _x_ * (4466.66666412353515625 + _x_ * (-586.111110687255859375 + _x_ * (40 + _x_ * (-1.111111111938953399658203125))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = -35158 + _x_ * (40293.3333332538604736328125 + _x_ * (-18637.77777767181396484375 + _x_ * (4466.6666666567325592041015625 + _x_ * (-586.111111111938953399658203125 + _x_ * (40 + _x_ * (-1.111111111109494231641292572021484375))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -35158 + _x_ * (40293.3333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333 + _x_ * (-18637.7777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666664 + _x_ * (-586.111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = -35158 + _x_ * (40293.333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333 + _x_ * (-18637.777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.66666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666664 + _x_ * (-586.11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = -35158 + _x_ * (40293.333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333335 + _x_ * (-18637.77777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666667 + _x_ * (-586.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = -35158 + _x_ * (40293.3333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333334 + _x_ * (-18637.7777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.66666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666668 + _x_ * (-586.11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = -35158 + _x_ * (40293.333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333335 + _x_ * (-18637.77777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666667 + _x_ * (-586.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -35158 + _x_ * (40293.333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333334 + _x_ * (-18637.777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.6666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666667 + _x_ * (-586.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = -35158 + _x_ * (40293.333333333333333333335592087859344800904182193 + _x_ * (-18637.777777777777777777780789450479126401205576258 + _x_ * (4466.6666666666666666666669490109824181001130227742 + _x_ * (-586.11111111111111111111108758241813182499058143549 + _x_ * (40 + _x_ * (-1.1111111111111111111111111570655895862793152706338))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = -35158 + _x_ * (40293.333333333333333333315263297125241592766542453 + _x_ * (-18637.777777777777777777753684396166988790355389938 + _x_ * (4466.6666666666666666666644079121406551990958178067 + _x_ * (-586.11111111111111111111129934065494540007534851611 + _x_ * (40 + _x_ * (-1.11111111111111111111111074347528330976547783492947))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = -35158 + _x_ * (40293.333333333333333333332203956070327599547908903 + _x_ * (-18637.777777777777777777777401318690109199849302968 + _x_ * (4466.666666666666666666666525494508790949943488613 + _x_ * (-586.11111111111111111111108758241813182499058143549 + _x_ * (40 + _x_ * (-1.1111111111111111111111111570655895862793152706338))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = -35158 + _x_ * (40293.333333333333333333333315686813598868742936077 + _x_ * (-18637.777777777777777777777771895604532956247645359 + _x_ * (4466.6666666666666666666666644608516998585928670096 + _x_ * (-586.11111111111111111111111074347528330976547783493 + _x_ * (40 + _x_ * (-1.11111111111111111111111111182914983728561430110365))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -35158 + _x_ * (40293.33333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333 + _x_ * (-18637.77777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777778 + _x_ * (4466.666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666 + _x_ * (-586.111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 + _x_ * (40 + _x_ * (-1.111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111))))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 0.5) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 0.5, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 0.5, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 0.5, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 0.5) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 0.5, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 0.5, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 0.5, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_)) = -3 * (-4 * (-5 * (-6 * (-7 * (-8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) + ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) + (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) + exp(4) - exp(3)) + exp(3) + _x_ * (-3 * (-4 * (-5 * (-6 * (-7 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + -8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + -7 * (-8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) + -6 * (-7 * (-8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) + ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) + -5 * (-6 * (-7 * (-8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) + ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) + (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) + -4 * (-5 * (-6 * (-7 * (-8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) + (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) + ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) + (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) + exp(4) - exp(3) + _x_ * (-3 * (-4 * (-5 * (-6 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + -7 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + -8 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - 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exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + -4 * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - 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exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6 + ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5 + _x_ * (((((exp(9) - exp(8) - (exp(8) - exp(7))) / 2 - (exp(8) - exp(7) - (exp(7) - exp(6))) / 2) / 3 - ((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3) / 4 - (((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4) / 5 - ((((exp(8) - exp(7) - (exp(7) - exp(6))) / 2 - (exp(7) - exp(6) - (exp(6) - exp(5))) / 2) / 3 - ((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3) / 4 - (((exp(7) - exp(6) - (exp(6) - exp(5))) / 2 - (exp(6) - exp(5) - (exp(5) - exp(4))) / 2) / 3 - ((exp(6) - exp(5) - (exp(5) - exp(4))) / 2 - (exp(5) - exp(4) - (exp(4) - exp(3))) / 2) / 3) / 4) / 5) / 6)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 0.5) = 10036.4420013427734375 + _x_ * (-12593.32733154296875 + _x_ * (6474.5781097412109375 + _x_ * (-1750.984424591064453125 + _x_ * (264.12231349945068359375 + _x_ * (-21.18649733066558837890625 + _x_ * 0.717988240532577037811279296875)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 0.5, [1;3]) = 10036.4420013427734375 + _x_ * (-12593.32733154296875 + _x_ * (6474.5781097412109375 + _x_ * (-1750.984424591064453125 + _x_ * (264.12231349945068359375 + _x_ * (-21.18649733066558837890625 + _x_ * 0.717988240532577037811279296875)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 0.5, [3;9]) = 10036.4421100616455078125 + _x_ * (-12593.327447414398193359375 + _x_ * (6474.578160762786865234375 + _x_ * (-1750.9844343662261962890625 + _x_ * (264.122314751148223876953125 + _x_ * (-21.186497428454458713531494140625 + _x_ * 0.71798824329744093120098114013671875)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 0.5, [0;25]) = 10036.4421091489493846893310546875 + _x_ * (-12593.327446572482585906982421875 + _x_ * (6474.57816039025783538818359375 + _x_ * (-1750.9844342428259551525115966796875 + _x_ * (264.12231474183499813079833984375 + _x_ * (-21.1864974276613793335855007171630859375 + _x_ * 0.717988243273794068954885005950927734375)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 10036.4421092614028057803937936217139927345713521567430325676269065002268725110337448572258946495734227636875390471008667892242458996673492976322624374854486599751912931989751467076777 + _x_ * (-12593.327446703182257411833795302063326588530335708043452997026344112173217016751183471053599011616462678337286145936179900094221760519231064839821356854452129232081282110284306847222399 + _x_ * (6474.578160455245771989107522888278216412368723864739001683729344154351461365343073686577366919262394511286414068875227713275413852028223145883403999424038329582374372581232979496225455 + _x_ * (-1750.9844342584330192803609275618485397864480274759613328069667425649474292130460403044732784253049114636699991373771007488284809775356271703760290821769864915837334608183502208108340594 + _x_ * (264.12231474395378320807044593990703088184957881572163891820910210177793195459221830061230809921478110996759623832644328381229323008628572968441960500180892656029783789003035466686495535 + _x_ * (-21.18649742781114996244121888569291948369481511300149822617855331264613879296935501325439661294305799464400254167946888062656940767718529763710530195916213022496364112124484600794312248 + _x_ * 0.7179882432780030286465343322433117483659944832100929544428260585177068576831972430726241915832179213746330581886602533831153724940253853390372892314877227407770538305436788066205893195)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 10036.44210926140280578039379362171399273457135215674303256762690650022687251103374485722589464957342276368753904710086678922424589966734929763226243748544865997519129319897514670767769262268328382956353800622034638248151973591449335652139886534337487733132360682211017938469021694417273623133036550436077137611559102508950645880793573536728354760073026757111195084836570543388003962630182745141199988327003504876172719417665340846396959331473450223739367328880950290535096791778571018345510287812482370263473276907307949521992126198674479474661817457739830399940596248677381939071115345035920613079829040344378714 + _x_ * (-12593.32744670318225741183379530206332658853033570804345299702634411217321701675118347105359901161646267833728614593617990009422176051923106483982135685445212923208128211028430684722238763670742665083149233328366360137846338049583835525352001774932246891090230054523881581702864889698327081371241837257166142431636648917016191148302724302043972623887546743444646507428355664791577672182540852100935272701103017251990393360110460627526204436152510701783635148913817365854106252700903174618398559339222287179644100978908464793908645442455235704062998757324972587239795136320976697518044900872300668016255767237806916 + _x_ * (6474.57816045524577198910752288827821641236872386473900168372934415435146136534307368657736691926239451128641406887522771327541385202822314588340399942403832958237437258123297949622544936660339212753464124326095502168678323955722780845682810514895888877752985140706303984501072622157981938716099983584330916170026150011139918190216932558228135417631475448852244901293673436491053355413457332777633209453913078943815651898076103947844465923748694919932591101076616678488570798686261291973846521744118951180818215308560617320658220514487430434810712845883542182190110072030938600069453910145073020341311615866886 + _x_ * (-1750.984434258433019280360927561848539786448027475961332806966742564947429213046040304473278425304911463669999137377100748828480977535627170376029082176986491583733460818350220810834058126773763905613650030756638006112977313791859416953957615715100356971086974165590483671365739504181995360705145191433430396034193775821735905198144777322648568523936756426194158996901758056432458086443244892251711687500442546943542952436260005736146218438735368681856299509620181688350600699653666546658391598814209838668474681668298374747322268332234158368492688016154894375658476922815041862041460883209706662909857282554857684 + _x_ * (264.1223147439537832080704459399070308818495788157216389182091021017779319545922183006123080992147811099675962383264432838122932300862857296844196050018089265602978378900303546668649551745973718556970485697149878518649300476190793363059375402141138898165405563326298888314597252231162461122405755124062404611496334877934040306631549939643984025925218858184687344139423047995707594426093718901695919888126870693249146284902790760122759355167501578697833904002711341252122665685871699445344270010851282212207533254990283556427111582189355983687234013221559032675447947217658376618859229821944349122953695973734117837 + _x_ * (-21.1864974278111499624412188856929194836948151130014982261785533126461387929693550132543966129430579946440025416794688806265694076771852976371053019591621302249636411212448460079431224621789654477627448213237787340625036029947471119632781662520907608692207543265429934465740723477242829846776002591259371165301910701756493018295083920323300255161865468961300208628390334743414621759391223903629688908709252986415151706078923681678124678692681572388296595299139763716861516873331708144090809479538876118184083275197373003748992496988860859413434175229216281965328489793707689287903544486281197771040740743625392751 + _x_ * 0.717988243278003028646534332243311748365994483210092954442826058517706857683197243072624191583217921374633058188660253383115372494025385339037289231487722740777053830543678806620589319102724224776175485053751501221719774939562213106877548170009081467021611812792526143255839384859972425839391568943740859829708690924667911513241641467676116663970686105588184444616151731836567231553158936663478320391456777038028403444466885768441410896654170321486165151913445453328512447793940075659005400062561313307385195418607628914761994792485822935467306694675723255153373540804321419156423574127589496507036583330722853105)))))
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interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 10036.44210926140280578039379362171399273457135215674303256762690650022687251103374485722589464957342276368753904710086678922424589966734929763226243748544865997519129319897514670767769262268328382956353800622034638248151973591449335652139886534337487733132360682211017938469021694417273623133036550436077137611559102508950645880793573536728354760073026757111195084836570543388003962630182745141199988327003504876172719417665340846396959331473450223739367328880950290535096791778571018345510287812482370263473276907307949521992126198674479474661817457739830399940596248677381939071115345035920613079829040344378714 + _x_ * (-12593.32744670318225741183379530206332658853033570804345299702634411217321701675118347105359901161646267833728614593617990009422176051923106483982135685445212923208128211028430684722238763670742665083149233328366360137846338049583835525352001774932246891090230054523881581702864889698327081371241837257166142431636648917016191148302724302043972623887546743444646507428355664791577672182540852100935272701103017251990393360110460627526204436152510701783635148913817365854106252700903174618398559339222287179644100978908464793908645442455235704062998757324972587239795136320976697518044900872300668016255767237806916 + _x_ * (6474.57816045524577198910752288827821641236872386473900168372934415435146136534307368657736691926239451128641406887522771327541385202822314588340399942403832958237437258123297949622544936660339212753464124326095502168678323955722780845682810514895888877752985140706303984501072622157981938716099983584330916170026150011139918190216932558228135417631475448852244901293673436491053355413457332777633209453913078943815651898076103947844465923748694919932591101076616678488570798686261291973846521744118951180818215308560617320658220514487430434810712845883542182190110072030938600069453910145073020341311615866886 + _x_ * (-1750.984434258433019280360927561848539786448027475961332806966742564947429213046040304473278425304911463669999137377100748828480977535627170376029082176986491583733460818350220810834058126773763905613650030756638006112977313791859416953957615715100356971086974165590483671365739504181995360705145191433430396034193775821735905198144777322648568523936756426194158996901758056432458086443244892251711687500442546943542952436260005736146218438735368681856299509620181688350600699653666546658391598814209838668474681668298374747322268332234158368492688016154894375658476922815041862041460883209706662909857282554857684 + _x_ * (264.1223147439537832080704459399070308818495788157216389182091021017779319545922183006123080992147811099675962383264432838122932300862857296844196050018089265602978378900303546668649551745973718556970485697149878518649300476190793363059375402141138898165405563326298888314597252231162461122405755124062404611496334877934040306631549939643984025925218858184687344139423047995707594426093718901695919888126870693249146284902790760122759355167501578697833904002711341252122665685871699445344270010851282212207533254990283556427111582189355983687234013221559032675447947217658376618859229821944349122953695973734117837 + _x_ * (-21.1864974278111499624412188856929194836948151130014982261785533126461387929693550132543966129430579946440025416794688806265694076771852976371053019591621302249636411212448460079431224621789654477627448213237787340625036029947471119632781662520907608692207543265429934465740723477242829846776002591259371165301910701756493018295083920323300255161865468961300208628390334743414621759391223903629688908709252986415151706078923681678124678692681572388296595299139763716861516873331708144090809479538876118184083275197373003748992496988860859413434175229216281965328489793707689287903544486281197771040740743625392751 + _x_ * 0.717988243278003028646534332243311748365994483210092954442826058517706857683197243072624191583217921374633058188660253383115372494025385339037289231487722740777053830543678806620589319102724224776175485053751501221719774939562213106877548170009081467021611812792526143255839384859972425839391568943740859829708690924667911513241641467676116663970686105588184444616151731836567231553158936663478320391456777038028403444466885768441410896654170321486165151913445453328512447793940075659005400062561313307385195418607628914761994792485822935467306694675723255153373540804321419156423574127589496507036583330722853105)))))
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0.717988243278003028646534332243311748365994483210092954442826058517706857683197243072624191583217921374633058188660253383115372494025385339037289231487722740777053830543678806620589319102724224776175485053751501221719774939562213106877548170009081467021611812792526143255839384859972425839391568943740859829708690924667911513241641467676116663970686105588184444616151731836567231553158936663478320391456777038028403444466885768441410896654170321486165151913445453328512447793940075659005400062561313307385195418607628914761994792485822935467306694675723255153373540804321419156423574127589496507036583330722853098895898479534495744887227568567910334854939144543077038938536801228885026986272378851442076460193022402159190523070194181898865956450314280367178038562929524670193509989650457)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = 10036.4421092614028057803973665088308891979451686893 + _x_ * (-12593.3274467031822574118378250571884807706979358954 + _x_ * (6474.5781604552457719891094030457610007667224039096 + _x_ * (-1750.9844342584330192803613957545084121349143746471 + _x_ * (264.12231474395378320807050692663074588795862895907 + _x_ * (-21.186497427811149962441223006928478416279783280718 + _x_ * 0.7179882432780030286465344444954691878077142948994)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 10036.4421092614028057803164748623681035155641438905 + _x_ * (-12593.327446703182257411740839784727863381874612969 + _x_ * (6474.5781604552457719890624985963067938854464955512 + _x_ * (-1750.98443425843301928034952405835705108172462018956 + _x_ * (264.12231474395378320806887572646279131738378254113 + _x_ * (-21.186497427811149962441108442413639821946813590614 + _x_ * 0.7179882432780030286465310453001394777096128702043)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 10036.4421092614028057803973665088308891979451686893 + _x_ * (-12593.3274467031822574118378250571884807706979358954 + _x_ * (6474.5781604552457719891094030457610007667224039096 + _x_ * (-1750.9844342584330192803613957545084121349143746471 + _x_ * (264.12231474395378320807050692663074588795862895907 + _x_ * (-21.186497427811149962441223006928478416279783280718 + _x_ * 0.7179882432780030286465344444954691878077142948994)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 10036.4421092614028057803938021875713982016941477893 + _x_ * (-12593.3274467031822574118338049594114730561980608492 + _x_ * (6474.5781604552457719891075274137220367764696329904 + _x_ * (-1750.98443425843301928036092860425747281253499101905 + _x_ * (264.12231474395378320807044607715693495586029623107 + _x_ * (-21.186497427811149962441218896874809793423523763406 + _x_ * 0.7179882432780030286465343325150859698746464930937)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 10036.4421092614028057803937936217139927345713521567430325676269065002268725110337448572258946495734227636875390471008667892242458996673492976322624374854486599751912931989751467076776926226832838295513 + _x_ * (-12593.327446703182257411833795302063326588530335708043452997026344112173217016751183471053599011616462678337286145936179900094221760519231064839821356854452129232081282110284306847222387636707426650817 + _x_ * (6474.578160455245771989107522888278216412368723864739001683729344154351461365343073686577366919262394511286414068875227713275413852028223145883403999424038329582374372581232979496225449366603392127528 + _x_ * (-1750.984434258433019280360927561848539786448027475961332806966742564947429213046040304473278425304911463669999137377100748828480977535627170376029082176986491583733460818350220810834058126773763905612 + _x_ * (264.12231474395378320807044593990703088184957881572163891820910210177793195459221830061230809921478110996759623832644328381229323008628572968441960500180892656029783789003035466686495517459737185569682 + _x_ * (-21.186497427811149962441218885692919483694815113001498226178553312646138792969355013254396612943057994644002541679468880626569407677185297637105301959162130224963641121244846007943122462178965447762728 + _x_ * 0.717988243278003028646534332243311748365994483210092954442826058517706857683197243072624191583217921374633058188660253383115372494025385339037289231487722740777053830543678806620589319102724224776175)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + _x_ * 4 / 23))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = 5.88199757039546966552734375e-2 + _x_ * (8.696089871227741241455078125e-2 + _x_ * (0.1764683942310512065887451171875 + _x_ * 0.1739136143587529659271240234375))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = 5.88199757039546966552734375e-2 + _x_ * (8.696089871227741241455078125e-2 + _x_ * (0.1764683942310512065887451171875 + _x_ * 0.1739136143587529659271240234375))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = 5.88199757039546966552734375e-2 + _x_ * (8.696089871227741241455078125e-2 + _x_ * (0.1764683942310512065887451171875 + _x_ * 0.1739136143587529659271240234375))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = 5.88232169975526630878448486328125e-2 + _x_ * (8.695688724401406943798065185546875e-2 + _x_ * (0.1764704156084917485713958740234375 + _x_ * 0.1739130856585688889026641845703125))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705796e-2 + _x_ * (8.6956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260880166e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411759423 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521740498))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176138e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173953474e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529212605 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478311826))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941182681e-2 + _x_ * (8.6956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521731882e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235328214 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434774331))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411763993e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173921915e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352936686 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478272695))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764707194e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913032e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117975 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608672))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294114507e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521777834e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823510082 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434832666))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = 5.8823529411764705888538549139459037833413401763494e-2 + _x_ * (8.6956521739130434775372357813874962220897224529637e-2 + _x_ * (0.17647058823529411765047565726924247883860945307344 + _x_ * 0.173913043478260869564382649182064829974318082017604))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = 5.8823529411764705976652309530445204843740469868862e-2 + _x_ * (8.6956521739130434674591567112558005911426839418255e-2 + _x_ * (0.176470588235294117696898791004520067136202010615875 + _x_ * 0.17391304347826086955333296376442834803646708685676))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = 5.8823529411764705882146510955955516475844591095523e-2 + _x_ * (8.695652173913043478284593464829156726336040206249e-2 + _x_ * (0.176470588235294117646952281450072857457494687749566 + _x_ * 0.173913043478260869565241133410924161290260405582364))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = 5.8823529411764705882391595524167028777168795584951e-2 + _x_ * (8.6956521739130434782563581716075419722966014651755e-2 + _x_ * (0.17647058823529411764708004531179535459535441576165 + _x_ * 0.173913043478260869565212239442828058510082206932455))
interpolate([|3, 4, 5, 6, 7, 8, 9|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647049737e-2 + _x_ * (8.6956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304358519e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941171387 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869690353))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_)) = -3 * (-4 * (-5 * (-6 * (-7 * (-8 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) + (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) + ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) + (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) + sin(4) - sin(3)) + sin(3) + _x_ * (-3 * (-4 * (-5 * (-6 * (-7 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -8 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - 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sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) + (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4 + _x_ * (-3 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -4 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -5 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -6 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -7 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + -8 * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6 + ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5 + _x_ * (((((sin(9) - sin(8) - (sin(8) - sin(7))) / 2 - (sin(8) - sin(7) - (sin(7) - sin(6))) / 2) / 3 - ((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3) / 4 - (((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4) / 5 - ((((sin(8) - sin(7) - (sin(7) - sin(6))) / 2 - (sin(7) - sin(6) - (sin(6) - sin(5))) / 2) / 3 - ((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3) / 4 - (((sin(7) - sin(6) - (sin(6) - sin(5))) / 2 - (sin(6) - sin(5) - (sin(5) - sin(4))) / 2) / 3 - ((sin(6) - sin(5) - (sin(5) - sin(4))) / 2 - (sin(5) - sin(4) - (sin(4) - sin(3))) / 2) / 3) / 4) / 5) / 6)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 0.5) = -12.9889372289180755615234375 + _x_ * (15.450281798839569091796875 + _x_ * (-6.001371331512928009033203125 + _x_ * (0.866088454611599445343017578125 + _x_ * (-1.922621557605452835559844970703125e-2 + _x_ * (-5.1661489924299530684947967529296875e-3 + _x_ * 3.0159555944919702596962451934814453125e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 0.5, [1;3]) = -12.9889372289180755615234375 + _x_ * (15.450281798839569091796875 + _x_ * (-6.001371331512928009033203125 + _x_ * (0.866088454611599445343017578125 + _x_ * (-1.922621557605452835559844970703125e-2 + _x_ * (-5.1661489924299530684947967529296875e-3 + _x_ * 3.0159555944919702596962451934814453125e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 0.5, [3;9]) = -12.9889372289180755615234375 + _x_ * (15.450281798839569091796875 + _x_ * (-6.001371331512928009033203125 + _x_ * (0.866088454611599445343017578125 + _x_ * (-1.922621557605452835559844970703125e-2 + _x_ * (-5.1661489924299530684947967529296875e-3 + _x_ * 3.0159555944919702596962451934814453125e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 0.5, [0;25]) = -12.9889372289180755615234375 + _x_ * (15.450281798839569091796875 + _x_ * (-6.001371331512928009033203125 + _x_ * (0.866088454611599445343017578125 + _x_ * (-1.922621557605452835559844970703125e-2 + _x_ * (-5.1661489924299530684947967529296875e-3 + _x_ * 3.0159555944919702596962451934814453125e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -12.9889369717130868843782334885155625988926334654993766659934342512764484262773348643227127857740956563598949011802561245342514959301522902975746493247922205770113641769491161025928 + _x_ * (15.450281491047502160207218342933886414229416042369462731488631079597256620883454968407401058803769492710766473493631033811631295300001206828268048786996698949262158332660302036935285 + _x_ * (-6.001371174557878105358702919853286686703727165325854777094654153288411708392384484681429583992196502836619782617938058847589031724797043920524129998900823525190560140667653424331296 + _x_ * (0.8660884161937450968117915843828708413243663161358204992155867874286405876899937350195807758545255901140116986849444491038212368257072712474273615319304405788722761495326383649171806 + _x_ * (-1.922621031544579572274013325497639856771686283654848342885205485963945985131574191112960578347287596078513780862454311044127232185089746305166492297148304780901464801421729705153306e-2 + _x_ * (-5.166149359582774654214292689515064336130374201478221194260850448589144417485887114895989439657086516326914929064838179534320629314802111608237774419408968025843935841241288099793438e-3 + _x_ * 3.015955697530269611567910563365295175469401586123847443797954394752653263391764215873807851464878062006966021631226665485774064256710653205618425161166764705219791262056375988963845e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = -12.98893697171308688437823348851556259889263346549937666599343425127644842627733486432271278577409565635989490118025612453425149593015229029757464932479222057701136417694911610259277645600970032155019246751813821999604711915897202560013078905379284954688513429946411645678531308182113006042637436689746434554625125419260603490184172275708808004934765549790568867463499581717754652734659948471450391979449586505738456518617853544315994166909167942564583704336545370698729618231852291390837703619791172132334532839200115506208142804627646697290868960522154275839284509799003996700813930177335307059920131027228419 + _x_ * (15.45028149104750216020721834293388641422941604236946273148863107959725662088345496840740105880376949271076647349363103381163129530000120682826804878699669894926215833266030203693527956299182839304191618671339728771982380290008205473081192771242838328635637266667131328736503767394037217131577162399602061284137456996002667274434946761716953250235959205646203439029387832243393966261968237642241922216085085332157536023188420226861462426052383962494478990662170750474705449347247321492842440765044167426718643870196416724353768580644182007647714144618160847410749753963463514815890375558543936966843198055439272 + _x_ * (-6.00137117455787810535870291985328668670372716532585477709465415328841170839238448468142958399219650283661978261793805884758903172479704392052412999890082352519056014066765342433129381199520564452920648463411607463523245839047712780456388269668565232952855796320141161953435532183378008654978096544265412261632070413104088850330751087671584282081468525335812640725925593871828199777614560861950331245699257588069448878778246089107364381405323972037426501766833049022991065643108988218286104632160460114850624067268910580895991918248346907080732330542967201836700907710638130237769077478232881924062578554946685 + _x_ * (0.86608841619374509681179158438287084132436631613582049921558678742864058768999373501958077585452559011401169868494444910382123682570727124742736153193044057887227614953263836491717999994673642032201650172812548230390759576702252480872522989630503837125114308804668549235976792625361734039128584425174736019465197197132620433820178364335482354021023239885376249200614630493072345974090265513072343014004084296618976420084238449383757448037153658707384915852730157755892247118299123642767967066021746398052130148567052351578932652385805026328399536907300622149037881340104297413999645798002184682788309128828709 + _x_ * (-1.92262103154457957227401332549763985677168628365484834288520548596394598513157419111296057834728759607851378086245431104412723218508974630516649229714830478090146480142172970515329804953766575225584453246276650350926363050689215022845691495379029354150539099199830592898933012174778880888469754428825681997764530164621789165561738025428286384177126300958059243351281743470164992431437379359878445939409565968872455298183543959635552471273700501911573101942754256005176625490614991955225245950347217797472446532001107302438132406815865646634346136105924412580293439676415846215244960119748041293524876936228432e-2 + _x_ * (-5.16614935958277465421429268951506433613037420147822119426085044858914441748588711489598943965708651632691492906483817953432062931480211160823777441940896802584393584124128809979344349898313943769254078010395033084622626007004282822736286465745095913594099864511552834640652502379087464385738452663487720808759598359008064458582545244957035915572506610133807592520784998280934782994227588553155058478107261159931910814153454522035711775266712677133264723884937549267196158622627147694808164329089582080748788588257062819164673113666713228796145750499977511157837842213214547019039345331164395563122507702331026e-3 + _x_ * 3.01595569753026961156791056336529517546940158612384744379795439475265326339176421587380785146487806200696602163122666548577406425671065320561842516116676470521979126205637598896384642007080104312850545016793051730386907766502214351069919280744978592580008514249534031924831782777780126448414124274334061716833274983646757883855600401227002478082356118171089375974663781344209841716468310925224363138856078318309211895834401147618148760444522923394776734456170829186843621241403752787784348424939878574653876528454057448491519060371696085055804547898275918187604087617897583915567960569568756732684925754029434e-4)))))
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(-1.92262103154457957227401332549763985677168628365484834288520548596394598513157419111296057834728759607851378086245431104412723218508974630516649229714830478090146480142172970515329804953766575225584453246276650350926363050689215022845691495379029354150539099199830592898933012174778880888469754428825681997764530164621789165561738025428286384177126300958059243351281743470164992431437379359878445939409565968872455298183543959635552471273700501911573101942754256005176625490614991955225245950347217797472446532001107302438132406815865646634346136105924412580293439676415846215244960119748041293524876936228460192260270585597204020089518686465247544885394909627570847989080206521661747203667347318100471695988723891652933817683158411270547673706307504538197610179611016352386793063876e-2 + _x_ * (-5.16614935958277465421429268951506433613037420147822119426085044858914441748588711489598943965708651632691492906483817953432062931480211160823777441940896802584393584124128809979344349898313943769254078010395033084622626007004282822736286465745095913594099864511552834640652502379087464385738452663487720808759598359008064458582545244957035915572506610133807592520784998280934782994227588553155058478107261159931910814153454522035711775266712677133264723884937549267196158622627147694808164329089582080748788588257062819164673113666713228796145750499977511157837842213214547019039345331164395563122507702331007160611050354027443957371494235361700127852003312783046668607456001644875675889402921524060646674664463551948238263561604999063425198187852387723661298854951071146623207355e-3 + _x_ * 3.01595569753026961156791056336529517546940158612384744379795439475265326339176421587380785146487806200696602163122666548577406425671065320561842516116676470521979126205637598896384642007080104312850545016793051730386907766502214351069919280744978592580008514249534031924831782777780126448414124274334061716833274983646757883855600401227002478082356118171089375974663781344209841716468310925224363138856078318309211895834401147618148760444522923394776734456170829186843621241403752787784348424939878574653876528454057448491519060371696085055804547898275918187604087617897583915567960569568756732684925754029428952965594983485357961809112241407741937000710851845598470075494149920819811138362456146120048927446485728947857814792022088651165099363615658596754464569443995314419339820244e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = -12.988936971713086884365764785056324148726503153739 + _x_ * (15.4502814910475021601931320570921801760277958237566 + _x_ * (-6.0013711745578781053521376354607796965723309767782 + _x_ * (0.86608841619374509681022154907500520265584142975968 + _x_ * (-1.9226210315445795722536539553850312191107807535673e-2 + _x_ * (-5.1661493595827746542280188818524783883091855418712e-3 + _x_ * 3.0159556975302696115717376104639439399006904662937e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = -12.9889369717130868843699999497925956504218447662424 + _x_ * (15.450281491047502160199908320670214578740342403762 + _x_ * (-6.0013711745578781053546787343025425975895359442802 + _x_ * (0.86608841619374509681067153532823404971097147608816 + _x_ * (-1.9226210315445795722566318055902221187403178248587e-2 + _x_ * (-5.166149359582774654226157725474234076040724872314e-3 + _x_ * 3.0159556975302696115718668574346553504748891239018e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = -12.988936971713086884375717422186562177710555943122 + _x_ * (15.4502814910475021602044611227617064430628346372032 + _x_ * (-6.0013711745578781053574315913811190736915079924074 + _x_ * (0.86608841619374509681150533338568750160724185604977 + _x_ * (-1.9226210315445795722702802856973470753756960682779e-2 + _x_ * (-5.166149359582774654216800244794727950468742061485e-3 + _x_ * 3.0159556975302696115685710596815143808328233548943e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = -12.988936971713086884378202272746671472845869654833 + _x_ * (15.4502814910475021602071842013382310101685113146175 + _x_ * (-6.001371174557878105358687251550974569701962790802 + _x_ * (0.8660884161937450968117878155648743605582104421181 + _x_ * (-1.9226210315445795722739618856580616055817448302456e-2 + _x_ * (-5.1661493595827746542143283964798722232371927347294e-3 + _x_ * 3.0159556975302696115679207858601225963813863588034e-4)))))
interpolate([|3, 4, 5, 6, 7, 8, 9|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -12.988936971713086884378233488515562598892633465499376665993434251276448426277334864322712785774095656359894901180256124534251495930152290297574649324792220577011364176949116102592776456009700321547 + _x_ * (15.450281491047502160207218342933886414229416042369462731488631079597256620883454968407401058803769492710766473493631033811631295300001206828268048786996698949262158332660302036935279562991828393039 + _x_ * (-6.0013711745578781053587029198532866867037271653258547770946541532884117083923844846814295839921965028366197826179380588475890317247970439205241299989008235251905601406676534243312938119952056445278 + _x_ * (0.86608841619374509681179158438287084132436631613582049921558678742864058768999373501958077585452559011401169868494444910382123682570727124742736153193044057887227614953263836491717999994673642032168 + _x_ * (-1.9226210315445795722740133254976398567716862836548483428852054859639459851315741911129605783472875960785137808624543110441272321850897463051664922971483047809014648014217297051532980495376657522515e-2 + _x_ * (-5.1661493595827746542142926895150643361303742014782211942608504485891444174858871148959894396570865163269149290648381795343206293148021116082377744194089680258439358412412880997934434989831394376955e-3 + _x_ * 3.0159556975302696115679105633652951754694015861238474437979543947526532633917642158738078514648780620069660216312266654857740642567106532056184251611667647052197912620563759889638464200708010431293e-4)))))
interpolate([|1|], [|3, 5, 8|]) = error
interpolate([|1|], [|3, 5, 8|], 0.5) = error
interpolate([|1|], [|3, 5, 8|], 0.5, [1;3]) = error
interpolate([|1|], [|3, 5, 8|], 0.5, [3;9]) = error
interpolate([|1|], [|3, 5, 8|], 0.5, [0;25]) = error
interpolate([|1|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|1664|]) = 1664
interpolate([|1|], [|1664|], 0.5) = 1664
interpolate([|1|], [|1664|], 0.5, [1;3]) = 1664
interpolate([|1|], [|1664|], 0.5, [3;9]) = 1664
interpolate([|1|], [|1664|], 0.5, [0;25]) = 1664
interpolate([|1|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1664
interpolate([|1|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = 1664
interpolate([|1|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 1664
interpolate([|1|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 1664
interpolate([|1|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 1664
interpolate([|1|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1664
interpolate([|1|], [|1664|], 1.1102230246251565404236316680908203125e-16) = 1664
interpolate([|1|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = 1664
interpolate([|1|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = 1664
interpolate([|1|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = 1664
interpolate([|1|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1664
interpolate([|1|], [|1, 2|]) = error
interpolate([|1|], [|1, 2|], 0.5) = error
interpolate([|1|], [|1, 2|], 0.5, [1;3]) = error
interpolate([|1|], [|1, 2|], 0.5, [3;9]) = error
interpolate([|1|], [|1, 2|], 0.5, [0;25]) = error
interpolate([|1|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1|], exp(_x_)) = exp(1)
interpolate([|1|], exp(_x_), 0.5) = 2.71828186511993408203125
interpolate([|1|], exp(_x_), 0.5, [1;3]) = 2.71828186511993408203125
interpolate([|1|], exp(_x_), 0.5, [3;9]) = 2.71828186511993408203125
interpolate([|1|], exp(_x_), 0.5, [0;25]) = 2.71828186511993408203125
interpolate([|1|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2.71828186511993408203125
interpolate([|1|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 2.718281828459045235360287471352662497757247093699959574966967627724076630353547594571382178525166427427466391932003059921817413596629043572900334295260595630738132328627943490763233829880753195251019011573834187930702154089149934884167509244761460668082264800168477411853742345442437107539077744992069551702761838606261331384583000752044933826560297606737113200709328709127443747047230696977209310141692836819025515108657463772111252389784425056953696770785449969967946864454905987931636889230098793127736178215424999229576351482208269895193668033182528869398496465105820939239829488793320362509443117301
interpolate([|1|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 2.718281828459045235360287471352662497757247093699959574966967627724076630353547594571382178525166427427466391932003059921817413596629043572900334295260595630738132328627943490763233829880753195251019011573834187930702154089149934884167509244761460668082264800168477411853742345442437107539077744992069551702761838606261331384583000752044933826560297606737113200709328709127443747047230696977209310141692836819025515108657463772111252389784425056953696770785449969967946864454905987931636889230098793127736178215424999229576351482208269895193668033182528869398496465105820939239829488793320362509443117301
interpolate([|1|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 2.718281828459045235360287471352662497757247093699959574966967627724076630353547594571382178525166427427466391932003059921817413596629043572900334295260595630738132328627943490763233829880753195251019011573834187930702154089149934884167509244761460668082264800168477411853742345442437107539077744992069551702761838606261331384583000752044933826560297606737113200709328709127443747047230696977209310141692836819025515108657463772111252389784425056953696770785449969967946864454905987931636889230098793127736178215424999229576351482208269895193668033182528869398496465105820939239829488793320362509443117301
interpolate([|1|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 2.718281828459045235360287471352662497757247093699959574966967627724076630353547594571382178525166427427466391932003059921817413596629043572900334295260595630738132328627943490763233829880753195251019011573834187930702154089149934884167509244761460668082264800168477411853742345442437107539077744992069551702761838606261331384583000752044933826560297606737113200709328709127443747047230696977209310141692836819025515108657463772111252389784425056953696770785449969967946864454905987931636889230098793127736178215424999229576351482208269895193668033182528869398496465105820939239829488793320362509443117301
interpolate([|1|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2.718281828459045235360287471352662497757247093699959574966967627724076630353547594571382178525166427427466391932003059921817413596629043572900334295260595630738132328627943490763233829880753195251019011573834187930702154089149934884167509244761460668082264800168477411853742345442437107539077744992069551702761838606261331384583000752044933826560297606737113200709328709127443747047230696977209310141692836819025515108657463772111252389784425056953696770785449969967946864454905987931636889230098793127736178215424999229576351482208269895193668033182528869398496465105820939239829488793320362509443117301
interpolate([|1|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = 2.7182818284590452365123702804794447729364037513733
interpolate([|1|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 2.7182818284590452365123702804794447729364037513733
interpolate([|1|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 2.7182818284590452365123702804794447729364037513733
interpolate([|1|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 2.7182818284590452365123702804794447729364037513733
interpolate([|1|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 2.7182818284590452365123702804794447729364037513733
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = 194 / 391
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = 0.49616368114948272705078125
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = 0.49616368114948272705078125
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = 0.49616368114948272705078125
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = 0.49616368114948272705078125
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.49616368114948272705078125
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = 0.49616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028133
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 0.49616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028133
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 0.49616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028133
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 0.49616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028133
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.49616368286445012787723785166240409207161125319693094629156010230179028132992327365728900255754475703324808184143222506393861892583120204603580562659846547314578005115089514066496163682864450127877237851662404092071611253196930946291560102301790281329923273657289002557544757033248081841432225063938618925831202046035805626598465473145780051150895140664961636828644501278772378516624040920716112531969309462915601023017902813299232736572890025575447570332480818414322250639386189258312020460358056265984654731457800511508951406649616368286445012787723785166240409207161125319693094629156010230179028133
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = 0.49616368286445013124907887913650483824312686920166
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = 0.49616368286445013124907887913650483824312686920166
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = 0.49616368286445013124907887913650483824312686920166
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = 0.49616368286445013124907887913650483824312686920166
interpolate([|1|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.49616368286445013124907887913650483824312686920166
interpolate([|1|], sin(_x_)) = sin(1)
interpolate([|1|], sin(_x_), 0.5) = 0.8414709866046905517578125
interpolate([|1|], sin(_x_), 0.5, [1;3]) = 0.8414709866046905517578125
interpolate([|1|], sin(_x_), 0.5, [3;9]) = 0.8414709866046905517578125
interpolate([|1|], sin(_x_), 0.5, [0;25]) = 0.8414709866046905517578125
interpolate([|1|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.8414709866046905517578125
interpolate([|1|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 0.841470984807896506652502321630298999622563060798371065672751709991910404391239668948639743543052695854349037907920674293259118920991898881193410327729212409480791955826766606999907764011978408782732566347484802870298656157017962455394893572924670127086486281053382030561377218203868449667761674266239013382753397956764255565477963989764824328690275696429120630058303651523031278255289853264851398193452135970955962062172114814441781057601075674136648055008916726605804140078062393070371877956261288804636081734524656391420252404187763420749206952007713347809814279021452682556632082335215441609164420906
interpolate([|1|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 0.841470984807896506652502321630298999622563060798371065672751709991910404391239668948639743543052695854349037907920674293259118920991898881193410327729212409480791955826766606999907764011978408782732566347484802870298656157017962455394893572924670127086486281053382030561377218203868449667761674266239013382753397956764255565477963989764824328690275696429120630058303651523031278255289853264851398193452135970955962062172114814441781057601075674136648055008916726605804140078062393070371877956261288804636081734524656391420252404187763420749206952007713347809814279021452682556632082335215441609164420906
interpolate([|1|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 0.841470984807896506652502321630298999622563060798371065672751709991910404391239668948639743543052695854349037907920674293259118920991898881193410327729212409480791955826766606999907764011978408782732566347484802870298656157017962455394893572924670127086486281053382030561377218203868449667761674266239013382753397956764255565477963989764824328690275696429120630058303651523031278255289853264851398193452135970955962062172114814441781057601075674136648055008916726605804140078062393070371877956261288804636081734524656391420252404187763420749206952007713347809814279021452682556632082335215441609164420906
interpolate([|1|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 0.841470984807896506652502321630298999622563060798371065672751709991910404391239668948639743543052695854349037907920674293259118920991898881193410327729212409480791955826766606999907764011978408782732566347484802870298656157017962455394893572924670127086486281053382030561377218203868449667761674266239013382753397956764255565477963989764824328690275696429120630058303651523031278255289853264851398193452135970955962062172114814441781057601075674136648055008916726605804140078062393070371877956261288804636081734524656391420252404187763420749206952007713347809814279021452682556632082335215441609164420906
interpolate([|1|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.841470984807896506652502321630298999622563060798371065672751709991910404391239668948639743543052695854349037907920674293259118920991898881193410327729212409480791955826766606999907764011978408782732566347484802870298656157017962455394893572924670127086486281053382030561377218203868449667761674266239013382753397956764255565477963989764824328690275696429120630058303651523031278255289853264851398193452135970955962062172114814441781057601075674136648055008916726605804140078062393070371877956261288804636081734524656391420252404187763420749206952007713347809814279021452682556632082335215441609164420906
interpolate([|1|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = 0.84147098480789650487565722869476303458213806152344
interpolate([|1|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 0.84147098480789650487565722869476303458213806152344
interpolate([|1|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 0.84147098480789650487565722869476303458213806152344
interpolate([|1|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 0.84147098480789650487565722869476303458213806152344
interpolate([|1|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.84147098480789650487565722869476303458213806152344
interpolate([|1, 2|], [|3, 5, 8|]) = error
interpolate([|1, 2|], [|3, 5, 8|], 0.5) = error
interpolate([|1, 2|], [|3, 5, 8|], 0.5, [1;3]) = error
interpolate([|1, 2|], [|3, 5, 8|], 0.5, [3;9]) = error
interpolate([|1, 2|], [|3, 5, 8|], 0.5, [0;25]) = error
interpolate([|1, 2|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|1664|]) = error
interpolate([|1, 2|], [|1664|], 0.5) = error
interpolate([|1, 2|], [|1664|], 0.5, [1;3]) = error
interpolate([|1, 2|], [|1664|], 0.5, [3;9]) = error
interpolate([|1, 2|], [|1664|], 0.5, [0;25]) = error
interpolate([|1, 2|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|1, 2|], [|1, 2|]) = _x_
interpolate([|1, 2|], [|1, 2|], 0.5) = _x_
interpolate([|1, 2|], [|1, 2|], 0.5, [1;3]) = _x_
interpolate([|1, 2|], [|1, 2|], 0.5, [3;9]) = _x_
interpolate([|1, 2|], [|1, 2|], 0.5, [0;25]) = _x_
interpolate([|1, 2|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_
interpolate([|1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = _x_
interpolate([|1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = _x_
interpolate([|1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = _x_
interpolate([|1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = _x_
interpolate([|1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_
interpolate([|1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = _x_
interpolate([|1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = _x_
interpolate([|1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = _x_
interpolate([|1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = _x_
interpolate([|1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_
interpolate([|1, 2|], exp(_x_)) = -1 * (exp(2) - exp(1)) + exp(1) + _x_ * (exp(2) - exp(1))
interpolate([|1, 2|], exp(_x_), 0.5) = -1.95249246060848236083984375 + _x_ * 4.670774281024932861328125
interpolate([|1, 2|], exp(_x_), 0.5, [1;3]) = -1.95249246060848236083984375 + _x_ * 4.670774281024932861328125
interpolate([|1, 2|], exp(_x_), 0.5, [3;9]) = -1.95249246060848236083984375 + _x_ * 4.670774281024932861328125
interpolate([|1, 2|], exp(_x_), 0.5, [0;25]) = -1.95249246060848236083984375 + _x_ * 4.670774281024932861328125
interpolate([|1, 2|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.95249244201255975650985251786968570124060526472886 + _x_ * 4.670774270471604991870139989222347245227049377028
interpolate([|1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = -1.95249244201255975650985251786968281766582138315192817415319256707442053537196257424154812802878893991882037740147274628024977649952318622867772362287688651342385823835152377217592367118604429158454379712197949234699991280395536510740744405189175859196480228773380847731185320885585577188193981332337621741330000748227036714439276994159325627015216938911411359504255543103032218481067743070956850253034118742668459616198025468362044365501728517378647344418110161002425434616215931750614507353703129638078361551024586773232716853991185790287727416875125465119301758357176488601900491509897509684532934264614 + _x_ * 4.6707742704716049918701399892223453154230684768518877491201601947984971657255101688129303065539553673462867693334758062020671900961522298015780579181374821441619905669794672629391575010667974868355628086958136802777020668931052999915749532966532192600470670879022858891655955542982928794210175583154457691160618460885316985289757706936381900967124669958512267957518841401577659318579081276867778126720340242457101112706377184557316960448017102307401702149665515799922012106170653054377819627671300895085197937256708669619035200221201277980709422019337835205915140486775858252588344038922954593547724599474
interpolate([|1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = -1.95249244201255975650985251786968281766582138315192817415319256707442053537196257424154812802878893991882037740147274628024977649952318622867772362287688651342385823835152377217592367118604429158454379712197949234699991280395536510740744405189175859196480228773380847731185320885585577188193981332337621741330000748227036714439276994159325627015216938911411359504255543103032218481067743070956850253034118742668459616198025468362044365501728517378647344418110161002425434616215931750614507353703129638078361551024586773232716853991185790287727416875125465119301758357176488601900491509897509684532934264606 + _x_ * 4.6707742704716049918701399892223453154230684768518877491201601947984971657255101688129303065539553673462867693334758062020671900961522298015780579181374821441619905669794672629391575010667974868355628086958136802777020668931052999915749532966532192600470670879022858891655955542982928794210175583154457691160618460885316985289757706936381900967124669958512267957518841401577659318579081276867778126720340242457101112706377184557316960448017102307401702149665515799922012106170653054377819627671300895085197937256708669619035200221201277980709422019337835205915140486775858252588344038922954593547724599473
interpolate([|1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = -1.95249244201255975650985251786968281766582138315192817415319256707442053537196257424154812802878893991882037740147274628024977649952318622867772362287688651342385823835152377217592367118604429158454379712197949234699991280395536510740744405189175859196480228773380847731185320885585577188193981332337621741330000748227036714439276994159325627015216938911411359504255543103032218481067743070956850253034118742668459616198025468362044365501728517378647344418110161002425434616215931750614507353703129638078361551024586773232716853991185790287727416875125465119301758357176488601900491509897509684532934264603 + _x_ * 4.67077427047160499187013998922234531542306847685188774912016019479849716572551016881293030655395536734628676933347580620206719009615222980157805791813748214416199056697946726293915750106679748683556280869581368027770206689310529999157495329665321926004706708790228588916559555429829287942101755831544576911606184608853169852897577069363819009671246699585122679575188414015776593185790812768677781267203402424571011127063771845573169604480171023074017021496655157999220121061706530543778196276713008950851979372567086696190352002212012779807094220193378352059151404867758582525883440389229545935477245994726
interpolate([|1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = -1.952492442012559756509852517869682817665821383151928174153192567074420535371962574241548128028788939918820377401472746280249776499523186228677723622876886513423858238351523772175923671186044291584543797121979492346999912803955365107407444051891758591964802287733808477311853208855855771881939813323376217413300007482270367144392769941593256270152169389114113595042555431030322184810677430709568502530341187426684596161980254683620443655017285173786473444181101610024254346162159317506145073537031296380783615510245867732327168539911857902877274168751254651193017583571764886019004915098975096845329342646024 + _x_ * 4.67077427047160499187013998922234531542306847685188774912016019479849716572551016881293030655395536734628676933347580620206719009615222980157805791813748214416199056697946726293915750106679748683556280869581368027770206689310529999157495329665321926004706708790228588916559555429829287942101755831544576911606184608853169852897577069363819009671246699585122679575188414015776593185790812768677781267203402424571011127063771845573169604480171023074017021496655157999220121061706530543778196276713008950851979372567086696190352002212012779807094220193378352059151404867758582525883440389229545935477245994726
interpolate([|1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.9524924420125597565098525178696828176658213831519281741531925670744205353719625742415481280287889399188203774014727462802497764995231862286777236228768865134238582383515237721759236711860442915845437971219794923469999128039553651074074440518917585919648022877338084773118532088558557718819398133233762174133000074822703671443927699415932562701521693891141135950425554310303221848106774307095685025303411874266845961619802546836204436550172851737864734441811016100242543461621593175061450735370312963807836155102458677323271685399118579028772741687512546511930175835717648860190049150989750968453293426460156170566993403779120563886283 + _x_ * 4.670774270471604991870139989222345315423068476851887749120160194798497165725510168812930306553955367346286769333475806202067190096152229801578057918137482144161990566979467262939157501066797486835562808695813680277702066893105299991574953296653219260047067087902285889165595554298292879421017558315445769116061846088531698528975770693638190096712466995851226795751884140157765931857908127686777812672034024245710111270637718455731696044801710230740170214966551579992201210617065305437781962767130089508519793725670866961903520022120127798070942201933783520591514048677585825258834403892295459354772459947253814125115480774931894067949
interpolate([|1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = -1.95249244201255975654160645937906792823923751711845 + _x_ * 4.6707742704716049917529341328759073803666979074478
interpolate([|1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = -1.95249244201255975632476602488196704143774695694447 + _x_ * 4.6707742704716049917529341328759073803666979074478
interpolate([|1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = -1.95249244201255975643318624213051748483849223703146 + _x_ * 4.6707742704716049917529341328759073803666979074478
interpolate([|1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = -1.9524924420125597565145014050669303173890511970967 + _x_ * 4.6707742704716049918613543501244578237674431875348
interpolate([|1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.95249244201255975650985251786968281766582138315344 + _x_ * 4.6707742704716049918701399892223453154230684768532
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = -523 / 391 + _x_ * 717 / 391
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = -1.3375959098339080810546875 + _x_ * 1.833759605884552001953125
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = -1.3375959098339080810546875 + _x_ * 1.833759605884552001953125
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = -1.3375959098339080810546875 + _x_ * 1.833759605884552001953125
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = -1.3375959098339080810546875 + _x_ * 1.833759605884552001953125
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.33759590792838874680306905370844308163968299721037 + _x_ * 1.8337595907928388746803069053708430755688038918901
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = -1.3375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667 + _x_ * 1.8337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = -1.33759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675 + _x_ * 1.83375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429664
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = -1.33759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675 + _x_ * 1.83375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = -1.33759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675 + _x_ * 1.83375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.3375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687 + _x_ * 1.833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107416879795396419437340153452685421994884910485933503836317135549872122762148337595907928388746803069053708439897698209718670076726342710997442455242966751918158567774936061381074168797953964194373401534526854219948849104859335038363171355498721227621483375959079283887468030690537084398976982097186700767263427109974424552429667519181585677749360613810741687979539641943734015345268542199488491048593350383631713554987212276214833759590792838874680306905370843989769820971867007672634271099744245524296675191815856777493606138107417
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = -1.33759590792838874671877302802158737904392182826996 + _x_ * 1.8337595907928388744984049552044780284631997346878
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = -1.33759590792838874671877302802158737904392182826996 + _x_ * 1.8337595907928388744984049552044780284631997346878
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = -1.33759590792838874671877302802158737904392182826996 + _x_ * 1.8337595907928388744984049552044780284631997346878
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = -1.33759590792838874682719324527013782244466710835695 + _x_ * 1.8337595907928388747152453897015789152646902948618
interpolate([|1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = -1.33759590792838874680306905370843989769820971866866 + _x_ * 1.83375959079283887468030690537084398976982097186495
interpolate([|1, 2|], sin(_x_)) = -1 * (sin(2) - sin(1)) + sin(1) + _x_ * (sin(2) - sin(1))
interpolate([|1, 2|], sin(_x_), 0.5) = 0.7736445367336273193359375 + _x_ * 6.7826442420482635498046875e-2
interpolate([|1, 2|], sin(_x_), 0.5, [1;3]) = 0.7736445367336273193359375 + _x_ * 6.7826442420482635498046875e-2
interpolate([|1, 2|], sin(_x_), 0.5, [3;9]) = 0.7736445367336273193359375 + _x_ * 6.7826442420482635498046875e-2
interpolate([|1, 2|], sin(_x_), 0.5, [0;25]) = 0.7736445367336273193359375 + _x_ * 6.7826442420482635498046875e-2
interpolate([|1, 2|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.7736445427901113179089847773488667143346134092623 + _x_ * 6.7826442017785188743517544281441677057174328985386e-2
interpolate([|1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 0.7736445427901113179089847773488531565428711501488518629665304084528535072416957932771527981611460113987301790734418623252372847333084696421168003157116510361132046014565662162499719575487916420844777902398007570779313183356153393059544997693247336239786760028948794775408054862742370301471650775262234970921569907808784736905314203627279695541836933413894526868566738773925318789424437504466061469734363516598761029464323891874073182362478688050230945990768454873229261265011385393654681741673489929700091842942954507959353589134886326253641933633228180959360659562589395801533989892621695853171978179109 + _x_ * 6.7826442017785188743517544281445843079691910649519202706221301539056897149543875671486945381906684455618858834478811968021834187683429239076610012017561373367587354370200390749935806463186766698254776107684045792367337821402623149440393803599936503107810278158502553020571731929631419520596596740015516290596407175885781874946543627036854774506582355039667943201629774130499399312846102818245251220015784311079859115739725627034462821353206869113553455932071239282878013576923853704903703788912295834626897440229205595484893490699130795385013588684895251873748322762513102403233093073045856291966602995e-2
interpolate([|1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 0.7736445427901113179089847773488531565428711501488518629665304084528535072416957932771527981611460113987301790734418623252372847333084696421168003157116510361132046014565662162499719575487916420844777902398007570779313183356153393059544997693247336239786760028948794775408054862742370301471650775262234970921569907808784736905314203627279695541836933413894526868566738773925318789424437504466061469734363516598761029464323891874073182362478688050230945990768454873229261265011385393654681741673489929700091842942954507959353589134886326253641933633228180959360659562589395801533989892621695853171978179109 + _x_ * 6.7826442017785188743517544281445843079691910649519202706221301539056897149543875671486945381906684455618858834478811968021834187683429239076610012017561373367587354370200390749935806463186766698254776107684045792367337821402623149440393803599936503107810278158502553020571731929631419520596596740015516290596407175885781874946543627036854774506582355039667943201629774130499399312846102818245251220015784311079859115739725627034462821353206869113553455932071239282878013576923853704903703788912295834626897440229205595484893490699130795385013588684895251873748322762513102403233093073045856291966602995e-2
interpolate([|1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 0.77364454279011131790898477734885315654287115014885186296653040845285350724169579327715279816114601139873017907344186232523728473330846964211680031571165103611320460145656621624997195754879164208447779023980075707793131833561533930595449976932473362397867600289487947754080548627423703014716507752622349709215699078087847369053142036272796955418369334138945268685667387739253187894244375044660614697343635165987610294643238918740731823624786880502309459907684548732292612650113853936546817416734899297000918429429545079593535891348863262536419336332281809593606595625893958015339898926216958531719781791095 + _x_ * 6.7826442017785188743517544281445843079691910649519202706221301539056897149543875671486945381906684455618858834478811968021834187683429239076610012017561373367587354370200390749935806463186766698254776107684045792367337821402623149440393803599936503107810278158502553020571731929631419520596596740015516290596407175885781874946543627036854774506582355039667943201629774130499399312846102818245251220015784311079859115739725627034462821353206869113553455932071239282878013576923853704903703788912295834626897440229205595484893490699130795385013588684895251873748322762513102403233093073045856291966602995e-2
interpolate([|1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 0.77364454279011131790898477734885315654287115014885186296653040845285350724169579327715279816114601139873017907344186232523728473330846964211680031571165103611320460145656621624997195754879164208447779023980075707793131833561533930595449976932473362397867600289487947754080548627423703014716507752622349709215699078087847369053142036272796955418369334138945268685667387739253187894244375044660614697343635165987610294643238918740731823624786880502309459907684548732292612650113853936546817416734899297000918429429545079593535891348863262536419336332281809593606595625893958015339898926216958531719781791095 + _x_ * 6.782644201778518874351754428144584307969191064951920270622130153905689714954387567148694538190668445561885883447881196802183418768342923907661001201756137336758735437020039074993580646318676669825477610768404579236733782140262314944039380359993650310781027815850255302057173192963141952059659674001551629059640717588578187494654362703685477450658235503966794320162977413049939931284610281824525122001578431107985911573972562703446282135320686911355345593207123928287801357692385370490370378891229583462689744022920559548489349069913079538501358868489525187374832276251310240323309307304585629196660299495e-2
interpolate([|1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.7736445427901113179089847773488531565428711501488518629665304084528535072416957932771527981611460113987301790734418623252372847333084696421168003157116510361132046014565662162499719575487916420844777902398007570779313183356153393059544997693247336239786760028948794775408054862742370301471650775262234970921569907808784736905314203627279695541836933413894526868566738773925318789424437504466061469734363516598761029464323891874073182362478688050230945990768454873229261265011385393654681741673489929700091842942954507959353589134886326253641933633228180959360659562589395801533989892621695853171978179109476686373166297293391552907424 + _x_ * 6.78264420177851887435175442814458430796919106495192027062213015390568971495438756714869453819066844556188588344788119680218341876834292390766100120175613733675873543702003907499358064631867666982547761076840457923673378214026231494403938035999365031078102781585025530205717319296314195205965967400155162905964071758857818749465436270368547745065823550396679432016297741304993993128461028182452512200157843110798591157397256270344628213532068691135534559320712392828780135769238537049037037889122958346268974402292055954848934906991307953850135886848952518737483227625131024032330930730458562919666029949453183851567547311098170806556e-2
interpolate([|1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = 0.77364454279011131941634626940640373504720628261566 + _x_ * 6.7826442017785188061396173253569941152818500995636e-2
interpolate([|1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 0.77364454279011131941634626940640373504720628261566 + _x_ * 6.7826442017785188061396173253569941152818500995636e-2
interpolate([|1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 0.7736445427901113185489845314180001878412440419197 + _x_ * 6.7826442017785188495077042247771714755799621343613e-2
interpolate([|1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 0.77364454279011131789846322792669752743677236139774 + _x_ * 6.78264420177851887119174767448726015572901815176e-2
interpolate([|1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.7736445427901113179089847773488531565428711501497 + _x_ * 6.7826442017785188743517544281445843079691910649231e-2
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 0.5) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 0.5, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 0.5, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 0.5, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1664|]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 0.5) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 0.5, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 0.5, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 0.5, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 0.5) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 0.5, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 0.5, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 0.5, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|-2, -1, 1, 2|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|-2, -1, 1, 2|], exp(_x_)) = 2 * (-1 * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3 + exp(-1) - exp(-2)) + exp(-2) + _x_ * (2 * (((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + -1 * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) + -1 * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3 + exp(-1) - exp(-2) + _x_ * (2 * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + -1 * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4 + ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3 + _x_ * ((exp(2) - exp(1) - (exp(1) - exp(-1)) / 2) / 3 - ((exp(1) - exp(-1)) / 2 - (exp(-1) - exp(-2))) / 3) / 4))
interpolate([|-2, -1, 1, 2|], exp(_x_), 0.5) = 0.80337561666965484619140625 + _x_ * (0.962458185851573944091796875 + _x_ * (0.739705018699169158935546875 + _x_ * 0.21274300478398799896240234375))
interpolate([|-2, -1, 1, 2|], exp(_x_), 0.5, [1;3]) = 0.80337561666965484619140625 + _x_ * (0.962458185851573944091796875 + _x_ * (0.739705018699169158935546875 + _x_ * 0.21274300478398799896240234375))
interpolate([|-2, -1, 1, 2|], exp(_x_), 0.5, [3;9]) = 0.80337561666965484619140625 + _x_ * (0.962458185851573944091796875 + _x_ * (0.739705018699169158935546875 + _x_ * 0.21274300478398799896240234375))
interpolate([|-2, -1, 1, 2|], exp(_x_), 0.5, [0;25]) = 0.80337561666965484619140625 + _x_ * (0.962458185851573944091796875 + _x_ * (0.739705018699169158935546875 + _x_ * 0.21274300478398799896240234375))
interpolate([|-2, -1, 1, 2|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.80337561605911455144980300175150020737071429707758107205732183708491755570220735639878453398 + _x_ * (0.96245819021723214789847347032725746939323363972527187342117313819536838790763435468888873923 + _x_ * (0.739705018756129227028102619005561475230814815288282632680080377625851507347016342565480192455 + _x_ * 0.212743003426569308983908380268343345762484341608823996808392274817939179396689540918228712855))
interpolate([|-2, -1, 1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 0.80337561605911455144980300175150020737071429707758107205732183708491755570220735639878453398576090686125740339671263369732060116550042731891177736510399897913832227680917218120671025541669986326956818530949679375554867180573123851812409930290818691516068338941271729217351120288925184459060318230626863135866345278783805660023501901125523678022912983746125518803411643014576105625866584742603710723306160605002556557856049216122665904440392284576501712364590878823267629220047354831590704003042359108482314730156702429160866468297096926455813693629113998800249920014498897694367884721693655087185080954876 + _x_ * (0.9624581902172321478984734703272574693932336397252718734211731381953683879076343546888887392371257936190030549304522669830940204674852413481558290473108835843215525851630095695266004833060962778201420422145829876988805322550584789806639693810022656189754852839128934745673754518521560657255678420525050646408301291616142607799290648539710112027940721820359512727587559497713275132610341074887816421593023343926360157200845619458855568760816177504420404668619361254407413623837119431597490092821679369335913466262781938021609969906493801906334515333766330098195706849872490803052459277043607996813451929904 + _x_ * (0.73970501875612922702810261900556147523081481528828263268008037762585150734701634256548019244978212872578945520771089386771159352920915897185171657727334822777684107119346862169922615508624954252843518046676253818877227889011867517168627500257652582413777277097766852529794243311526689171622433204253257136191151991768641507047142809201590550271031857421601791410551652852151195602396029355968443868314264619536836027988342778628677902909302468623208612845965498487756115521542252822845823148439717579758083572841644869772607640716117386814426656901153514756576067403118585724568613022905660600507563409443 + _x_ * 0.212743003426569308983908380268343345762484341608823996808392274817939179396689540918228712852497598221416478397127265373691198434434215933981011305572364839501416395462293118330696936071707511632873603582991868287500671138241542213693165558274482309808323355865198119814913257585762305506682388590763284341356736739122598933947488794802780340826777013023888825810939800688843221503570448502706122066186250180995573530128981878712257440205859774514553051817950071416968054655297968227522608433110089311740848559163332438080613401426746571857812994503220724010665905942397024745218583642966405951171480667653))
interpolate([|-2, -1, 1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 0.803375616059114551449803001751500207370714297077581072057321837084917555702207356398784533985760906861257403396712633697320601165500427318911777365103998979138322276809172181206710255416699863269568185309496793755548671805731238518124099302908186915160683389412717292173511202889251844590603182306268631358663452787838056600235019011255236780229129837461255188034116430145761056258665847426037107233061606050025565578560492161226659044403922845765017123645908788232676292200473548315907040030423591084823147301567024291608664682970969264558136936291139988002499200144988976943678847216936550871850809548755 + _x_ * (0.96245819021723214789847347032725746939323363972527187342117313819536838790763435468888873923712579361900305493045226698309402046748524134815582904731088358432155258516300956952660048330609627782014204221458298769888053225505847898066396938100226561897548528391289347456737545185215606572556784205250506464083012916161426077992906485397101120279407218203595127275875594977132751326103410748878164215930233439263601572008456194588555687608161775044204046686193612544074136238371194315974900928216793693359134662627819380216099699064938019063345153337663300981957068498724908030524592770436079968134519299039 + _x_ * (0.739705018756129227028102619005561475230814815288282632680080377625851507347016342565480192449782128725789455207710893867711593529209158971851716577273348227776841071193468621699226155086249542528435180466762538188772278890118675171686275002576525824137772770977668525297942433115266891716224332042532571361911519917686415070471428092015905502710318574216017914105516528521511956023960293559684438683142646195368360279883427786286779029093024686232086128459654984877561155215422528228458231484397175797580835728416448697726076407161173868144266569011535147565760674031185857245686130229056606005075634094432 + _x_ * 0.212743003426569308983908380268343345762484341608823996808392274817939179396689540918228712852497598221416478397127265373691198434434215933981011305572364839501416395462293118330696936071707511632873603582991868287500671138241542213693165558274482309808323355865198119814913257585762305506682388590763284341356736739122598933947488794802780340826777013023888825810939800688843221503570448502706122066186250180995573530128981878712257440205859774514553051817950071416968054655297968227522608433110089311740848559163332438080613401426746571857812994503220724010665905942397024745218583642966405951171480667653))
interpolate([|-2, -1, 1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 0.80337561605911455144980300175150020737071429707758107205732183708491755570220735639878453398576090686125740339671263369732060116550042731891177736510399897913832227680917218120671025541669986326956818530949679375554867180573123851812409930290818691516068338941271729217351120288925184459060318230626863135866345278783805660023501901125523678022912983746125518803411643014576105625866584742603710723306160605002556557856049216122665904440392284576501712364590878823267629220047354831590704003042359108482314730156702429160866468297096926455813693629113998800249920014498897694367884721693655087185080954876 + _x_ * (0.9624581902172321478984734703272574693932336397252718734211731381953683879076343546888887392371257936190030549304522669830940204674852413481558290473108835843215525851630095695266004833060962778201420422145829876988805322550584789806639693810022656189754852839128934745673754518521560657255678420525050646408301291616142607799290648539710112027940721820359512727587559497713275132610341074887816421593023343926360157200845619458855568760816177504420404668619361254407413623837119431597490092821679369335913466262781938021609969906493801906334515333766330098195706849872490803052459277043607996813451929903942 + _x_ * (0.739705018756129227028102619005561475230814815288282632680080377625851507347016342565480192449782128725789455207710893867711593529209158971851716577273348227776841071193468621699226155086249542528435180466762538188772278890118675171686275002576525824137772770977668525297942433115266891716224332042532571361911519917686415070471428092015905502710318574216017914105516528521511956023960293559684438683142646195368360279883427786286779029093024686232086128459654984877561155215422528228458231484397175797580835728416448697726076407161173868144266569011535147565760674031185857245686130229056606005075634094432 + _x_ * 0.212743003426569308983908380268343345762484341608823996808392274817939179396689540918228712852497598221416478397127265373691198434434215933981011305572364839501416395462293118330696936071707511632873603582991868287500671138241542213693165558274482309808323355865198119814913257585762305506682388590763284341356736739122598933947488794802780340826777013023888825810939800688843221503570448502706122066186250180995573530128981878712257440205859774514553051817950071416968054655297968227522608433110089311740848559163332438080613401426746571857812994503220724010665905942397024745218583642966405951171480667652))
interpolate([|-2, -1, 1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 0.80337561605911455144980300175150020737071429707758107205732183708491755570220735639878453398576090686125740339671263369732060116550042731891177736510399897913832227680917218120671025541669986326956818530949679375554867180573123851812409930290818691516068338941271729217351120288925184459060318230626863135866345278783805660023501901125523678022912983746125518803411643014576105625866584742603710723306160605002556557856049216122665904440392284576501712364590878823267629220047354831590704003042359108482314730156702429160866468297096926455813693629113998800249920014498897694367884721693655087185080954876004 + _x_ * (0.9624581902172321478984734703272574693932336397252718734211731381953683879076343546888887392371257936190030549304522669830940204674852413481558290473108835843215525851630095695266004833060962778201420422145829876988805322550584789806639693810022656189754852839128934745673754518521560657255678420525050646408301291616142607799290648539710112027940721820359512727587559497713275132610341074887816421593023343926360157200845619458855568760816177504420404668619361254407413623837119431597490092821679369335913466262781938021609969906493801906334515333766330098195706849872490803052459277043607996813451929903942 + _x_ * (0.73970501875612922702810261900556147523081481528828263268008037762585150734701634256548019244978212872578945520771089386771159352920915897185171657727334822777684107119346862169922615508624954252843518046676253818877227889011867517168627500257652582413777277097766852529794243311526689171622433204253257136191151991768641507047142809201590550271031857421601791410551652852151195602396029355968443868314264619536836027988342778628677902909302468623208612845965498487756115521542252822845823148439717579758083572841644869772607640716117386814426656901153514756576067403118585724568613022905660600507563409443202 + _x_ * 0.21274300342656930898390838026834334576248434160882399680839227481793917939668954091822871285249759822141647839712726537369119843443421593398101130557236483950141639546229311833069693607170751163287360358299186828750067113824154221369316555827448230980832335586519811981491325758576230550668238859076328434135673673912259893394748879480278034082677701302388882581093980068884322150357044850270612206618625018099557353012898187871225744020585977451455305181795007141696805465529796822752260843311008931174084855916333243808061340142674657185781299450322072401066590594239702474521858364296640595117148066765194))
interpolate([|-2, -1, 1, 2|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.803375616059114551449803001751500207370714297077581072057321837084917555702207356398784533985760906861257403396712633697320601165500427318911777365103998979138322276809172181206710255416699863269568185309496793755548671805731238518124099302908186915160683389412717292173511202889251844590603182306268631358663452787838056600235019011255236780229129837461255188034116430145761056258665847426037107233061606050025565578560492161226659044403922845765017123645908788232676292200473548315907040030423591084823147301567024291608664682970969264558136936291139988002499200144988976943678847216936550871850809548760043434703454493668816584012722103145480390285141141846194970906061046777228418450903095 + _x_ * (0.9624581902172321478984734703272574693932336397252718734211731381953683879076343546888887392371257936190030549304522669830940204674852413481558290473108835843215525851630095695266004833060962778201420422145829876988805322550584789806639693810022656189754852839128934745673754518521560657255678420525050646408301291616142607799290648539710112027940721820359512727587559497713275132610341074887816421593023343926360157200845619458855568760816177504420404668619361254407413623837119431597490092821679369335913466262781938021609969906493801906334515333766330098195706849872490803052459277043607996813451929903942013425490189481097999434782857239282654071478627192024587088558777384693192384021553288 + _x_ * (0.7397050187561292270281026190055614752308148152882826326800803776258515073470163425654801924497821287257894552077108938677115935292091589718517165772733482277768410711934686216992261550862495425284351804667625381887722788901186751716862750025765258241377727709776685252979424331152668917162243320425325713619115199176864150704714280920159055027103185742160179141055165285215119560239602935596844386831426461953683602798834277862867790290930246862320861284596549848775611552154225282284582314843971757975808357284164486977260764071611738681442665690115351475657606740311858572456861302290566060050756340944320133138948017149666134845842250910196408522343703696301965424019309096458889545540632818 + _x_ * 0.2127430034265693089839083802683433457624843416088239968083922748179391793966895409182287128524975982214164783971272653736911984344342159339810113055723648395014163954622931183306969360717075116328736035829918682875006711382415422136931655582744823098083233558651981198149132575857623055066823885907632843413567367391225989339474887948027803408267770130238888258109398006888432215035704485027061220661862501809955735301289818787122574402058597745145530518179500714169680546552979682275226084331100893117408485591633324380806134014267465718578129945032207240106659059423970247452185836429664059511714806676519389772688652402746076672454503642830781546279375716499322876555861204093201059542103642))
interpolate([|-2, -1, 1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = 0.80337561605911455143817778701276210995274595916271 + _x_ * (0.96245819021723214790322784017995161320868646726012 + _x_ * (0.73970501875612922699967238804319435985235031694174 + _x_ * 0.21274300342656930897866987550948181251442292705178))
interpolate([|-2, -1, 1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 0.80337561605911455143817778701276210995274595916271 + _x_ * (0.96245819021723214790322784017995161320868646726012 + _x_ * (0.73970501875612922705388249666746958155272295698524 + _x_ * 0.212743003426569308992222402665550617939516087062657))
interpolate([|-2, -1, 1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 0.80337561605911455144834218237981371402156582917087 + _x_ * (0.96245819021723214789645157660191721049613988725469 + _x_ * (0.73970501875612922702847150824984057138067328196485 + _x_ * 0.21274300342656930898459910614026191488790118455654))
interpolate([|-2, -1, 1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 0.80337561605911455144961273180069516453016831292189 + _x_ * (0.96245819021723214789835740073323938625904361288121 + _x_ * (0.7397050187561292270281538708946202087535226610271 + _x_ * 0.21274300342656930898396383142982118963359994268103))
interpolate([|-2, -1, 1, 2|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 0.803375616059114551449803001751500207370714297077581072057321837084917555702207356398784533985760906861257404 + _x_ * (0.962458190217232147898473470327257469393233639725271873421173138195368387907634354688888739237125793619003056 + _x_ * (0.739705018756129227028102619005561475230814815288282632680080377625851507347016342565480192449782128725789456 + _x_ * 0.2127430034265693089839083802683433457624843416088239968083922748179391793966895409182287128524975982214164784))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + _x_ * 4 / 23))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = 5.88235296308994293212890625e-2 + _x_ * (8.6956520564854145050048828125e-2 + _x_ * (0.1764705888926982879638671875 + _x_ * 0.173913043923676013946533203125))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = 5.88235296308994293212890625e-2 + _x_ * (8.6956520564854145050048828125e-2 + _x_ * (0.1764705888926982879638671875 + _x_ * 0.173913043923676013946533203125))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = 5.88235296308994293212890625e-2 + _x_ * (8.6956520564854145050048828125e-2 + _x_ * (0.1764705888926982879638671875 + _x_ * 0.173913043923676013946533203125))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = 5.88235296308994293212890625e-2 + _x_ * (8.6956520564854145050048828125e-2 + _x_ * (0.1764705888926982879638671875 + _x_ * 0.173913043923676013946533203125))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411e-2 + _x_ * (8.69565217391304347826086956521739130434782608695652173913043478260869565217391304347826087e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588236 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217395))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = 5.882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294118e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652174e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823528 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304348))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941177e-2 + _x_ * (8.6956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521738e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882353 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304348))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411763e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652174e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235295 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434783))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411765e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173912e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058822e-2 + _x_ * (8.69565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521738e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = 5.8823529411764705879164111257395575194095727056265e-2 + _x_ * (8.6956521739130434754325160717769449547631666064262e-2 + _x_ * (0.176470588235294117637492333772186725582287181168795 + _x_ * 0.17391304347826086956286043005981412079563597217202))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = 5.8823529411764705852059056945257964343909407034516e-2 + _x_ * (8.695652173913043478143021502990706039781798608601e-2 + _x_ * (0.17647058823529411767814991524039314185756666120142 + _x_ * 0.173913043478260869576412957215882926220729132182896))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = 5.8823529411764705885940374835429977906642307061702e-2 + _x_ * (8.695652173913043478481834681892426175409127608873e-2 + _x_ * (0.17647058823529411764765672913923832965110705117695 + _x_ * 0.17391304347826086956624856184883132215190926217474))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = 5.8823529411764705882552243046412776550369017058983e-2 + _x_ * (8.6956521739130434782806643569195298448804010149615e-2 + _x_ * (0.17647058823529411764680969619198402931203872867627 + _x_ * 0.173913043478260869565083891546356659185690318736306))
interpolate([|-2, -1, 1, 2|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529414e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304348e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235 + _x_ * 0.173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956))
interpolate([|-2, -1, 1, 2|], sin(_x_)) = 2 * (-1 * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3 + sin(-1) - sin(-2)) + sin(-2) + _x_ * (2 * (((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + -1 * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) + -1 * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3 + sin(-1) - sin(-2) + _x_ * (2 * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + -1 * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4 + ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3 + _x_ * ((sin(2) - sin(1) - (sin(1) - sin(-1)) / 2) / 3 - ((sin(1) - sin(-1)) / 2 - (sin(-1) - sin(-2))) / 3) / 4))
interpolate([|-2, -1, 1, 2|], sin(_x_), 0.5) = _x_ * (0.970411740243434906005859375 + _x_^2 * (-0.1289407573640346527099609375))
interpolate([|-2, -1, 1, 2|], sin(_x_), 0.5, [1;3]) = _x_ * (0.970411740243434906005859375 + _x_^2 * (-0.1289407573640346527099609375))
interpolate([|-2, -1, 1, 2|], sin(_x_), 0.5, [3;9]) = _x_ * (0.970411740243434906005859375 + _x_^2 * (-0.1289407573640346527099609375))
interpolate([|-2, -1, 1, 2|], sin(_x_), 0.5, [0;25]) = _x_ * (0.970411740243434906005859375 + _x_^2 * (-0.1289407573640346527099609375))
interpolate([|-2, -1, 1, 2|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_ * (0.97041174193958172630399978452177452571304158582317970950050677806738598893152230116149854323 + _x_^2 * (-0.1289407571316852196514974628914755260904785250248086438277550680754755845402826322128587997))
interpolate([|-2, -1, 1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = _x_ * (0.970411741939581726303999784521774525713041585823179709500506778067385988931522301161498543236577031087470734420160984680798666376543310488212877047014487582166326056069527643041569756936777015796812198054118262383287209212953852339720643534478792397749598948202528610151511465916241288025622520520609596231446229753577334513899867383552819254387557919994029411201082631088453258079030478339285756022358194580935312553244179679009667430309053808307163821521724307826291827828252149631283240317486120966304279116907231524076145556435868858309905845894849697132491938397942612582198580545577039162030723891 + _x_^2 * (-0.12894075713168521965149746289147552609047852502480864382775506807547558454028263221285879969352433523312169651224031038753954745555141160701946671928527517268553410024276103604166199292479860701407963170663345951298855305593588988432574996155412227066311266714914657959013424771237283835786084625437058284869283179681307894842190339378799492569728222356490878114277897956542197982374062507443435782890605860997935049107206486456788637270797813417051576651280758122048768775018975656091136236122483216166819738238257513265589315224810543756069889388713634932267765937648993002556649821036159755286630298516))
interpolate([|-2, -1, 1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = _x_ * (0.97041174193958172630399978452177452571304158582317970950050677806738598893152230116149854323657703108747073442016098468079866637654331048821287704701448758216632605606952764304156975693677701579681219805411826238328720921295385233972064353447879239774959894820252861015151146591624128802562252052060959623144622975357733451389986738355281925438755791999402941120108263108845325807903047833928575602235819458093531255324417967900966743030905380830716382152172430782629182782825214963128324031748612096630427911690723152407614555643586885830990584589484969713249193839794261258219858054557703916203072389105 + _x_^2 * (-0.128940757131685219651497462891475526090478525024808643827755068075475584540282632212858799693524335233121696512240310387539547455551411607019466719285275172685534100242761036041661992924798607014079631706633459512988553055935889884325749961554122270663112667149146579590134247712372838357860846254370582848692831796813078948421903393787994925697282223564908781142778979565421979823740625074434357828906058609979350491072064864567886372707978134170515766512807581220487687750189756560911362361224832161668197382382575132655893152248105437560698893887136349322677659376489930025566498210361597552866302985158))
interpolate([|-2, -1, 1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = _x_ * (0.970411741939581726303999784521774525713041585823179709500506778067385988931522301161498543236577031087470734420160984680798666376543310488212877047014487582166326056069527643041569756936777015796812198054118262383287209212953852339720643534478792397749598948202528610151511465916241288025622520520609596231446229753577334513899867383552819254387557919994029411201082631088453258079030478339285756022358194580935312553244179679009667430309053808307163821521724307826291827828252149631283240317486120966304279116907231524076145556435868858309905845894849697132491938397942612582198580545577039162030723891051 + _x_^2 * (-0.1289407571316852196514974628914755260904785250248086438277550680754755845402826322128587996935243352331216965122403103875395474555514116070194667192852751726855341002427610360416619929247986070140796317066334595129885530559358898843257499615541222706631126671491465795901342477123728383578608462543705828486928317968130789484219033937879949256972822235649087811427789795654219798237406250744343578289060586099793504910720648645678863727079781341705157665128075812204876877501897565609113623612248321616681973823825751326558931522481054375606988938871363493226776593764899300255664982103615975528663029851579))
interpolate([|-2, -1, 1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = _x_ * (0.970411741939581726303999784521774525713041585823179709500506778067385988931522301161498543236577031087470734420160984680798666376543310488212877047014487582166326056069527643041569756936777015796812198054118262383287209212953852339720643534478792397749598948202528610151511465916241288025622520520609596231446229753577334513899867383552819254387557919994029411201082631088453258079030478339285756022358194580935312553244179679009667430309053808307163821521724307826291827828252149631283240317486120966304279116907231524076145556435868858309905845894849697132491938397942612582198580545577039162030723891051 + _x_^2 * (-0.12894075713168521965149746289147552609047852502480864382775506807547558454028263221285879969352433523312169651224031038753954745555141160701946671928527517268553410024276103604166199292479860701407963170663345951298855305593588988432574996155412227066311266714914657959013424771237283835786084625437058284869283179681307894842190339378799492569728222356490878114277897956542197982374062507443435782890605860997935049107206486456788637270797813417051576651280758122048768775018975656091136236122483216166819738238257513265589315224810543756069889388713634932267765937648993002556649821036159755286630298515795))
interpolate([|-2, -1, 1, 2|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_ * (0.970411741939581726303999784521774525713041585823179709500506778067385988931522301161498543236577031087470734420160984680798666376543310488212877047014487582166326056069527643041569756936777015796812198054118262383287209212953852339720643534478792397749598948202528610151511465916241288025622520520609596231446229753577334513899867383552819254387557919994029411201082631088453258079030478339285756022358194580935312553244179679009667430309053808307163821521724307826291827828252149631283240317486120966304279116907231524076145556435868858309905845894849697132491938397942612582198580545577039162030723891050931795359489415338831586521718334318868062583617406577565468119832077787731239696010734 + _x_^2 * (-0.1289407571316852196514974628914755260904785250248086438277550680754755845402826322128587996935243352331216965122403103875395474555514116070194667192852751726855341002427610360416619929247986070140796317066334595129885530559358898843257499615541222706631126671491465795901342477123728383578608462543705828486928317968130789484219033937879949256972822235649087811427789795654219798237406250744343578289060586099793504910720648645678863727079781341705157665128075812204876877501897565609113623612248321616681973823825751326558931522481054375606988938871363493226776593764899300255664982103615975528663029851579447728861049548898592151237270602369433375347619192656344330516412626344704939567196158))
interpolate([|-2, -1, 1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = _x_ * (0.97041174193958172633240472082505334583402145653963 + _x_^2 * (-0.12894075713168521966781390752920799513958627358079))
interpolate([|-2, -1, 1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = _x_ * (0.97041174193958172627819461220077812413364881649613 + _x_^2 * (-0.12894075713168521964070885321707038428939995355904))
interpolate([|-2, -1, 1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = _x_ * (0.97041174193958172630529966651291573498383513651788 + _x_^2 * (-0.128940757131685219652567314478630589036356468568556))
interpolate([|-2, -1, 1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = _x_ * (0.97041174193958172630402911709203428447523265276686 + _x_^2 * (-0.128940757131685219651508523294562713612521065442706))
interpolate([|-2, -1, 1, 2|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_ * (0.970411741939581726303999784521774525713041585823179709500506778067385988931522301161498543236577031087470737 + _x_^2 * (-0.128940757131685219651497462891475526090478525024808643827755068075475584540282632212858799693524335233121696))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 0.5) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 0.5, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 0.5, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 0.5, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|3, 5, 8|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 0.5) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|17, 42, 17, 42, 17, 42, 17|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 0.5) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 0.5, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 0.5, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 0.5, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1664|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 0.5) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 0.5, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 0.5, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 0.5, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 1.1102230246251565404236316680908203125e-16) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [1;3]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [3;9]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [0;25]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], [|1, 2|], 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = error
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_)) = 1 + _x_ * (-1 * (-3 * (-7 * (-9 * (-11 * (-17 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) + (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) + ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) + (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) + ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) + expm1(1) + _x_ * (-1 * (-3 * (-7 * (-9 * (-11 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) + (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) + -9 * (-11 * (-17 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) + (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - 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(exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17 + _x_ * (((((((exp(25) - exp(17)) / 8 - (exp(17) - exp(11)) / 6) / 14 - ((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8) / 16 - (((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10) / 18 - ((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14) / 22 - (((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((exp(17) - exp(11)) / 6 - (exp(11) - exp(9)) / 2) / 8 - ((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4) / 10 - (((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8) / 14 - ((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10) / 16 - (((((exp(11) - exp(9)) / 2 - (exp(9) - exp(7)) / 2) / 4 - ((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6) / 8 - (((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8) / 10 - ((((exp(9) - exp(7)) / 2 - (exp(7) - exp(3)) / 4) / 6 - ((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6) / 8 - (((exp(7) - exp(3)) / 4 - (exp(3) - exp(1)) / 2) / 6 - ((exp(3) - exp(1)) / 2 - expm1(1)) / 3) / 7) / 9) / 11) / 17) / 25))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 0.5) = 1 + _x_ * (5.89620917909263074398040771484375e6 + _x_ * (-1.024331675839984416961669921875e7 + _x_ * (5.490837373651206493377685546875e6 + _x_ * (-1.28241387455160915851593017578125e6 + _x_ * (1.465474267071629874408245086669921875e5 + _x_ * (-8029.158673683996312320232391357421875 + _x_ * 167.5304559811911531141959130764007568359375))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 0.5, [1;3]) = 1 + _x_ * (5.8962091790771484375e6 + _x_ * (-1.024331675836181640625e7 + _x_ * (5.490837373626708984375e6 + _x_ * (-1.28241387454986572265625e6 + _x_ * (1.46547426706790924072265625e5 + _x_ * (-8029.1586736738681793212890625 + _x_ * 167.5304559809155762195587158203125))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 0.5, [3;9]) = 1 + _x_ * (5.8962091790926456451416015625e6 + _x_ * (-1.024331675839996337890625e7 + _x_ * (5.4908373736512660980224609375e6 + _x_ * (-1.28241387455165386199951171875e6 + _x_ * (1.46547426707170903682708740234375e5 + _x_ * (-8029.1586736845783889293670654296875 + _x_ * 167.530455981192062608897686004638671875))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 0.5, [0;25]) = 1 + _x_ * (5.89620917909263074398040771484375e6 + _x_ * (-1.02433167583998404443264007568359375e7 + _x_ * (5.4908373736511878669261932373046875e6 + _x_ * (-1.282413874551608227193355560302734375e6 + _x_ * (1.46547426707162871025502681732177734375e5 + _x_ * (-8029.158673683994493330828845500946044921875 + _x_ * 167.5304559811910394273581914603710174560546875))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1 + _x_ * (5.89620917909262986604289196913298192415980367891568786496270117915431930555597243937976239720111069259486500462641567114437552153039929856204481683706815310662569711260395158375210066500502609305479582999478537955435e6 + _x_ * (-1.024331675839984066385628120639234911846668734787099241246023593682482140033807388560413384508304199009319895173579849701305456675210874763603633536410613974545969218545259345794052918042751368398386584282732398557525e7 + _x_ * (5.4908373736511876328824882143138494917903855416704866083518567882183054414218684379321626629057850342143391420380817675875463924856408931302874331370804611033151311176792971701660395622925900940226406460052330123887e6 + _x_ * (-1.282413874551608487649795043370293992629801383003199741362173553133740169109130809943235123262433855347493985241414620983777933989502471233440983928768030693730349577834239849264638173857398346750516400791429820593478e6 + _x_ * (1.46547426707162915634773383261175141898577081588804243210045363345169241485197005257778669942598505873685923525856933890596535124018282073787161944405681501511068126811499717871617604440089201041320504436340047180098e5 + _x_ * (-8029.15867368399509200222200516198785535418174863004596317321158038183354993381211050883480264368578726640653376849487429615196955442898154344344881218124136900029866356948890502121636456952938861696106932167860466455 + _x_ * 167.530455981191083160265347269893765574367694937183220554337788777138610730978635768644480803823711496700787019172251670125388520770713944923723466351229702776442987982952263921502145606052757437475270728619484444492))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = 1 + _x_ * (5.8962091790926298660428919691329819241598036789156878649627011791543193055559724393797623972011106925948650046264156711443755215303992985620448168370681531066256971126039515837521006650050260930547958299947853795543307980941312959449602451724362248273354084101253471734653851293203165857545678213836444072256742075467824699252432856070765009607131229971583209657500822985480837833580461869577563557021238774691279420900922443274941068054848981315951357930308012691954903178852805299246378749358166888756792337163445636500103371557937936686630385002595563933976077947992894868284585489805487886056333763607571075783503e6 + _x_ * (-1.0243316758399840663856281206392349118466687347870992412460235936824821400338073885604133845083041990093198951735798497013054566752108747636036335364106139745459692185452593457940529180427513683983865842827323985575248412537203489851627073044919971846796105681109644526080725372374877083480889925814736765317901536416320291710223552811565354436491112360814316955377984371300236276867996997235205837249347648416500572313963509366777502478346583124804802444801346585544926126099368081793169374039474615127169205179036028970406094009626039639186269922064350631640297757581584812603441881053823934633059736410469123252087e7 + _x_ * (5.490837373651187632882488214313849491790385541670486608351856788218305441421868437932162662905785034214339142038081767587546392485640893130287433137080461103315131117679297170166039562292590094022640646005233012388703588932457910501521041054750932189482434829945114646793777296928138525239176059971676149012625796971217580293504980335967726141228077617682871522811204957273339248237647057768547852649752504728808374120607498783093279675479497009572592453819527971720296094543388720551264441287112531239211174265087709415223157465802675575223104056326169632960854788563612220525986609499491949790708059071489005695857e6 + _x_ * (-1.2824138745516084876497950433702939926298013830031997413621735531337401691091308099432351232624338553474939852414146209837779339895024712334409839287680306937303495778342398492646381738573983467505164007914298205934757511913380773849349375019385898583547616324327489923208783964164510678058376138111214282448614002138314487511768733521163445288252016315834603888517779860387021846536011433762979175583989128477089953864950185696409923487230873670218599664260222240411605533304724409854087387040872669971734605412802038921867794614855440861446014116033366162252304057880010114974249467368624244527157065490567898703123e6 + _x_ * (1.4654742670716291563477338326117514189857708158880424321004536334516924148519700525777866994259850587368592352585693389059653512401828207378716194440568150151106812681149971787161760444008920104132050443634004718009776362538642042383008480495387278260063627505408295866731797874456888669243181822332239465556718537129690480715345867265923962384459473845139130944188082099359237641233236755165713888886244906230095130637385103341445147041806913522341867546689757140818734953221274970127380759671870681886222736357838729741555924226504488479248542106528517561147457701941116613142712981021732579553837445190143433914332e5 + _x_ * (-8029.158673683995092002222005161987855354181748630045963173211580381833549933812110508834802643685787266406533768494874296151969554428981543443448812181241369000298663569488905021216364569529388616961069321678604664548450144301725058759659771658555792253502579484574296100426975767220278977498177289396350605821456597850787399752394833159232029402144317779841985539247855972102153134014998851525582266912987129920298121234349517088207884722062292124933807413889603983391827738337915592943222881280803192073571207117522658837560903122616658282673071990251269909311899392723075369748704363121675477465830943776739396184 + _x_ * 167.5304559811910831602653472698937655743676949371832205543377887771386107309786357686444808038237114967007870191722516701253885207707139449237234663512297027764429879829522639215021456060527574374752707286194844444922288643312412442833419984352229853093832621334822486356445164168163166368773022496310890532709592912424842298385258121435164937473437205801253253342377086042831104535905630909103585847846839390395070212767993975171948243180621526973764143266723160662772435613154229828637836844660925752316826909054476018867445046744215804212227566994796943697133831307795113035280342802098897356083494394434866410081))))))
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(1.465474267071629156347733832611751418985770815888042432100453633451692414851970052577786699425985058736859235258569338905965351240182820737871619444056815015110681268114997178716176044400892010413205044363400471800977636253864204238300848049538727826006362750540829586673179787445688866924318182233223946555671853712969048071534586726592396238445947384513913094418808209935923764123323675516571388888624490623009513063738510334144514704180691352234186754668975714081873495322127497012738075967187068188622273635783872974155592422650448847924854210652851756114745770194111661314271298102173257955383744519014343391433252722013306479375713868720372426612140798992627743341704745327292472994924193225146543199712547798928821956174839291762805164565309380236154651324022738774158159859057039117698613598829249497760146955e5 + _x_ * (-8029.1586736839950920022220051619878553541817486300459631732115803818335499338121105088348026436857872664065337684948742961519695544289815434434488121812413690002986635694889050212163645695293886169610693216786046645484501443017250587596597716585557922535025794845742961004269757672202789774981772893963506058214565978507873997523948331592320294021443177798419855392478559721021531340149988515255822669129871299202981212343495170882078847220622921249338074138896039833918277383379155929432228812808031920735712071175226588375609031226166582826730719902512699093118993927230753697487043631216754774658309437767393961839642262214022370601888732378535921529928564552358442773448694990256072719936269742916830108731074155349764092942172258513944244653171770319866357418566660692317403183674310640182338086115152523275956682 + _x_ * 167.53045598119108316026534726989376557436769493718322055433778877713861073097863576864448080382371149670078701917225167012538852077071394492372346635122970277644298798295226392150214560605275743747527072861948444449222886433124124428334199843522298530938326213348224863564451641681631663687730224963108905327095929124248422983852581214351649374734372058012532533423770860428311045359056309091035858478468393903950702127679939751719482431806215269737641432667231606627724356131542298286378368446609257523168269090544760188674450467442158042122275669947969436971338313077951130352803428020988973560834943944348664100811075825289771999643270842244656316585768099058552175936743114850119979428714646309496403045047006109966890211864784381346249792051450283419665162118215000421529522066122551896840281678637283435918537962))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 1.1102230246251565404236316680908203125e-16) = 1 + _x_ * (5.8962091790926298660428919691286779211061765820778e6 + _x_ * (-1.02433167583998406638562812063877645968009485327732e7 + _x_ * (5.4908373736511876328824882143102942132922589940636e6 + _x_ * (-1.2824138745516084876497950433690428079526435999058e6 + _x_ * (1.4654742670716291563477338326112801025198861771745e5 + _x_ * (-8029.1586736839950920022220051618827777827178040354 + _x_ * 167.5304559811910831602653472699109444033537837065))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = 1 + _x_ * (5.896209179092629866042891968155913520743816036429e6 + _x_ * (-1.0243316758399840663856281209914862728727058538425e7 + _x_ * (5.4908373736511876328824882141448580907816534590893e6 + _x_ * (-1.28241387455160848764979504286115391184508460753477e6 + _x_ * (1.4654742670716291563477338322742040029045273996644e5 + _x_ * (-8029.1586736839950920022220023701482104162494013444 + _x_ * 167.530455981191083160265347193372503935190334298233))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = 1 + _x_ * (5.8962091790926298660428919691617651456082976890727e6 + _x_ * (-1.0243316758399840663856281206420851821303069639768e7 + _x_ * (5.4908373736511876328824882143566163275952285438564e6 + _x_ * (-1.2824138745516084876497950433640797242773254338566e6 + _x_ * (1.4654742670716291563477338326381634724278595766078e5 + _x_ * (-8029.1586736839950920022220052135815660672820337149 + _x_ * 167.53045598119108316026534727092068636203667881743))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = 1 + _x_ * (5.896209179092629866042891969133641004781494748127e6 + _x_ * (-1.02433167583998406638562812063927276804762666988224e7 + _x_ * (5.490837373651187632882488214314430116355024132438e6 + _x_ * (-1.2824138745516084876497950433703869764480422698775e6 + _x_ * (1.4654742670716291563477338326117970904027318194713e5 + _x_ * (-8029.1586736839950920022220051626905713496641201241 + _x_ * 167.5304559811910831602653472699109444033537837065))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], exp(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 1 + _x_ * (5.89620917909262986604289196913298192415980367891568786496270117915431930555597243937976239720111069259486500462641567114437552153039929856204481683706815310662569711260395158375210066500502609305479582999478537955433079809413129594e6 + _x_ * (-1.024331675839984066385628120639234911846668734787099241246023593682482140033807388560413384508304199009319895173579849701305456675210874763603633536410613974545969218545259345794052918042751368398386584282732398557524841253720348985e7 + _x_ * (5.4908373736511876328824882143138494917903855416704866083518567882183054414218684379321626629057850342143391420380817675875463924856408931302874331370804611033151311176792971701660395622925900940226406460052330123887035889324579105e6 + _x_ * (-1.282413874551608487649795043370293992629801383003199741362173553133740169109130809943235123262433855347493985241414620983777933989502471233440983928768030693730349577834239849264638173857398346750516400791429820593475751191338077385e6 + _x_ * (1.465474267071629156347733832611751418985770815888042432100453633451692414851970052577786699425985058736859235258569338905965351240182820737871619444056815015110681268114997178716176044400892010413205044363400471800977636253864204238e5 + _x_ * (-8029.158673683995092002222005161987855354181748630045963173211580381833549933812110508834802643685787266406533768494874296151969554428981543443448812181241369000298663569488905021216364569529388616961069321678604664548450144301725056 + _x_ * 167.5304559811910831602653472698937655743676949371832205543377887771386107309786357686444808038237114967007870191722516701253885207707139449237234663512297027764429879829522639215021456060527574374752707286194844444922288643312412443))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23))) = 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + _x_ * 4 / 23))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5) = 5.882352939806878566741943359375e-2 + _x_ * (8.6956453509628772735595703125e-2 + _x_ * (0.17647070181556046009063720703125 + _x_ * 0.173912988044321537017822265625))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [1;3]) = 5.882352939806878566741943359375e-2 + _x_ * (8.6956453509628772735595703125e-2 + _x_ * (0.17647070181556046009063720703125 + _x_ * 0.173912988044321537017822265625))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [3;9]) = 5.882352939806878566741943359375e-2 + _x_ * (8.6956453509628772735595703125e-2 + _x_ * (0.17647070181556046009063720703125 + _x_ * 0.173912988044321537017822265625))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [0;25]) = 5.882352939806878566741943359375e-2 + _x_ * (8.6956453509628772735595703125e-2 + _x_ * (0.17647070181556046009063720703125 + _x_ * 0.173912988044321537017822265625))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647059e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652165e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352942665 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434067))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764706e-2 + _x_ * (8.69565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391326e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352940811 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782627))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [1;3]) = 5.882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173829e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235309 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347746))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [3;9]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764706e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173914e-2 + _x_ * (0.1764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235293923 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782705))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [0;25]) = 5.8823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588e-2 + _x_ * (8.6956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130465e-2 + _x_ * (0.176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411711 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782609))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 8.7098098162172166755761954947788722958591037427054e-603, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529412e-2 + _x_ * (8.69565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304344e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588305 + _x_ * 0.17391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086922))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16) = 5.8823529411764705882352944217575781444954687027238e-2 + _x_ * (8.6956521739130434782584131984418534004263601211449e-2 + _x_ * (0.17647058823529411764709931280395415812670308064458 + _x_ * 0.173913043478260869565197939073312407876363214209725))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [1;3]) = 5.8823529411764705882340484809599201465601936433814e-2 + _x_ * (8.6956521739130434813193950551943323112880079861498e-2 + _x_ * (0.17647058823529411759556420288309885879840521738515 + _x_ * 0.17391304347826086959060075908239245690012353406928))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [3;9]) = 5.8823529411764705882352892518787496880725007564195e-2 + _x_ * (8.695652173913043478289267035290081332699063665359e-2 + _x_ * (0.17647058823529411764658470306536960578447370551203 + _x_ * 0.173913043478260869565451159738330203473333224195585))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [0;25]) = 5.8823529411764705882352944217575781444954687027238e-2 + _x_ * (8.6956521739130434782606750204293030854748366292872e-2 + _x_ * (0.17647058823529411764706207675169220074027644738768 + _x_ * 0.17391304347826086956521581392936179595877488855693))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], 1 / 17 + _x_ * (2 / 23 + _x_ * (3 / 17 + (_x_ * 4) / 23)), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = 5.88235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764706e-2 + _x_ * (8.695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869e-2 + _x_ * (0.17647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352942 + _x_ * 0.1739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173873))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_)) = _x_ * (-1 * (-3 * (-7 * (-9 * (-11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - 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(sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - 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((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) + -9 * (-11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - 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(((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - 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(sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) + ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - 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((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) + ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) + (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) + ((sin(3) - sin(1)) / 2 - sin(1)) / 3 + _x_ * (-1 * (-3 * (-7 * (-9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - 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((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -9 * (-11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - 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((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - 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((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - 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(sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - 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((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - 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(sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - 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(sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) + -9 * (-11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - 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(sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - 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(sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -7 * (-9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -9 * (-11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) + -3 * (-7 * (-9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -9 * (-11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - 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((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - 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((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - 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sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - 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(((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - 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sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - 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sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -3 * (-7 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - 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sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -9 * (-11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + -11 * (-17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) + (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11 + _x_ * (-1 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -3 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -7 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -9 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -11 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + -17 * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25 + ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17 + _x_ * (((((((sin(25) - sin(17)) / 8 - (sin(17) - sin(11)) / 6) / 14 - ((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8) / 16 - (((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10) / 18 - ((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14) / 22 - (((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16) / 24 - ((((((sin(17) - sin(11)) / 6 - (sin(11) - sin(9)) / 2) / 8 - ((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4) / 10 - (((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8) / 14 - ((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10) / 16 - (((((sin(11) - sin(9)) / 2 - (sin(9) - sin(7)) / 2) / 4 - ((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6) / 8 - (((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8) / 10 - ((((sin(9) - sin(7)) / 2 - (sin(7) - sin(3)) / 4) / 6 - ((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6) / 8 - (((sin(7) - sin(3)) / 4 - (sin(3) - sin(1)) / 2) / 6 - ((sin(3) - sin(1)) / 2 - sin(1)) / 3) / 7) / 9) / 11) / 17) / 25))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 0.5) = _x_ * (1.927184306085109710693359375 + _x_ * (-1.430341266095638275146484375 + _x_ * (0.391317763365805149078369140625 + _x_ * (-4.9733644467778503894805908203125e-2 + _x_ * (3.13803975950577296316623687744140625e-3 + _x_ * (-9.532391459288191981613636016845703125e-5 + _x_ * 1.111824250443760320194996893405914306640625e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 0.5, [1;3]) = _x_ * (1.927184306085109710693359375 + _x_ * (-1.430341266095638275146484375 + _x_ * (0.391317763365805149078369140625 + _x_ * (-4.9733644467778503894805908203125e-2 + _x_ * (3.13803975950577296316623687744140625e-3 + _x_ * (-9.532391459288191981613636016845703125e-5 + _x_ * 1.111824250443760320194996893405914306640625e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 0.5, [3;9]) = _x_ * (1.927184306085109710693359375 + _x_ * (-1.430341266095638275146484375 + _x_ * (0.391317763365805149078369140625 + _x_ * (-4.9733644467778503894805908203125e-2 + _x_ * (3.13803975950577296316623687744140625e-3 + _x_ * (-9.532391459288191981613636016845703125e-5 + _x_ * 1.111824250443760320194996893405914306640625e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 0.5, [0;25]) = _x_ * (1.927184306085109710693359375 + _x_ * (-1.430341266095638275146484375 + _x_ * (0.391317763365805149078369140625 + _x_ * (-4.9733644467778503894805908203125e-2 + _x_ * (3.13803975950577296316623687744140625e-3 + _x_ * (-9.532391459288191981613636016845703125e-5 + _x_ * 1.111824250443760320194996893405914306640625e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 0.5, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_ * (1.927184304244088727866245558321084831580108677355356333952638842054085650109233645383327174825762780254499175928201189836634712205918770761703803836498330782802245210276452512004580227323514001422362177545703 + _x_ * (-1.430341265477922310171853316748860531566165722683524032640975713524897629488871483635619615668029660638121085241529240141889062611857616724418371139261449563539201066256014691788873391194901760848612712642772 + _x_ * (0.3913177627997341714653454678024593535315958772271323630709816339630065108588647262301153474830354924148125442691046225836051708984761618201555835450023731134311521512557140238898488401260499708965197929539368 + _x_ * (-4.973364442816332240610053433629445691941511260959823356462366270116972313652558913925112327669017653221377796585749361830658839219038833552483889760026400750859102166741924195109289636125425348143920952590343e-2 + _x_ * (3.138039760464348251119546338823580095012200150204080587005818608302410894548968867849524003843914054073358676227142081489403004280014571945933980505614828519899559191873551621006907256120312018719984683666783e-3 + _x_ * (-9.532391455537973713088210927595993539952769848175049775324208764808211711808096634358679342540191807889768945276656315766659327777239160857769648619328105344588009027989792833658253528237071203875350475949033e-5 + _x_ * 1.1118242502713848764823623621828368266690572823047654780336802312672711074822085620229685557482193777199312272201148831504096427291789398766990708005368287330031164403511527746593977325094872212868376131239554e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 8.7098098162172166755761954947788722958591037427054e-603) = _x_ * (1.927184304244088727866245558321084831580108677355356333952638842054085650109233645383327174825762780254499175928201189836634712205918770761703803836498330782802245210276452512004580227323514001422362177545703147741053193226312147395006642151633991303128308647471769688654891395767182864998271433085486752380171385244091540119625620173459802262115775871734007600407131533936386680383161441004188388432055655339979728178229374278261787530604726487276188738153440866598710409552458416927184514132763597199484732139004453204928208195042058427833515298751255380816033535221632096333561830555695903107066245013435824 + _x_ * (-1.43034126547792231017185331674886053156616572268352403264097571352489762948887148363561961566802966063812108524152924014188906261185761672441837113926144956353920106625601469178887339119490176084861271264277215571487401739784690518470263015987859768927543804434725664935472143919196259519509526632019671411232706457703268219310083761856449734214575796744734668431926753489249270232182020850646182960900814711513328051327997468030406369000881679126058051124598407592253109574798544109417587342367630535356876472082180792946198310945023975114581490348248406572358915965377989428805522783856125618298644653748975 + _x_ * (0.39131776279973417146534546780245935353159587722713236307098163396300651085886472623011534748303549241481254426910462258360517089847616182015558354500237311343115215125571402388984884012604997089651979295393682460076595361175449523623494317531830415451320879513012042401586729838221059979164321702564064943381136881046742797802676360882358347197406203857546238975887676271907470631388118488932849458614072578406328099700456142294775533769053365582652899664679765681330247465969386955003679256919336538188515454510626248125159296147740583917437145657868804184713436640621251583190952151531445830565701043464445 + _x_ * (-4.9733644428163322406100534336294456919415112609598233564623662701169723136525589139251123276690176532213777965857493618306588392190388335524838897600264007508591021667419241951092896361254253481439209525903430239575926086743184116852606050779542160411601975990068726600629879855846069761548344803168024909188369025604673754953290101008886273142552926645420455144904033872980098820965875484037292929868955552464169070211856751934713004514810391311522172703117579208371457473142326787555150299569467243826004959399089109817405837643553231400328205334138814516661397842520652262325279210940468209964238349116974e-2 + _x_ * (3.1380397604643482511195463388235800950122001502040805870058186083024108945489688678495240038439140540733586762271420814894030042800145719459339805056148285198995591918735516210069072561203120187199846836667828591770991241771069395979120575079463079688424982101822076843859952200848067441591581758257621140761387165120331793900446769563561215265652489327616773898319049664581008120673479729337413563841644390388359656265700193307923664214913395553415387405181769547190289432466403471971528226130722768252450962109615416445057633326525535602844702208106764147502934962132791533779495153871628313697556580214022e-3 + _x_ * (-9.5323914555379737130882109275959935399527698481750497753242087648082117118080966343586793425401918078897689452766563157666593277772391608577696486193281053445880090279897928336582535282370712038753504759490331683399205800076545076966826785292394643929494948180344666385559165413049687483573637463128204074845556455469677560811031989219592847107296350731716764975003288962971990426345972541723659502182901954154387051473199561508163803765085901697348639992445071800803460236484345828055075952381868906946351702964360588240223848835643973428428066680699172416841883816864733414683512634867346926176779487304988e-5 + _x_ * 1.111824250271384876482362362182836826669057282304765478033680231267271107482208562022968555748219377719931227220114883150409642729178939876699070800536828733003116440351152774659397732509487221286837613123955435752885164378731187599225907860605807095855526815430827969407047611892777815050740113716680284784344786079914050474282087685681209290727630387818731610021955547563879392309361441620017250875977425720891854913725701730681211716459952388814057254126441775583604027718473512497230889408412742665986126840563463574655278275226700607263340262828144563483277512202521577971310954509104948271465885338884972e-6))))))
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(-9.5323914555379737130882109275959935399527698481750497753242087648082117118080966343586793425401918078897689452766563157666593277772391608577696486193281053445880090279897928336582535282370712038753504759490331683399205800076545076966826785292394643929494948180344666385559165413049687483573637463128204074845556455469677560811031989219592847107296350731716764975003288962971990426345972541723659502182901954154387051473199561508163803765085901697348639992445071800803460236484345828055075952381868906946351702964360588240223848835643973428428066680699172416841883816864733414683512634867346926176779487304988013540392164829832320732442243893584225672024939176689280678231915980261268315773001822612861383919928058746446155158889592563368123526523885367837715092797829905495920885431655818815840492113203359314e-5 + _x_ * 1.11182425027138487648236236218283682666905728230476547803368023126727110748220856202296855574821937771993122722011488315040964272917893987669907080053682873300311644035115277465939773250948722128683761312395543575288516437873118759922590786060580709585552681543082796940704761189277781505074011371668028478434478607991405047428208768568120929072763038781873161002195554756387939230936144162001725087597742572089185491372570173068121171645995238881405725412644177558360402771847351249723088940841274266598612684056346357465527827522670060726334026282814456348327751220252157797131095450910494827146588533888497359171437587431648694503110475294563058677669400067851216188577620053323352873578687912716523131032842915706210403699843198774306417371136392501908627563953484663857970630394959604984116440385810313362e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 1.1102230246251565404236316680908203125e-16) = _x_ * (1.92718430424408872786624449417519286398281508354557 + _x_ * (-1.4303412654779223101718379477945240069169940966276 + _x_ * (0.39131776279973417146534467910955895630920053918089 + _x_ * (-4.9733644428163322406100062558710530463690346891781e-2 + _x_ * (3.1380397604643482511195183697870830720651202927485e-3 + _x_ * (-9.532391455537973713088142691561571937506648632965e-5 + _x_ * 1.11182425027138487648235016279360363907374018477454e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [1;3]) = _x_ * (1.92718430424408872786846795566173540237286943010986 + _x_ * (-1.4303412654779223101789847882869821660278830677271 + _x_ * (0.39131776279973417146979160208264403308930923230946 + _x_ * (-4.9733644428163322406748572158952104160789531306364e-2 + _x_ * (3.138039760464348251196239371601376388909443448938e-3 + _x_ * (-9.5323914555379737130971899795113706777005546655346e-5 + _x_ * 1.1118242502713848765158483522729086843787438265707e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [3;9]) = _x_ * (1.92718430424408872786635037329359965152519862385816 + _x_ * (-1.43034126547792231017220852470894776331533648772165 + _x_ * (0.39131776279973417146534467910955895630920053918089 + _x_ * (-4.9733644428163322406100062558710530463690346891781e-2 + _x_ * (3.1380397604643482511201387552464978428212738492675e-3 + _x_ * (-9.5323914555379737130920201006829142547326083612091e-5 + _x_ * 1.1118242502713848764827288160281097247403378144859e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [0;25]) = _x_ * (1.92718430424408872786624449417519286398281508354557 + _x_ * (-1.43034126547792231017185449140677506747049152480145 + _x_ * (0.39131776279973417146534633347078406236455028199828 + _x_ * (-4.97336444281633224061006829441699452344465004483e-2 + _x_ * (3.1380397604643482511195571438782964952373798900309e-3 + _x_ * (-9.5323914555379737130882436657574402270177413342214e-5 + _x_ * 1.1118242502713848764823690954553289433570700662601e-6))))))
interpolate([|0, 1, 3, 7, 9, 11, 17, 25|], sin(_x_), 1.1102230246251565404236316680908203125e-16, [-1267650600228229401496703205376;1267650600228229401496703205376]) = _x_ * (1.9271843042440887278662455583210848315801086773553563339526388420540856501092336453833271748257627802544991759282011898366347122059187707617038038364983307828022452102764525120045802273235140014223621775457031477410531932263 + _x_ * (-1.43034126547792231017185331674886053156616572268352403264097571352489762948887148363561961566802966063812108524152924014188906261185761672441837113926144956353920106625601469178887339119490176084861271264277215571487401739784 + _x_ * (0.3913177627997341714653454678024593535315958772271323630709816339630065108588647262301153474830354924148125442691046225836051708984761618201555835450023731134311521512557140238898488401260499708965197929539368246007659536118 + _x_ * (-4.9733644428163322406100534336294456919415112609598233564623662701169723136525589139251123276690176532213777965857493618306588392190388335524838897600264007508591021667419241951092896361254253481439209525903430239575926086745e-2 + _x_ * (3.1380397604643482511195463388235800950122001502040805870058186083024108945489688678495240038439140540733586762271420814894030042800145719459339805056148285198995591918735516210069072561203120187199846836667828591770991241772e-3 + _x_ * (-9.532391455537973713088210927595993539952769848175049775324208764808211711808096634358679342540191807889768945276656315766659327777239160857769648619328105344588009027989792833658253528237071203875350475949033168339920580008e-5 + _x_ * 1.1118242502713848764823623621828368266690572823047654780336802312672711074822085620229685557482193777199312272201148831504096427291789398766990708005368287330031164403511527746593977325094872212868376131239554357528851643788e-6))))))
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