31 #define Length(wts) (sizeof(wts) / (sizeof(wts[0])))
57 Perm11(.21132486540518711774542560974902127)
75 Perm11(.11270166537925831148207346002176004),
90 Dup11(.17392742256872692868653197461099970),
91 Dup11(.32607257743127307131346802538900030)
95 Perm11(.06943184420297371238802675555359525),
96 Perm11(.33000947820757186759866712044837766)
111 Dup11(.11846344252809454375713202035995868),
112 Dup11(.23931433524968323402064575741781910)
117 Perm11(.04691007703066800360118656085030352),
118 Perm11(.23076534494715845448184278964989560)
131 Dup11(.08566224618958517252014807108636645),
132 Dup11(.18038078652406930378491675691885806),
133 Dup11(.23395696728634552369493517199477550)
136 Perm11(.96623475710157601390615077724699730),
137 Perm11(.83060469323313225683069979750995267),
138 Perm11(.61930959304159845431525086084035597)
151 Dup11(.06474248308443484663530571633954101),
152 Dup11(.13985269574463833395073388571188979),
153 Dup11(.19091502525255947247518488774448757),
154 Dup2(.20897959183673469387755102040816327)
157 Perm11(.97455395617137926226309484202392563),
158 Perm11(.87076559279969721993193238664039420),
159 Perm11(.70292257568869858345330320603848073),
173 Dup11(.05061426814518812957626567715498110),
174 Dup11(.11119051722668723527217799721312044),
175 Dup11(.15685332293894364366898110099330066),
176 Dup11(.18134189168918099148257522463859781)
179 Perm11(.98014492824876811584178043428473650),
180 Perm11(.89833323870681336979577696823791522),
181 Perm11(.76276620495816449290886952459462317),
182 Perm11(.59171732124782490246973807118009199)
195 Dup11(.04063719418078720598594607905526183),
196 Dup11(.09032408034742870202923601562145640),
197 Dup11(.13030534820146773115937143470931642),
198 Dup11(.15617353852000142003431520329222183),
199 Dup2(.16511967750062988158226253464348702)
202 Perm11(.98408011975381304491778810145183644),
203 Perm11(.91801555366331789714971489403486744),
204 Perm11(.80668571635029519865435101967073709),
205 Perm11(.66212671170190446451926900732166830),
219 Dup11(.03333567215434406879678440494666590),
220 Dup11(.07472567457529029657288816982884867),
221 Dup11(.10954318125799102199776746711408160),
222 Dup11(.13463335965499817754561346078473468),
223 Dup11(.14776211235737643508694649732566916)
226 Perm11(.98695326425858586003898200604222603),
227 Perm11(.93253168334449225536604834421174652),
228 Perm11(.83970478414951220311716368255743679),
229 Perm11(.71669769706462359539963297158289208),
230 Perm11(.57443716949081560544241300056485999)
243 Dup11(.02783428355808683324137686022127429),
244 Dup11(.06279018473245231231734714961197005),
245 Dup11(.09314510546386712571304882071582795),
246 Dup11(.11659688229599523995926185242158757),
247 Dup11(.13140227225512333109034443494525460),
248 Dup2(.13646254338895031535724176416817109)
251 Perm11(.98911432907302849640196900056142870),
252 Perm11(.94353129988404764953757888465196363),
253 Perm11(.86507600278702466204670812601557673),
254 Perm11(.75954806460340590796286283472930478),
255 Perm11(.63477157797617248616576599270043076),
315 Dup21(.28114980244097964825351432270207695),
316 Dup21(.05218353089235368507981901063125638)
319 Perm21(.16288285039589191090016180418490635),
320 Perm21(.47791988356756370000000000000000000)
335 Dup21(.22338158967801146569500700843312280),
337 Dup21(.10995174365532186763832632490021053)
341 Perm21(.44594849091596488631832925388305199),
343 Perm21(.09157621350977074345957146340220151)
357 Dup21(.12593918054482715259568394550018133),
359 Dup21(.13239415278850618073764938783315200),
364 Perm21(.10128650732345633880098736191512383),
366 Perm21(.47014206410511508977044120951344760),
386 Dup21(.05084490637020681692093680910686898),
387 Dup21(.11678627572637936602528961138557944),
388 Dup111(.08285107561837357519355345642044245)
391 Perm21(.06308901449150222834033160287081916),
392 Perm21(.24928674517091042129163855310701908),
393 Perm111(.05314504984481694735324967163139815,
394 .31035245103378440541660773395655215)
408 Dup21(0.0102558174092),
410 Dup21(0.1679775595335),
411 Dup21(0.2652238803946)
415 Perm111(0.7839656651012, 0.1738960507345),
421 Dup21(.01353386251566556156682309245259393),
422 Dup21(.07895125443201098137652145029770332),
423 Dup21(.12860792781890607455665553308952344),
424 Dup111(.05612014428337535791666662874675632)
427 Perm21(.02826392415607634022359600691324002),
428 Perm21(.47431132326722257527522522793181654),
429 Perm21(.24114332584984881025414351267036207),
430 Perm111(.76122274802452380000000000000000000,
431 .04627087779880891064092559391702049)
445 Dup3(.14431560767778716825109111048906462),
446 Dup21(.10321737053471825028179155029212903),
447 Dup21(.03245849762319808031092592834178060),
448 Dup21(.09509163426728462479389610438858432),
449 Dup111(.02723031417443499426484469007390892)
452 Perm3(.33333333333333333333333333333333333),
453 Perm21(.17056930775176020662229350149146450),
454 Perm21(.05054722831703097545842355059659895),
455 Perm21(.45929258829272315602881551449416932),
456 Perm111(.26311282963463811342178578628464359,
457 .00839477740995760533721383453929445)
471 Dup21(0.0519871420646),
474 Dup21(0.1032344051380),
475 Dup21(0.1881601469167)
479 Perm111(0.7475124727339, 0.2220631655373),
480 Perm111(0.1369912012649, 0.2182900709714),
495 Dup3(.09713579628279883381924198250728863),
496 Dup21(.03133470022713907053685483128720932),
497 Dup21(.02557767565869803126167879855899982),
498 Dup21(.07782754100477427931673935629940396),
499 Dup21(.07964773892721025303289177426404527),
500 Dup111(.04328353937728937728937728937728938)
503 Perm3(.33333333333333333333333333333333333),
504 Perm21(.48968251919873762778370692483619280),
505 Perm21(.04472951339445270986510658996627636),
506 Perm21(.43708959149293663726993036443535497),
507 Perm21(.18820353561903273024096128046733557),
508 Perm111(.74119859878449802069007987352342383,
509 .22196298916076569567510252769319107)
523 Dup3(.08093742879762288025711312381650193),
524 Dup21(.07729858800296312168250698238034344),
525 Dup21(.07845763861237173136809392083439673),
526 Dup21(.01746916799592948691760716329067815),
527 Dup21(.00429237418483282803048040209013191),
528 Dup111(.03746885821046764297902076548504452),
529 Dup111(.02694935259187995964544947958109671)
532 Perm3(.33333333333333333333333333333333333),
533 Perm21(.42727317884677553809044271751544715),
534 Perm21(.18309922244867502052157438485022004),
535 Perm21(.49043401970113058745397122237684843),
536 Perm21(.01257244555158053273132908502104126),
537 Perm111(.65426866792006614066657009558762790,
538 .30804600168524770000000000000000000),
539 Perm111(.12280457706855927343012981748128116,
540 .03337183373930478624081644177478038)
553 Dup3(.08117796029686715951547596874982357),
554 Dup21(.01232404350690949411847390101623284),
555 Dup21(.06282800974441010728333942816029398),
556 Dup21(.01222037904936452975521221500393789),
557 Dup21(.06770134895281150992098886182322559),
558 Dup21(.04021969362885169042356688960756866),
559 Dup111(.01476227271771610133629306558778206),
560 Dup111(.04072799645829903966033695848161786)
563 Perm3(.33333333333333333333333333333333333),
564 Perm21(.03093835524543078489519501499130475),
565 Perm21(.43649818113412884191761527655997324),
566 Perm21(.49898476370259326628798698383139087),
567 Perm21(.21468819795859433660687581387825086),
568 Perm21(.11368310404211339020529315622836178),
569 Perm111(.82561876616486290435880620030835800,
570 .15974230459185018980086078822500751),
571 Perm111(.64047231013486526767703659081896681,
572 .31178371570959900000000000000000000)
585 Dup21(.00616626105155901723386648378523035),
586 Dup21(.06285822421788510035427051309288255),
587 Dup21(.03479611293070894298932839729499937),
588 Dup21(.04369254453803840213545726255747497),
589 Dup21(.02573106644045533541779092307156443),
590 Dup111(.02235677320230344571183907670231999),
591 Dup111(.01731623110865889237164210081103407),
592 Dup111(.04037155776638092951782869925223677)
595 Perm21(.02131735045321037024685697551572825),
596 Perm21(.27121038501211592234595134039689474),
597 Perm21(.12757614554158592467389632515428357),
598 Perm21(.43972439229446027297973662348436108),
599 Perm21(.48821738977380488256466206525881104),
600 Perm111(.69583608678780342214163552323607254,
601 .28132558098993954824813069297455275),
602 Perm111(.85801403354407263059053661662617818,
603 .11625191590759714124135414784260182),
604 Perm111(.60894323577978780685619243776371007,
605 .27571326968551419397479634607976398)
618 Dup3(.06796003658683164428177442468088488),
619 Dup21(.05560196753045332870725746601046147),
620 Dup21(.05827848511919998140476708351333981),
621 Dup21(.00605233710353917184179280003229082),
622 Dup21(.02399440192889473077371079945095965),
623 Dup111(.03464127614084837046598682851091822),
624 Dup111(.01496540110516566726324585713290344),
625 Dup111(.02417903981159381913744574557306076),
626 Dup111(.00959068100354326272259509016611089)
629 Perm3(.33333333333333333333333333333333333),
630 Perm21(.42694141425980040602081253503137421),
631 Perm21(.22137228629183290065481255470507908),
632 Perm21(.02150968110884318386929131353405208),
633 Perm21(.48907694645253934990068971909020439),
634 Perm111(.62354599555367557081585435318623659,
635 .30844176089211777465847185254124531),
636 Perm111(.86470777029544277530254595089569318,
637 .11092204280346339541286954522167452),
638 Perm111(.74850711589995219517301859578870965,
639 .16359740106785048023388790171095725),
640 Perm111(.72235779312418796526062013230478405,
641 .27251581777342966618005046435408685)
654 Dup3(.05859628522602859412789380634775601),
655 Dup21(.00173515122972526756806186388080941),
656 Dup21(.02616378255861452177782885918197827),
657 Dup21(.00391972924240182909652082757014540),
658 Dup21(.01224735975694086609728698992625048),
659 Dup21(.02819962850325796010736630715156571),
660 Dup21(.05088708718595948529603482754545404),
661 Dup21(.05045343990160359919102089713411889),
662 Dup111(.01706364421223345129002539938494722),
663 Dup111(.00968346642550660040752096309341938),
664 Dup111(.03638575592848500562201132776427165),
665 Dup111(.00696466337351841242539972250424131)
668 Perm3(.33333333333333333333333333333333333),
669 Perm21(.00997976080645843241529352958205243),
670 Perm21(.47997789352118838981055286508838991),
671 Perm21(.15381195917696690000000000000000000),
672 Perm21(.07402347711698781000000000000000000),
673 Perm21(.13035468250333000000000000000000000),
674 Perm21(.23061722602665313429960537009838312),
675 Perm21(.42233208341914782411440871379139388),
676 Perm111(.78623738593466100332962211403309001,
677 .19061636003190090424614328286530343),
678 Perm111(.63055214366060744162240907556881292,
679 .36232313774354714461832673435977294),
680 Perm111(.62657732985630631423351231375342650,
681 .29077120588366741502481681748167319),
682 Perm111(.91420998492962541223996709938504695,
683 .07116571087775076254759245029243364)
696 Dup3(.04403871087843427985301732721493388),
697 Dup21(.04618478718202697994871566760191669),
698 Dup21(.00649890661733271652688280349281019),
699 Dup21(.01799361425265840324466992416715655),
700 Dup21(.04177310503914135411968606056414597),
701 Dup21(.00305954760911646654843016992834484),
702 Dup21(.00201243505255864734409031875654046),
703 Dup21(.01677561093050912232611145688795876),
704 Dup111(.01546074918971427486608803040924742),
705 Dup111(.02849989033954742339273955875330195),
706 Dup111(.03209435048348959564209923573709566),
707 Dup111(.01150858163687071128402324377324186),
708 Dup111(.00461430652896710314358717609185406)
711 Perm3(.33333333333333333333333333333333333),
712 Perm21(.22733221881914287420250436849229406),
713 Perm21(.49716257743188742987380980001602329),
714 Perm21(.47884973534895458333922920014385258),
715 Perm21(.40498603909827199169724464234269204),
716 Perm21(.01593121667174443211342773294126896),
717 Perm21(.16558326242608140000000000000000000),
718 Perm21(.07313360471922872772687381210732441),
719 Perm111(.66526073307221393906236441338569119,
720 .31635283934494723008633813095024529),
721 Perm111(.71252198724254553304884901162338783,
722 .09346075114991753000000000000000047),
723 Perm111(.55964836223539321841224845401923000,
724 .34422901758219320000000000000000160),
725 Perm111(.81047659761907686304683273029057126,
726 .17104724831425795154765033192558481),
727 Perm111(.91607564403173118856460883877832000,
728 .07305599647918648961294908192742498)
741 Dup3(.04802218868037709055183940458051988),
742 Dup21(.01470910030680192710340364286186919),
743 Dup21(.02954458654931925599530972679646409),
744 Dup21(.02612501735108837749859756549171557),
745 Dup21(.00278038735239000697500301613866207),
746 Dup21(.03182177300053664950342729005594961),
747 Dup21(.00864583434950965990117373416984893),
748 Dup111(.01430033290449536514661642536825213),
749 Dup111(.02784977720360082995222987342395349),
750 Dup111(.00704167340663609756237018808928069),
751 Dup111(.01789983825993372860177020907581078),
752 Dup111(.02745820038434976307247003810091720),
753 Dup111(.00729979693943176208411254408777766)
756 Perm3(.33333333333333333333333333333333333),
757 Perm21(.08179498313137387264146559311886101),
758 Perm21(.16530060196977965062676193293355656),
759 Perm21(.46859210534946138669460289729660561),
760 Perm21(.01443881344541668261410895669566020),
761 Perm21(.24178428539178335340689445929320769),
762 Perm21(.49531034298776996406549508687740551),
763 Perm111(.65051340266135229943114468484168666,
764 .33139974453708955658132316818259388),
765 Perm111(.60401128149599703984940410303596702,
766 .30324716274994218504155217807834692),
767 Perm111(.80216825757474166361686194781166705,
768 .18802805952123717344418211429398875),
769 Perm111(.75650560644282839655115407575806082,
770 .18350466852229686368238027743700035),
771 Perm111(.46593843871411818488381073359154639,
772 .35964594879750460000000000000001000),
773 Perm111(.90639484399204150136249966186534000,
774 .07719437129575543228251522505271386)
787 Dup3(.04475687144434462937183647670425513),
788 Dup21(.01736688502674779645049111764776038),
789 Dup21(.03059934807610353272266564726895704),
790 Dup21(.02858770857859978020704009121768920),
791 Dup21(.00664743192975369323231849554546676),
792 Dup21(.00747618940201851182224557347080098),
793 Dup21(.02504998650383874531455895190550778),
794 Dup111(.00147981089211964494480953682750477),
795 Dup111(.00512113624674810606589435040573260),
796 Dup111(.02731735936959280591853168984239567),
797 Dup111(.01400572867590928159786633211401179),
798 Dup111(.00780927569745836009810987323288001),
799 Dup111(.01816572845979167217607207751722372),
800 Dup111(.02744437399245832776208345541478450)
803 Perm3(.33333333333333333333333333333333333),
804 Perm21(.09569850886271093994316257860237634),
805 Perm21(.17013863967877544672324723079568443),
806 Perm21(.41802068586795497622263464239342782),
807 Perm21(.49658148050662495497054035306227918),
808 Perm21(.04166211482880764279207885159834192),
809 Perm21(.46793290572942357826819008536171190),
810 Perm111(.96953119890372205619454058305953242,
811 .02892509162021824607152804771406821),
812 Perm111(.75972438753862412955532719532266120,
813 .23444175526356877454266053091297880),
814 Perm111(.29549931696830150000000000000001000,
815 .49591124666075357542303450004375516),
816 Perm111(.62560638215769702707019209266693705,
817 .35341769454149706762632499077099377),
818 Perm111(.87217444723318479290318300141560742,
819 .11272864181421976861888886768074196),
820 Perm111(.74751231944000604006240678176087530,
821 .19907027879785788131339143981558306),
822 Perm111(.59886879088323805980616769726351095,
823 .30358518307132607653202051204584937)
836 Dup21(.01397786164528602097958400799055493),
837 Dup21(.00055490697921321378506845551525090),
838 Dup21(.02102681381970466902842986851624498),
839 Dup21(.03401821217992769974722652741822109),
840 Dup111(.02791016580477499514184347400781694),
841 Dup111(.01821468612715086612673395662068577),
842 Dup111(.01426702365810979307751982410955666),
843 Dup111(.01423712309067505070431276377415596),
844 Dup111(.01925758385467478779913738368202133),
845 Dup111(.00970513228438064114878227633239023),
846 Dup111(.00762978813433212899578245563385336),
847 Dup111(.01061873913635034479446354367052828),
848 Dup111(.00571066980327583881341421438268949),
849 Dup111(.00432685746087641829452234473283270)
852 Perm21(.07327088646438283157861967148768954),
853 Perm21(.00391774898322823164278407441958060),
854 Perm21(.46759731898871106165151299662296245),
855 Perm21(.41791621096741131201212681051399350),
856 Perm111(.16538169336028948005449026923917662,
857 .56369670566087075380514589393807372),
858 Perm111(.28750089440578398999619391313966060,
859 .28604232613920474912095810748030295),
860 Perm111(.12588931431982479601706483994903803,
861 .69604321864246119579257486028195390),
862 Perm111(.06322191594650261449357508011699804,
863 .76054555188768243261459476379786871),
864 Perm111(.07891022745402051775207221037548892,
865 .59201963127175856332262057540222541),
866 Perm111(.03805805350678571432611899159626213,
867 .68368125963599985248012408745381310),
868 Perm111(.01429035213045402564992411031307492,
869 .85170403713705581502852165344276639),
870 Perm111(.01296727234325317231234163433009032,
871 .57473249288814902889945093868968971),
872 Perm111(.00764859482084089933079262881822729,
873 .73551044083072929870313522448164061),
874 Perm111(.01271046057225546793114249181358220,
875 .93934508764373178870740420268282255)
892 Dup3(.03290633138891865208361434484647497),
893 Dup21(.01033073189127205336703996357174833),
894 Dup21(.02238724726301639252918455603516271),
895 Dup21(.03026612586946807086528019098259122),
896 Dup21(.03049096780219778100003158657852042),
897 Dup21(.02415921274164090491184803098664001),
898 Dup21(.01605080358680087529162277027642948),
899 Dup21(.00808458026178406048180567324219442),
900 Dup21(.00207936202748478075134750167439841),
901 Dup111(.00388487690498138975670499199277266),
902 Dup111(.02557416061202190389292970195260027),
903 Dup111(.00888090357333805774552592470351753),
904 Dup111(.01612454676173139121978526932783766),
905 Dup111(.00249194181749067544058464757594956),
906 Dup111(.01824284011895057837766571320973615),
907 Dup111(.01025856373619852130804807004235813),
908 Dup111(.00379992885530191397907315371363970)
911 Perm3(.33333333333333333333333333333333333),
912 Perm21(.48960998707300633196613106574829817),
913 Perm21(.45453689269789266204675939053572830),
914 Perm21(.40141668064943118739399562381068860),
915 Perm21(.25555165440309761132218176810926787),
916 Perm21(.17707794215212955164267520651590115),
917 Perm21(.11006105322795186130008495167737397),
918 Perm21(.05552862425183967124867841247135571),
919 Perm21(.01262186377722866849023476677870599),
920 Perm111(.60063379479464500000000000000000000,
921 .39575478735694286230479469406582787),
922 Perm111(.13446675453077978561204319893264695,
923 .55760326158878396836395324250118097),
924 Perm111(.72098702581736505521665290233827892,
925 .26456694840652020804030173490121494),
926 Perm111(.59452706895587092461388928802650670,
927 .35853935220595058842492699064590088),
928 Perm111(.83933147368083857861749007714840520,
929 .15780740596859474473767360335950651),
930 Perm111(.22386142409791569130336938950653642,
931 .70108797892617336732328833655951158),
932 Perm111(.82293132406985663162747155916053316,
933 .14242160111338343731557475687723745),
934 Perm111(.92434425262078402945585913790156314,
935 .06549462808293770339232652498592557)
948 Dup3(.01253760799449665657358563677239480),
949 Dup21(.02747186987642421374845354960735985),
950 Dup21(.00976527227705142304136469142942368),
951 Dup21(.00139841953539182352392336315978673),
952 Dup21(.00929210262518518263042820340303303),
953 Dup21(.01657787603236692532602362503518398),
954 Dup111(.02066776234866507696142197001297288),
955 Dup111(.02082223552115450730687855619932975),
956 Dup111(.00956863841984906068887584504583203),
957 Dup111(.02445277096897246388564392070240889),
958 Dup111(.00315573063063053400382640032072957),
959 Dup111(.01213679636532129693701330908075738),
960 Dup111(.01496648014388644903652491185157070),
961 Dup111(.00632759332177773956932403275043979),
962 Dup111(.00134256031206369588497985129814333),
963 Dup111(.00277607691634755406772935615580153),
964 Dup111(.01073984447418494155517344744795167),
965 Dup111(.00536780573818745320524741002126972)
968 Perm3(.33333333333333333333333333333333333),
969 Perm21(.21587430593299197319025454384018276),
970 Perm21(.07537676652974727809728543094591628),
971 Perm21(.01030082813722179211368621600969694),
972 Perm21(.49360221129870016551192083214505357),
973 Perm21(.46155093810692529674104871029151803),
974 Perm111(.32862140642423699330349746095091325,
975 .42934057025821037521395880046639840),
976 Perm111(.26048036178656875641959301708115346,
977 .10157753428096944616875500619617966),
978 Perm111(.13707423584645530000000000000000000,
979 .71006597300113015998790407454640790),
980 Perm111(.14672694587229978430416098848745303,
981 .49854547767841484938962269670761193),
982 Perm111(.02699897774255329000000000000000000,
983 .04918672267258200161970371257758717),
984 Perm111(.06187178593361702684171247001223384,
985 .77966014654056939536035061907681080),
986 Perm111(.04772436742762199620835268010429344,
987 .37049153914954763692014962025673877),
988 Perm111(.12060051518636437996723378704007933,
989 .86334694875475264849798799609252174),
990 Perm111(.00269714779670978767164891450128273,
991 .05619493818774550298789230198658868),
992 Perm111(.00301563327794236265727625982347101,
993 .20867500674842135095759446306135771),
994 Perm111(.02990537578845701880692877386433865,
995 .72115124091203409102810415020509411),
996 Perm111(.00675665422246098853994581751922784,
997 .64005544194054188990405366827216467)
1010 Dup3(.02756225695287648096690704482451431),
1011 Dup21(.02206021541348850119135073403311636),
1012 Dup21(.02346001593867148849301344495230002),
1013 Dup21(.00032688959504719054621455750154654),
1014 Dup21(.00326531946293996823433530409586668),
1015 Dup21(.01175646291541279770430796921338205),
1016 Dup21(.01178076841991151684555757909867614),
1017 Dup111(.00226881081880114080533570433430431),
1018 Dup111(.00259601096443632006067378366548822),
1019 Dup111(.00463452978587186021234789056159687),
1020 Dup111(.00479433605454885793485744871991192),
1021 Dup111(.00571247883672361156725063834296336),
1022 Dup111(.00586582760432212163695579870000227),
1023 Dup111(.00941376305909158758981826852034708),
1024 Dup111(.01341494379665642491002202661089309),
1025 Dup111(.01571691809208324594350000113784617),
1026 Dup111(.01686368301443690459165096388619991),
1027 Dup111(.02139002708532009837783229808035898),
1028 Dup111(.02307679218949268136788087552189154)
1031 Perm3(.33333333333333333333333333333333333),
1032 Perm21(.20093527706508527987296185156416367),
1033 Perm21(.43765916596192717973183384418805413),
1034 Perm21(.00343395649059617685095991220960492),
1035 Perm21(.04664348477530675349517624043214192),
1036 Perm21(.38642225176307149094035202416772642),
1037 Perm21(.09543547110853091010857168104147605),
1038 Perm111(.95551380335045636050131472514677118,
1039 .03571862787316335823804160897543867),
1040 Perm111(.88663881342886822612490057469143760,
1041 .10814322491564621152738861104631270),
1042 Perm111(.78426284588043415429664399039819537,
1043 .20746444959987645682438042951572740),
1044 Perm111(.88292395505020003271134898731688967,
1045 .08568470872031694000000000000001000),
1046 Perm111(.66899196444107724049132248320989459,
1047 .32149400301428881688168321268348603),
1048 Perm111(.55207212103556096415716096525277878,
1049 .43794221879334138355236807696291701),
1050 Perm111(.79759296559656856762931422329572582,
1051 .16191645306357785675100677020385905),
1052 Perm111(.67751471511977148463499116634413256,
1053 .27450476740199490385900297290733317),
1054 Perm111(.54299741558909160533113611683919342,
1055 .40533599807500692794989089537632556),
1056 Perm111(.70545990556996856165885634154060172,
1057 .18773768065643534277281674394512005),
1058 Perm111(.57480057306650846221598245054985001,
1059 .30569683476605516651279255664984316),
1060 Perm111(.47177880850461481660397704013492420,
1061 .31214446687089088167080460581557645)
1096 Perm31(.13819660112501051517954131656343619)
1120 Dup31(.13852796651186214232361769837564129),
1122 Dup31(.11147203348813785767638230162435871)
1126 Perm31(.32805469671142664733580581998119743),
1128 Perm31(.10695227393293068277170204157061650)
1150 Perm22(0.1005964238332008)
1163 Dup31(.07349304311636194934358694586367885),
1164 Dup31(.11268792571801585036501492847638892),
1165 Dup22(.04254602077708146686093208377328816)
1168 Perm31(.09273525031089122628655892066032137),
1169 Perm31(.31088591926330060975814749494040332),
1170 Perm22(.04550370412564965000000000000000000)
1188 Dup31(.07193708377901862),
1190 Dup31(.06906820722627239),
1196 Perm31(.09197107805272303),
1198 Perm31(.31979362782962991),
1200 Perm22(.05635083268962916)
1213 Dup31(.11268792571801585079918565233328633),
1214 Dup31(.07349304311636194954371020548632750),
1215 Dup22(.04254602077708146643806942812025744)
1219 Perm31(.31088591926330060979734573376345783),
1220 Perm31(.09273525031089122640232391373703061),
1221 Perm22(.04550370412564964949188052627933943)
1235 Dup31(.03992275025816749209969062755747998),
1236 Dup31(.01007721105532064294801323744593686),
1237 Dup31(.05535718154365472209515327785372602),
1241 Perm31(.21460287125915202928883921938628499),
1242 Perm31(.04067395853461135311557944895641006),
1243 Perm31(.32233789014227551034399447076249213),
1245 Perm211(.06366100187501752529923552760572698,
1246 .60300566479164914136743113906093969)
1259 Dup4(.09548528946413084886057843611722638),
1260 Dup31(.04232958120996702907628617079854674),
1261 Dup22(.03189692783285757993427482408294246),
1262 Dup211(.03720713072833462136961556119148112),
1263 Dup211(.00811077082990334156610343349109654)
1267 Perm31(.31570114977820279942342999959331149),
1268 Perm22(.05048982259839636876305382298656247),
1269 Perm211(.18883383102600104773643110385458576,
1270 .57517163758700002348324157702230752),
1271 Perm211(.02126547254148324598883610149981994,
1272 .81083024109854856111810537984823239)
1285 Dup31(.00639714777990232132145142033517302),
1286 Dup31(.04019044802096617248816115847981783),
1287 Dup31(.02430797550477032117486910877192260),
1288 Dup31(.05485889241369744046692412399039144),
1289 Dup22(.03571961223409918246495096899661762),
1290 Dup211(.00718319069785253940945110521980376),
1291 Dup211(.01637218194531911754093813975611913)
1294 Perm31(.03967542307038990126507132953938949),
1295 Perm31(.31448780069809631378416056269714830),
1296 Perm31(.10198669306270330000000000000000000),
1297 Perm31(.18420369694919151227594641734890918),
1298 Perm22(.06343628775453989240514123870189827),
1299 Perm211(.02169016206772800480266248262493018,
1300 .71993192203946593588943495335273478),
1301 Perm211(.20448008063679571424133557487274534,
1302 .58057719012880922417539817139062041)
1315 Dup4(.05642669317950620658871504327612541),
1316 Dup31(.00334109507471348040299974430471765),
1317 Dup31(.03011375476877376390731423843157491),
1318 Dup31(.00649096092006153463576211689456861),
1319 Dup211(.00980928586825458643196874259255500),
1320 Dup211(.02811915382336547255163261742529262),
1321 Dup211(.00789458690833150076834149200960885),
1322 Dup211(.01949281204723999671697219448924602)
1326 Perm31(.03402217700104486646540370887876764),
1327 Perm31(.32277033353380052539137668325496398),
1328 Perm31(.06045707742577493000000000000000000),
1329 Perm211(.45536299094720821180030815044164301,
1330 .00568317736533017990610016014574474),
1331 Perm211(.11950225539382580097797370469611438,
1332 .46311683247848994097622449365772955),
1333 Perm211(.02802195578340115815505750665412373,
1334 .72520607683986748873856595428480993),
1335 Perm211(.17483303201157461578532464597224522,
1336 .61668257178125640457068309097954073)
1349 Dup4(.04739977355602073838473882117805110),
1350 Dup31(.02693705999226869980276416100488208),
1351 Dup31(.00986915971679338323455773543017308),
1352 Dup211(.00036194434433925362423987838480851),
1353 Dup211(.01013587167975579278851647011501678),
1354 Dup211(.01139388122019523162362093488071434),
1355 Dup211(.00657614727703590416745574020045070),
1356 Dup211(.02573973198045607127903601225965471),
1357 Dup211(.01290703579886199063929543024949899)
1361 Perm31(.31225006869518864772980831868682746),
1362 Perm31(.11430965385734615058737119765365045),
1363 Perm211(.00613800882479074784759371324841535,
1364 .94298876734520486619763058691825076),
1365 Perm211(.03277946821644267077472102033232419,
1366 .34018479408710763278898792494967132),
1367 Perm211(.41043073921896549428789784425151169,
1368 .16548602561961105160449012444452641),
1369 Perm211(.03248528156482304783551493997842620,
1370 .13385215221200951309782843596456662),
1371 Perm211(.12105018114558942599389500159505053,
1372 .47719037990428035054410640829690722),
1373 Perm211(.17497934218393902428494922652831040,
1374 .62807184547536601069327607221790967)
1387 Dup4(.03943210802865886350733033449120443),
1388 Dup31(.01566212622727911315008856276876506),
1389 Dup31(.00333217237490140814440923615401491),
1390 Dup31(.01402607740748974743749136099769235),
1391 Dup211(.00108590752933246630682209837723547),
1392 Dup211(.02023596043066317891111657316540838),
1393 Dup211(.01179021487212586353684938046770181),
1394 Dup211(.00769031498252129590113157802073890),
1395 Dup211(.00443730570345920390473072602143959),
1396 Dup211(.01142954846718404041077055259859402),
1397 Dup1111(.00618564017121781141281925508389534)
1401 Perm31(.12149136777653379449770230990807224),
1402 Perm31(.03231625915107289635395445208958103),
1403 Perm31(.32492614978860679781284190241442197),
1404 Perm211(.00414835697166001200000000000001000,
1405 .59826599679018635020545384277617780),
1406 Perm211(.22462461067637714141447515116498644,
1407 .47366228783234957140836966920205236),
1408 Perm211(.05190508777256569674422721644265892,
1409 .56314477790827989873710197630305713),
1410 Perm211(.13493013121624020422375917234299303,
1411 .70835883078581895385699500512712996),
1412 Perm211(.02519119210825247292005118506530550,
1413 .78371950734007737543057403429990901),
1414 Perm211(.36531877978173361396933198009886720,
1415 .13460390831686580000000000000001000),
1416 Perm1111(.52290753950993847296521692758602923,
1417 .14075363054369590184253913949127849,
1418 .00976243819645261550829228038997777)
1431 Dup31(.01276763770097074150203778596512505),
1432 Dup31(.01612110423790926821858154489575762),
1433 Dup31(.00037161269857844220004255818986081),
1434 Dup31(.01971744178668545763955330903818868),
1435 Dup31(.00257139093086271836218234759448548),
1436 Dup22(.00381724787051057590575318412783326),
1437 Dup22(.01208722707766311317860318419314605),
1438 Dup211(.00310586115843473343431688149929620),
1439 Dup211(.00545953133647103066912742126769441),
1440 Dup211(.00214289974849699750666852093655947),
1441 Dup211(.00552467146725782962244930098165075),
1442 Dup211(.00853695669449918042985177836672201),
1443 Dup1111(.01151017784832330697333644123403294),
1444 Dup1111(.00520387865288561360396792421252454)
1447 Perm31(.11529974435148014530455720738915911),
1448 Perm31(.20233628224059090000000000000001000),
1449 Perm31(.01171759795761995151247906754831398),
1450 Perm31(.31330644136780106727760279964458934),
1451 Perm31(.25000573011558370000000000000001000),
1452 Perm22(.02099547435075800669020182527059018),
1453 Perm22(.15177401824745010000000000000001000),
1454 Perm211(.02441977874343536478314000904761661,
1455 .84832928469787285064520886743481574),
1456 Perm211(.25620709853201830896382010708562210,
1457 .48248737387384884780289289672973542),
1458 Perm211(.01679032097960299061471796028857942,
1459 .69477194236575592695949850988417719),
1460 Perm211(.12616082113987204239970703846895919,
1461 .72541048930294811897485950521263380),
1462 Perm211(.43143517452637984721670695066371957,
1463 .11272193989285241520959977211007542),
1464 Perm1111(.50167006246250569747515507168476130,
1465 .27247180286952239178351046753060445,
1466 .07207432880729891465015948456335820),
1467 Perm1111(.26164485453781874566945505006396799,
1468 .08629229194706173191742351944352488,
1469 .02056541065587613830062489762710900)
1482 Dup4(.01501368777308314675062970631615983),
1483 Dup31(.01822520928017342532379068941490097),
1484 Dup31(.00700610921774146424038518693926311),
1485 Dup22(.01642354974394954829540573107905531),
1486 Dup22(.00512061009636059707262596949702171),
1487 Dup22(.01119669865290491634382032086351956),
1488 Dup211(.01561914973337995400953811302431969),
1489 Dup211(.00248442301331647441904056776338473),
1490 Dup211(.00163859853481823893844525309440751),
1491 Dup211(.00590303044012492197171914655535865),
1492 Dup211(.01102208245821805240445097989201525),
1493 Dup211(.00040645183996417822585155512755848),
1494 Dup1111(.00268796997296854209745781926651729),
1495 Dup1111(.00197950480552671190531894675510740),
1496 Dup1111(.00544631918142579120943187040108667)
1500 Perm31(.15521609351908950314115784335704739),
1501 Perm31(.33012266333967360024433192595196779),
1502 Perm22(.16680640389386249928937782601144234),
1503 Perm22(.02492378854777361779701400374860089),
1504 Perm22(.09719762991575100143072243716240818),
1505 Perm211(.24785929015736256692746910620827934,
1506 .43365324235685144718726061434767377),
1507 Perm211(.02223159608186700290879521860892929,
1508 .83690032040373400514509486595698594),
1509 Perm211(.10727869331305341049150459639584801,
1510 .77498030597500180756587877274179289),
1511 Perm211(.19817684388398981142331840582142759,
1512 .58756930578220530259172017903595920),
1513 Perm211(.06917924347737931647732534347465502,
1514 .60420006666006644707935264871115302),
1515 Perm211(.02311471947193316000000000000001000,
1516 .93087579279244424864920228882888307),
1517 Perm1111(.11788928751019608922290117470644250,
1518 .11651536422540720000000000000001000,
1519 .04202400112551542095676634303719997),
1520 Perm1111(.67703279860228426355032221326746594,
1521 .04616537602461971083458041122176081,
1522 .00084434031890503975729899692135905),
1523 Perm1111(.48489008867363312201080094154790828,
1524 .35888294295520201572423646909421086,
1525 .13818283491762872996955080907912355)
1538 Dup31(.00406511366527076704362088368356360),
1539 Dup31(.00221453853344557814375995695000715),
1540 Dup31(.00581343826788845054953733388214554),
1541 Dup31(.01962554338583572159756233339617148),
1542 Dup31(.00038757379059082143645387212483937),
1543 Dup211(.01164297197217703698552134010055516),
1544 Dup211(.00528904298828171313177368830528561),
1545 Dup211(.00183108541636005593766978234880692),
1546 Dup211(.00824964737721464520674496691736603),
1547 Dup1111(.00300992453470824513768887482089866),
1548 Dup1111(.00080471656173675346362618087603116),
1549 Dup1111(.00298504125884930711876556928839215),
1550 Dup1111(.00568960024187607669633614778119730),
1551 Dup1111(.00415908658785457156700139801826135),
1552 Dup1111(.00072823892045727243561364297456536),
1553 Dup1111(.00543265007699582482162423406519264)
1556 Perm31(.32725336252384856390930966926852893),
1557 Perm31(.04476130446668508088379420964788419),
1558 Perm31(.08614033110243635365372087402988575),
1559 Perm31(.20876264250043229682653570839761758),
1560 Perm31(.01410497380292096006358791521029282),
1561 Perm211(.10216532418077681234766925269825839,
1562 .57394636759433382028140028934601068),
1563 Perm211(.40757005166001071572132956513017833,
1564 .09222787013902013000000000000000000),
1565 Perm211(.01566400074028035855575867095780840,
1566 .70128109595894403271399676732084261),
1567 Perm211(.22549635625250290537807241542011034,
1568 .47690639744208871158605833541070112),
1569 Perm1111(.39059842812814580000000000000000000,
1570 .20135905441239221681230773272350923,
1571 .01611228807103002985780269315483708),
1572 Perm1111(.10613506799890214555561390298480794,
1573 .03273581868172692849440040779126601,
1574 .00359790765372716669079715233859245),
1575 Perm1111(.56363837316977438968968166306485017,
1576 .23029207223006574545025268741356515,
1577 .19071993417435518627124877906378985),
1578 Perm1111(.36762550953258608440922067759911669,
1579 .20788513802300449507171021252507348,
1580 .33121048851934490000000000000000000),
1581 Perm1111(.71923236898172952950234018407969909,
1582 .17632791180193297621579930336369727,
1583 .02076023625713100907549734406116442),
1584 Perm1111(.52782499521529872984092400758172763,
1585 .43728908922034181655262387608419181,
1586 .00922016518566419494631775549492202),
1587 Perm1111(.54836745449481907289949105056077457,
1588 .34478155061716412287036718709203314,
1589 .08672172833222153946294387400858277)
static FLOAT QUAD_3D_P3_pts[Length(QUAD_3D_P3_wts) *4]
static FLOAT QUAD_3D_P12_wts[]
static FLOAT QUAD_2D_P3_pts[Length(QUAD_2D_P3_wts) *3]
static FLOAT QUAD_1D_P15_pts[Length(QUAD_1D_P15_wts) *2]
static FLOAT QUAD_2D_P12_wts[]
static FLOAT QUAD_2D_P5_pts[Length(QUAD_2D_P5_wts) *3]
static FLOAT QUAD_2D_P16_pts[Length(QUAD_2D_P16_wts) *3]
static FLOAT QUAD_3D_P1_wts[]
static FLOAT QUAD_2D_P17_pts[Length(QUAD_2D_P17_wts) *3]
static FLOAT QUAD_3D_P8_pts[Length(QUAD_3D_P8_wts) *4]
static FLOAT QUAD_1D_P13_pts[Length(QUAD_1D_P13_wts) *2]
static FLOAT QUAD_2D_P13_wts[]
static FLOAT QUAD_2D_P13_pts[Length(QUAD_2D_P13_wts) *3]
static FLOAT QUAD_2D_P10_pts[Length(QUAD_2D_P10_wts) *3]
static FLOAT QUAD_1D_P5_pts[Length(QUAD_1D_P5_wts) *2]
static FLOAT QUAD_1D_P5_wts[]
static FLOAT QUAD_1D_P11_wts[]
static FLOAT QUAD_2D_P9_pts[Length(QUAD_2D_P9_wts) *3]
static FLOAT QUAD_2D_P4_pts[Length(QUAD_2D_P4_wts) *3]
static FLOAT QUAD_1D_P17_pts[Length(QUAD_1D_P17_wts) *2]
static FLOAT QUAD_1D_P9_wts[]
static FLOAT QUAD_1D_P3_wts[]
static FLOAT QUAD_1D_P19_wts[]
static FLOAT QUAD_1D_P11_pts[Length(QUAD_1D_P11_wts) *2]
static FLOAT QUAD_2D_P20_wts[]
static FLOAT QUAD_2D_P10_wts[]
static FLOAT QUAD_3D_P8_wts[]
static FLOAT QUAD_2D_P20_pts[Length(QUAD_2D_P20_wts) *3]
static FLOAT QUAD_3D_P14_wts[]
static FLOAT QUAD_1D_P7_wts[]
static FLOAT QUAD_3D_P1_pts[Length(QUAD_3D_P1_wts) *4]
static FLOAT QUAD_3D_P7_wts[]
static FLOAT QUAD_2D_P19_wts[]
static FLOAT QUAD_2D_P1_pts[Length(QUAD_2D_P1_wts) *3]
static FLOAT QUAD_1D_P3_pts[Length(QUAD_1D_P3_wts) *2]
static FLOAT QUAD_2D_P18_wts[]
static FLOAT QUAD_3D_P6_wts[]
static FLOAT QUAD_2D_P6_wts[]
static FLOAT QUAD_3D_P3_wts[]
static FLOAT QUAD_2D_P8_wts[]
static FLOAT QUAD_3D_P10_pts[Length(QUAD_3D_P10_wts) *4]
static FLOAT QUAD_3D_P13_wts[]
static FLOAT QUAD_3D_P4_wts[]
static FLOAT QUAD_3D_P14_pts[Length(QUAD_3D_P14_wts) *4]
static FLOAT QUAD_3D_P4_pts[Length(QUAD_3D_P4_wts) *4]
static FLOAT QUAD_2D_P11_pts[Length(QUAD_2D_P11_wts) *3]
static FLOAT QUAD_2D_P14_wts[]
static FLOAT QUAD_2D_P9_wts[]
static FLOAT QUAD_2D_P21_wts[]
static FLOAT QUAD_3D_P9_wts[]
static FLOAT QUAD_3D_P11_wts[]
static FLOAT QUAD_2D_P11_wts[]
static FLOAT QUAD_1D_P15_wts[]
static FLOAT QUAD_1D_P7_pts[Length(QUAD_1D_P7_wts) *2]
static FLOAT QUAD_2D_P3_wts[]
static FLOAT QUAD_1D_P13_wts[]
static FLOAT QUAD_2D_P7_wts[]
static FLOAT QUAD_2D_P12_pts[Length(QUAD_2D_P12_wts) *3]
static FLOAT QUAD_1D_P21_wts[]
static FLOAT QUAD_2D_P19_pts[Length(QUAD_2D_P19_wts) *3]
static FLOAT QUAD_3D_P2_wts[]
static FLOAT QUAD_3D_P2_pts[Length(QUAD_3D_P2_wts) *4]
static FLOAT QUAD_1D_P19_pts[Length(QUAD_1D_P19_wts) *2]
static FLOAT QUAD_3D_P5_pts[Length(QUAD_3D_P5_wts) *4]
static FLOAT QUAD_1D_P21_pts[Length(QUAD_1D_P21_wts) *2]
static FLOAT QUAD_2D_P4_wts[]
static FLOAT QUAD_2D_P14_pts[Length(QUAD_2D_P14_wts) *3]
static FLOAT QUAD_3D_P9_pts[Length(QUAD_3D_P9_wts) *4]
static FLOAT QUAD_2D_P21_pts[Length(QUAD_2D_P21_wts) *3]
static FLOAT QUAD_2D_P16_wts[]
static FLOAT QUAD_2D_P15_wts[]
static FLOAT QUAD_2D_P17_wts[]
static FLOAT QUAD_1D_P1_wts[]
static FLOAT QUAD_3D_P13_pts[Length(QUAD_3D_P13_wts) *4]
static FLOAT QUAD_2D_P2_pts[Length(QUAD_2D_P2_wts) *3]
static FLOAT QUAD_2D_P7_pts[Length(QUAD_2D_P7_wts) *3]
static FLOAT QUAD_3D_P10_wts[]
static FLOAT QUAD_2D_P18_pts[Length(QUAD_2D_P18_wts) *3]
static FLOAT QUAD_2D_P1_wts[]
static FLOAT QUAD_3D_P11_pts[Length(QUAD_3D_P11_wts) *4]
static FLOAT QUAD_1D_P9_pts[Length(QUAD_1D_P9_wts) *2]
static FLOAT QUAD_2D_P5_wts[]
static FLOAT QUAD_2D_P15_pts[Length(QUAD_2D_P15_wts) *3]
static FLOAT QUAD_2D_P2_wts[]
static FLOAT QUAD_3D_P5_wts[]
static FLOAT QUAD_3D_P7_pts[Length(QUAD_3D_P7_wts) *4]
static FLOAT QUAD_1D_P1_pts[Length(QUAD_1D_P1_wts) *2]
static FLOAT QUAD_2D_P6_pts[Length(QUAD_2D_P6_wts) *3]
static FLOAT QUAD_2D_P8_pts[Length(QUAD_2D_P8_wts) *3]
static FLOAT QUAD_3D_P6_pts[Length(QUAD_3D_P6_wts) *4]
static FLOAT QUAD_3D_P12_pts[Length(QUAD_3D_P12_wts) *4]
static FLOAT QUAD_1D_P17_wts[]
#define Perm1111(a, b, c)