//
//        Gauss_Chebyshev_First_Kind_Nodes_and_Weights_65.hpp
//
//
//        Created by Sivaram Ambikasaran on 2014-02-22.00:17:35.
//
//
//        Array of nodes and weights for Gauss Chebyshev_First_Kind quadrature of order 65.
//
//

#ifndef __Gauss_Chebyshev_First_Kind_Nodes_and_Weights_65_hpp__
#define __Gauss_Chebyshev_First_Kind_Nodes_and_Weights_65_hpp__

void Gauss_Chebyshev_First_Kind_Nodes_and_Weights_65(long double*& nodes, long double& weight) {
	weight 		= 0.048332194670612203668656052050453890526110298451924704938076070650889483173633984594277458851417185661263816715588958563801443763;

	nodes		= new long double[65];

	nodes[0] 	= 0.99970801408019296428380834045678748933791139943120751779230772437306106895164564724126747210691340068323428817134383556001541944;
	nodes[1] 	= 0.99737314969149111899079269287439735641064435023716005764172268408118954915144373906784914103677371422145115054674584842140537169;
	nodes[2] 	= 0.99270887409805399280075164949252017934367563297016685577099756051186744621396291455861694934278240441899118607141770910714048897;
	nodes[3] 	= 0.98572608093165088542413584010300226413402485681108658637637133926003461446386438848324784422065811469446958286244154588371460216;
	nodes[4] 	= 0.97644107882927207448018465921880649675736256182095329530334097236271885715698820962454384301257777311981662999657663306851761395;
	nodes[5] 	= 0.96487555334355145835238367363434387243527010969135105984278757199635728722797061957411330248485981932830400511514313108171517569;
	nodes[6] 	= 0.95105651629515357211643933337938214340569863412575022244730564443015317008519350171879281097081138167589971755140300420898706619;
	nodes[7] 	= 0.93501624268541482343978459983783072905051746957843187069638027009183054288001194863399549469645873606855560282996752901007156584;
	nodes[8] 	= 0.91679219531658239802082070797067219343111525742695251991805381833191392214598502424955013359944578472563429141247111520240501209;
	nodes[9] 	= 0.89642693729570375935161550155440019387587324899821203586406169529695069703102248699934713945285301000946954942119996101562366498;
	nodes[10] 	= 0.87396803262651796303998829409042078786828943759515654696096453561626298953183410642520246118340788036552195110257208803907893368;
	nodes[11] 	= 0.84946793512152102963557504394600296594569327887109853588395456425453920321678160041967876480867854536180534057773562373727103999;
	nodes[12] 	= 0.82298386589365639457961742343938199065506769308757380582700272457163570015031429594218669825596220625244164549068743996456351107;
	nodes[13] 	= 0.79457767971375426869762981015047695392492500097169854179381325601898418650270439197057515641286042831078366930393858389172447715;
	nodes[14] 	= 0.76431572054584830198291118713243565745805238474005627886403538295717654186163928217529569997468627564944768379461356129048548626;
	nodes[15] 	= 0.7322686665977735124238416887610502426852003893932675744456824392744769100810299104480433550288114762930555576214129596777193702;
	nodes[16] 	= 0.6985113652489369880464727008248419055412122227948934924193914007974977959341444010428774405961738411938457736094242493052232371;
	nodes[17] 	= 0.6631226582407952023767854926667662795247641070441061881807863297157262129848846704688858862385844386720999115888120977777299035;
	nodes[18] 	= 0.6261851975383136834122179125755268143462687635724749213097297434792340193353811854017022701647980843618578454919833136822971945;
	nodes[19] 	= 0.5877852522924731291687059546390727685976524376431459910722724807572784741623519575085040498627413359600531316027526593663389303;
	nodes[20] 	= 0.5480125073546699812296091543140319007250424274883609977075741307534571604468286647541805892320935256220254882464901156459978355;
	nodes[21] 	= 0.5069598538135904096621256601862058582070446902659260984738527094903457292842664839969357795919948041300644680785189823293276319;
	nodes[22] 	= 0.4647231720437685456560153351331047775577358653324689769540246850166677140715563143036679926468006256640919963528117611045335252;
	nodes[23] 	= 0.4214011077725291066526012952628858812674321489700329384591257709315121401126320085818007523396956332384762842344194127170274156;
	nodes[24] 	= 0.3770948416883204454789398119438293717899282906356887437511075444686946330762252715659303415257266595308284160591822963505486141;
	nodes[25] 	= 0.3319078531285284369286991327398086749957520769084954164649301937499078738391907558928403102263729057114589646989885790729569682;
	nodes[26] 	= 0.2859456783986892620647397603932627802463292177195694133635780624676509438621822847786540723355363281685320619242936092233156005;
	nodes[27] 	= 0.2393156642875577671487537262602118952031730227383060133551597186618315628507518719611949822208644472589734577664210402558025404;
	nodes[28] 	= 0.1921267173537083760104770380960649699423820450482243271765236434473603132862690937328281145297413190011100384181479258926303994;
	nodes[29] 	= 0.1444890495692213163179370271431350577253247496495499649530570718177461644297461852553087431815681108447537438153709033325987748;
	nodes[30] 	= 0.0965139209145151162552958812324261179914721123841793143216464661945755486896150010969563972334576461478531049261875975822896698;
	nodes[31] 	= 0.0483133795255070672700096844649817702364736959711947344557483108212501145405938497074038731443034754800839549603175959646557492;
	nodes[32] 	= 0.e-127;
	nodes[33] 	= -0.0483133795255070672700096844649817702364736959711947344557483108212501145405938497074038731443034754800839549603175959646557492;
	nodes[34] 	= -0.0965139209145151162552958812324261179914721123841793143216464661945755486896150010969563972334576461478531049261875975822896698;
	nodes[35] 	= -0.1444890495692213163179370271431350577253247496495499649530570718177461644297461852553087431815681108447537438153709033325987748;
	nodes[36] 	= -0.1921267173537083760104770380960649699423820450482243271765236434473603132862690937328281145297413190011100384181479258926303994;
	nodes[37] 	= -0.2393156642875577671487537262602118952031730227383060133551597186618315628507518719611949822208644472589734577664210402558025404;
	nodes[38] 	= -0.2859456783986892620647397603932627802463292177195694133635780624676509438621822847786540723355363281685320619242936092233156005;
	nodes[39] 	= -0.3319078531285284369286991327398086749957520769084954164649301937499078738391907558928403102263729057114589646989885790729569682;
	nodes[40] 	= -0.3770948416883204454789398119438293717899282906356887437511075444686946330762252715659303415257266595308284160591822963505486141;
	nodes[41] 	= -0.4214011077725291066526012952628858812674321489700329384591257709315121401126320085818007523396956332384762842344194127170274156;
	nodes[42] 	= -0.4647231720437685456560153351331047775577358653324689769540246850166677140715563143036679926468006256640919963528117611045335252;
	nodes[43] 	= -0.5069598538135904096621256601862058582070446902659260984738527094903457292842664839969357795919948041300644680785189823293276319;
	nodes[44] 	= -0.5480125073546699812296091543140319007250424274883609977075741307534571604468286647541805892320935256220254882464901156459978355;
	nodes[45] 	= -0.5877852522924731291687059546390727685976524376431459910722724807572784741623519575085040498627413359600531316027526593663389303;
	nodes[46] 	= -0.6261851975383136834122179125755268143462687635724749213097297434792340193353811854017022701647980843618578454919833136822971945;
	nodes[47] 	= -0.6631226582407952023767854926667662795247641070441061881807863297157262129848846704688858862385844386720999115888120977777299035;
	nodes[48] 	= -0.6985113652489369880464727008248419055412122227948934924193914007974977959341444010428774405961738411938457736094242493052232371;
	nodes[49] 	= -0.7322686665977735124238416887610502426852003893932675744456824392744769100810299104480433550288114762930555576214129596777193702;
	nodes[50] 	= -0.7643157205458483019829111871324356574580523847400562788640353829571765418616392821752956999746862756494476837946135612904854863;
	nodes[51] 	= -0.7945776797137542686976298101504769539249250009716985417938132560189841865027043919705751564128604283107836693039385838917244771;
	nodes[52] 	= -0.8229838658936563945796174234393819906550676930875738058270027245716357001503142959421866982559622062524416454906874399645635111;
	nodes[53] 	= -0.84946793512152102963557504394600296594569327887109853588395456425453920321678160041967876480867854536180534057773562373727104;
	nodes[54] 	= -0.8739680326265179630399882940904207878682894375951565469609645356162629895318341064252024611834078803655219511025720880390789337;
	nodes[55] 	= -0.896426937295703759351615501554400193875873248998212035864061695296950697031022486999347139452853010009469549421199961015623665;
	nodes[56] 	= -0.9167921953165823980208207079706721934311152574269525199180538183319139221459850242495501335994457847256342914124711152024050121;
	nodes[57] 	= -0.9350162426854148234397845998378307290505174695784318706963802700918305428800119486339954946964587360685556028299675290100715658;
	nodes[58] 	= -0.9510565162951535721164393333793821434056986341257502224473056444301531700851935017187928109708113816758997175514030042089870662;
	nodes[59] 	= -0.9648755533435514583523836736343438724352701096913510598427875719963572872279706195741133024848598193283040051151431310817151757;
	nodes[60] 	= -0.976441078829272074480184659218806496757362561820953295303340972362718857156988209624543843012577773119816629996576633068517614;
	nodes[61] 	= -0.9857260809316508854241358401030022641340248568110865863763713392600346144638643884832478442206581146944695828624415458837146022;
	nodes[62] 	= -0.99270887409805399280075164949252017934367563297016685577099756051186744621396291455861694934278240441899118607141770910714048897;
	nodes[63] 	= -0.99737314969149111899079269287439735641064435023716005764172268408118954915144373906784914103677371422145115054674584842140537169;
	nodes[64] 	= -0.99970801408019296428380834045678748933791139943120751779230772437306106895164564724126747210691340068323428817134383556001541944;
}
#endif /*(__Gauss_Chebyshev_First_Kind_Nodes_and_Weights_65_hpp__)*/