c[1] = 0 c[2] = 1/25 c[3] = 48/335-32/1675*6^(1/2) c[4] = 72/335-48/1675*6^(1/2) c[5] = 72/125 c[6] = 48/125-8/125*6^(1/2) c[7] = 48/125+8/125*6^(1/2) c[8] = 16/25 c[9] = 12/25 c[10] = 3377/50000 c[11] = 1/4 c[12] = 57617028499878/85094827871699 c[13] = 1623/2000 c[14] = 453/500 c[15] = 1 c[16] = 1 a[2,1] = 1/25 a[3,1] = -15792/112225+5536/112225*6^(1/2) a[3,2] = 31872/112225-1536/22445*6^(1/2) a[4,1] = 18/335-12/1675*6^(1/2) a[4,2] = 0 a[4,3] = 54/335-36/1675*6^(1/2) a[5,1] = 4014/3125+252/625*6^(1/2) a[5,2] = 0 a[5,3] = -14742/3125-972/625*6^(1/2) a[5,4] = 12528/3125+144/125*6^(1/2) a[6,1] = 1232/16875-152/16875*6^(1/2) a[6,2] = 0 a[6,3] = 0 a[6,4] = 29684/106875-13372/320625*6^(1/2) a[6,5] = -284/21375*6^(1/2)+2132/64125 a[7,1] = 2032/16875+152/16875*6^(1/2) a[7,2] = 0 a[7,3] = 0 a[7,4] = -33652/294975*6^(1/2)-7348/98325 a[7,5] = -716/21375*6^(1/2)+10132/64125 a[7,6] = 2592/14375+2912/14375*6^(1/2) a[8,1] = 16/225 a[8,2] = 0 a[8,3] = 0 a[8,4] = 0 a[8,5] = 0 a[8,6] = 4/225*6^(1/2)+64/225 a[8,7] = -4/225*6^(1/2)+64/225 a[9,1] = 57/800 a[9,2] = 0 a[9,3] = 0 a[9,4] = 0 a[9,5] = 0 a[9,6] = 177/800+69/1600*6^(1/2) a[9,7] = 177/800-69/1600*6^(1/2) a[9,8] = -27/800 a[10,1] = 2844530829046074022657/58982400000000000000000 a[10,2] = 0 a[10,3] = 0 a[10,4] = 0 a[10,5] = 0 a[10,6] = -1598864762333658025459/117964800000000000000000*6^(1/2)+4287156859652598464203/58982400000000000000000 a[10,7] = 1598864762333658025459/117964800000000000000000*6^(1/2)+4287156859652598464203/58982400000000000000000 a[10,8] = -141033886218604337343/6553600000000000000000 a[10,9] = -21409264848554971927/204800000000000000000 a[11,1] = -72189389771/9959178240000-459663572789/59755069440000*6^(1/2) a[11,2] = 0 a[11,3] = 0 a[11,4] = 0 a[11,5] = 0 a[11,6] = 1/30 a[11,7] = -14201240926266911/557169364500480000-31790792357660029/557169364500480000*6^(1/2) a[11,8] = 459663572789/56275107840000*6^(1/2)+22414436941/1563197440000 a[11,9] = 459663572789/11403694080000*6^(1/2)+154180604903/2534154240000 a[11,10] = 18386542911560000000/1129832575916216250771*6^(1/2) +21871487332435000000/125536952879579583419 a[12,1] = -1781445713533930801834962671586148218779826119146663957529377454053914\ 08707734804982447062502773/ 1247718010112994054746145516410425353598134947600568397156373491324203879120405304413829778240000+352591194575569317115651180991223097026568880384478484650944931412648046608828531034562538513357/ 8110167065734461355849945856667764798387877159403694581516427693607325214282634478689893558560000\ *6^(1/2) a[12,2] = 0 a[12,3] = 0 a[12,4] = 0 a[12,5] = 0 a[12,6] =-391150225456457796885858319889751408825022451618311227032014355910365202109457518\ 50583137867/ 38425428798268102367071108589483043166777031255688218331140907046999467997785653437677908480\ -490826700396287454540598331961129757400186839154291202145347161815801053957874498846640625/ 15370171519307240946828443435793217266710812502275287332456362818799787199114261375071163392*6^(1/2) a[12,7] = 64321004153532893292395583495936027027793078033448503026510575079656743\ 9186095378077346484617022694073/ 1814903407134118101527330524719997209072721513421672786517822272756721738310655354\ 625038802858212480000*6^(1/2)\ -622064296680932516193525865473060264652463486635595667447855699920023546211607797\ 417635623004817316459/907451703567059050763665262359998604536360756710836393258911\ 136378360869155327677312519401429106240000 a[12,8] = 12039435467283852946442681868547691065960331569897374599708360175926844\ 37096940490927391123081521/ 6546732431504927940789740125933173479539636700187880198168132038132534360122730704444373657280000\ -151110511960958278763850506139095613011386663021919350564690684891134877118069370443383945077153/ 3273366215752463970394870062966586739769818350093940099084066019066267180061365352222186828640000\ *6^(1/2) a[12,9] = 63681466156701378449525903160928961790100434377497936201427140303316098275608362465676059840449/ 119057634931893490852780569777780769114850167606078444507680127107913165342297705956314829715000\ -352591194575569317115651180991223097026568880384478484650944931412648046608828531034562538513357/ 1547749254114615381086147407111149998493052178879019778599841652402871149449870177432092786295000\ *6^(1/2) a[12,10] = -247579462796834043926692669258294252357855908695112663965189218125635\ 38267024485653444025561440747520000000/ 2691858953362624500593301009089717640139299085181901386349186220450263601257336605\ 63690494055892465375982561*6^(1/2)+ 1027893404876323970566863593065627643827980253781207669195240625566060297608283559\ 8179622579836784640000000/ 2070660733355865000456385391607475107799460834755308758730143246500202770197951235\ 1053114927376343490460197 a[12,11] = 1963500009650946638084395645582909493284711388363243988292674544480982\ 2658280742880787456/ 15009933124323477487137151792766813737022277834253210285601916815234167186635020874092933 a[13,1] = -25488511950948766602163761842966272037005387677568247/ 25343364340644945281003771622773961523200000000000000+ 2525608241949563386308964624438617443527/ 12416017897756354830807859200000000000000*6^(1/2) a[13,2] = 0 a[13,3] = 0 a[13,4] = 0 a[13,5] = 0 a[13,6] = -2617546081675469247418718340204655213/ 431392587109884206933606400000000000-552470350996365859393640759989/ 2400793528263703412500070400000*6^(1/2) a[13,7] = -45969294618407232267578352626581642155421231201/ 10187731154133781589406192186163200000000000000+ 1540493536582818303738906021531546510663696889/ 885889665576850572991842798796800000000000000*6^(1/2) a[13,8] = 203013873418014401588800777489550153682185921397719/ 6003783517480134311881093736968119910400000000000000-3968812951635028178485515838403541696971/ 18374628007211630439078297600000000000000*6^(1/2) a[13,9] = 57340072791914637839492204156400815228449519011392389/ 19744238839693126186283635091213610188800000000000000\ -677602211254760908521917338264019314117/635714271434389910412902400000000000000*6^(1/2) a[13,10] = 24100788715039192225758197856261740786803059875758180717/ 9662717001210818114953908042643919942065136939286292000\ -8800028717594297513271653743688562521/20449362746897197076153911415852248500*6^(1/2) a[13,11] = 124358916033523439225154730110040589545064737/ 19935912449945669485002510178704400000000000 a[13,12] = 5947161392974866744750823561035920298863307396853579452232239853871721\ 61751824241784555387316314439/8180198471196783596317257691012383133865852087437955\ 96694052943582031156000597320370585600000000000 a[14,1] = 184592679361470753674594239208189459317466722387929369596771/ 127891217091830656233364014205731655064571321600000000000000\ -293880952873230803935166416296767553377/866938749696854853908947200000000000000 *6^(1/2) a[14,2] = 0 a[14,3] = 0 a[14,4] = 0 a[14,5] = 0 a[14,6] = 5966995986367380181027852718263477/ 684582962942931480729600000000000+2897291244884828193281565089/ 19049265055803310768128000000*6^(1/2) a[14,7] = 99009240614446727611594225452277068906413179/ 16167053833464253010532287404800000000000000-3748619435624523040662096435375495632409181/ 1405830768127326348741938035200000000000000*6^(1/2) a[14,8] = 4632645823113234486269357844283603936661991916850927460433/ 5096189922215990577140952099757378096638035200000000000000+ 41982993267604400562166630899538221911/116635822311401951029305600000000000000* 6^(1/2) a[14,9] = -12135475677184688070559819501757154968443992507349800863475059/ 3337534088557268857775113382843672473526974754800000000000000+ 293880952873230803935166416296767553377/165447122399672764770545400000000000000 *6^(1/2) a[14,10] = -8031428603597180964147750321204281053557209400385686643427859804352/ 2513586440178391306900178164909088113749933981949109368563389778875+ 21495292553013453087829315020563569618432/ 29973653446264566614372595657785433238875*6^(1/2) a[14,11] = -44866632128961269158599595825347949153517725172080973/ 5429607175821308141232283339099249860726338769531250 a[14,12] = -359988533934752543813368225945058137961504440675167771570563740579175\ 484411998973149563531328527853237660249760109643/ 2341281374456682407360677116624423798924834709317406966157166023457299333433080087\ 58732590194294958617150200000000000 a[14,13] = 1011136807359189181222571916914688/ 2927578889427871359661497484969729 a[15,1] = -43117938494612449223384237106139955697243762787772847383/ 14030104862294690648579566521727488445420965260989440000+ 4220334940168717525563719481764309232553/ 5553268895030690235789996003491120640000*6^(1/2) a[15,2] = 0 a[15,3] = 0 a[15,4] = 0 a[15,5] = 0 a[15,6] = -492170504431044248358505817476691843/ 26311016381549020957251979880325120-65372649360291914372644744384375/ 457582893592156886213077910962176*6^(1/2) a[15,7] = -60242025722206083647640080390153021797730167/ 4671870346091448695506240355969515576320000+ 312292306982904450161582808948983992497619279/ 54031196176535884913246084116864832317440000*6^(1/2) a[15,8] = -10128486019754425336362855829794634260766582925227304979/ 2051440458733049774272501566471676463052668060718080000-4220334940168717525563719481764309232553/ 5229862652007483519857107084128791040000*6^(1/2) a[15,9] = 90164396775224825317874747969895939573106537263617688583/ 9932194582195572820411492715910530662743409752296080000-4220334940168717525563719481764309232553/ 1059789239915401287502749181781142480000*6^(1/2) a[15,10] = 822220421784353922416106346105112190310210366765138782108892460117760000000/ 112539961436930436130682455392076582934435837857314380718907401253008522853 -43216229787327667461772487493266526541342720000000/ 26879922067906624005297106621487120800647611685231*6^(1/2) a[15,11] = 209814213871916216679569640811090009729840605120/ 11651974660960738096987230622554824075229159217 a[15,12] = 3941550892863952281184122715485813150214519858148244578543766661999079\ 625453432169420046111603168071904019820197053706993310801913/ 5763488069457478355617493981609669453909166107652101824938575939967327573639769764\ 71505530337022074730630638475548489174498085584 a[15,13] = -4759443892077050695292772766912275498897121280000000000/ 4614026158486489304426198097242323507384603506591241137 a[15,14] = 38733614144315448443538220691259283298308750000000/ 93806291160324220065540465392781147766752569954001 a[16,1] = 18092408213832965447840389945226814727838921316097789/ 4568260908663202892681034746459555501706277524480000\-156317653995567850184921063401246768027/212359240683067701291661898043594240000*6^(1/2) a[16,2] = 0 a[16,3] = 0 a[16,4] = 0 a[16,5] = 0 a[16,6] = 65946837846509057750066287355594411/ 3018431611722608724311451319541760+41984484090942118562371132909375/ 52494462812567108248894805557248*6^(1/2) a[16,7] = 8692965898134239206513518248119006769975359/ 535962614823230784958890847664050959360000-38800907634871851557429961190168666395776983/ 6198524154042582121698476759940763269120000*6^(1/2) a[16,8] = 2641630262222426284468500071736583566105608571199325883/ 235343729805469979809271071241826755571130067491840000+ 156317653995567850184921063401246768027/199992055607259790546219146109360640000 *6^(1/2) a[16,9] = -193422103474923353694542105476136625982637168991506421/ 16048357343710211432072833749116213173856151273040000+ 156317653995567850184921063401246768027/40526767661819895652001992553977680000* 6^(1/2) a[16,10] = -19419587503350096681694941672242361995243037384025897671049255680000000/ 2155738929233095407456284002740551925607350553898010429805538450410571+ 1600692776914614785893591689228766904596480000000/ 1027899053306897212338272667278244239283200723671*6^(1/2) a[16,11] = -27285760059113968837908932750404506400064658240/ 1336728621411169422812695849204871581103756891 a[16,12] = -194853016061874333335484555436551917329750324944158872786342511110263\ 341294405932910123138589192221578993200454377/ 1584060589458414075357115090086066650800046113494753774958834164204847903054892580\ 8450142813874420689113167632464 a[16,13] = 89488735256675489275877211680603518179732480000000000/ 58814073298029244653337926984054935524805348324518339 a[16,14] = 0 a[16,15] = 0 b[1] = 100976787617015984669475787/6921502952403262310437464576 b[2] = 0 b[3] = 0 b[4] = 0 b[5] = 0 b[6] = 0 b[7] = 0 b[8] = 8877148253451235588984375/4385514038208782482187638272 b[9] = 961916572949681511747758515625/ 4416417715504587515036809762176 b[10] = 1967337516701564001434375000000000000000000000000/ 15431364863119854943071851131903908575429289017877 b[11] = 2323713252076974806855457536/10352378514220126928031114081 b[12] = 2830860029324145695431193911713893739114126405432515812108885979809005699\ 9504636993802634122671806566061266984631226363619/ 15839154654067008096806575700717389088587763113250985823298798221316938089802975861\ 2356596464561682203552186100842929847264 b[13] = 296136352341197653422080000000000000/ 3899432561650270968394778037550931439 b[14] = 117048651891177050452812500000000/ 903958175807874008864483503817601 b[15] = 145778296653275182685983/4945417885871057962703934 b[16] = 0 bh[1] = 34542436255316150799031/1697695107285568386175488 bh[2] = 0 bh[3] = 0 bh[4] = 0 bh[5] = 0 bh[6] = 0 bh[7] = 0 bh[8] = 11089416604965799654140625/10367645480399012960254464 bh[9] = 19661377435148646805703125/255979697183364488207083392 bh[10] = 688790393936688343750000000000000000000000/ 6091295374506475008386869675533556427693991 bh[11] = 2387113868151976968347648/9351742108599933990994683 bh[12] = -12428699133337309103655890990808226652772000718643045082918121983471100\ 560973332724469319414156511978021429/ 12648919237095643063555422745116719205173888728920704277722434371356124846214898200\ 346632677347950735102176 bh[13] = 185286960316915979617280000000000000/ 465364379785423284294027008596613217 bh[14] = 0 bh[15] = 0 bh[16] = 16723862451391031122709/339047561915509883967882 c{17] = 1 a[17,1] = 100976787617015984669475787/6921502952403262310437464576 a[17,2] = 0 a[17,3] = 0 a[17,4] = 0 a[17,5] = 0 a[17,6] = 0 a[17,7] = 0 a[17,8] = 8877148253451235588984375/4385514038208782482187638272 a[17,9] = 961916572949681511747758515625/ 4416417715504587515036809762176 a[17,10] = 1967337516701564001434375000000000000000000000000/ 15431364863119854943071851131903908575429289017877 a[17,11] = 2323713252076974806855457536/10352378514220126928031114081 a[17,12] = 283086002932414569543119391171389373911412640543251581210888597980900\ 56999504636993802634122671806566061266984631226363619/ 1583915465406700809680657570071738908858776311325098582329879822131693808980297586\ 12356596464561682203552186100842929847264 a[17,13] = 296136352341197653422080000000000000/ 3899432561650270968394778037550931439 a[17,14] = 117048651891177050452812500000000/ 903958175807874008864483503817601 a[17,15] = 145778296653275182685983/4945417885871057962703934 a[17,16] = 0 c[17] = 1.0 a[17,1] = .1458885278405539719101539582255752917034e-1 a[17,2] = 0. a[17,3] = 0. a[17,4] = 0. a[17,5] = 0. a[17,6] = 0. a[17,7] = 0. a[17,8] = .2024197887889332650566666683195656097825e-2 a[17,9] = .2178047084569716646796256135839225745895 a[17,10] = .1274895340854389692868677968654808668201 a[17,11] = .2244617745463131861258531547137348031621 a[17,12] = .1787254491259903095100090833796054447157 a[17,13] = .7594344758096557172908303416513173076283e-1 a[17,14] = .1294845879197561516869001434704642286297 a[17,15] = .2947744761261941714007911131590716605202e-1 a[17,16] = 0. c[18]:= .7421010083583088006243877166286162723673 a[18,1] = .1560140526108861651166696161636643678715e-1 a[18,2] = 0. a[18,3] = 0. a[18,4] = 0. a[18,5] = 0. a[18,6] = 0. a[18,7] = 0. a[18,8] = .2681164393327584462067257298507705692190 a[18,9] = .1883053124587791093781990103116496723062 a[18,10] = .1249199137461030776325034278436425745187 a[18,11] = .2302302127814521984877267202569592992854 a[18,12] = -.1360312216132798635363504089171114829643 a[18,13] = .7488659971306952790649243500419796404442e-1 a[18,14] = -.2812840029795629049644800354887547182869e-1 a[18,15] = -.2314455726481949553795911074427483913356e-1 a[18,16] = 0. a[18,17] = .2734530424111347407183095495529155013292e-1 c[19]:= .888 a[19,1] = .1311195721844068401556584238625026007821e-1 a[19,2] = 0. a[19,3] = 0. a[19,4] = 0. a[19,5] = 0. a[19,6] = 0. a[19,7] = 0. a[19,8] = -.1464024265969826989710171144006401375029 a[19,9] = .2471264389666795959943268183777606168285 a[19,10] = .1311375203080032288323212687159488912255 a[19,11] = .2170560346982582529677346605154232633905 a[19,12] = .2867536713760320279685175119456430108611 a[19,13] = .2323311339149421811667180525022488323943e-1 a[19,14] = .5250677264199395668210993035986718117205e-1 a[19,15] = .2833951586009950740445688183974089075836e-2 a[19,16] = 0. a[19,17] = -.8502403851995712467765683685024083445736e-2 a[19,18] = .6914537026206649612108927235057202507752e-1 c[20]:= .696 a[20,1] = .1398921213361768395172663025684236914687e-1 a[20,2] = 0. a[20,3] = 0. a[20,4] = 0. a[20,5] = 0. a[20,6] = 0. a[20,7] = 0. a[20,8] = -.3157406517950500155656872013463001170279e-1 a[20,9] = .2271812513272158193884043729886141068401 a[20,10] = .1289486410996786560165007139967355200862 a[20,11] = .2216682589135277018738330104776507206003 a[20,12] = .1948368236542480784645408517950426740505 a[20,13] = .5740088404417652948912844658374513373184e-1 a[20,14] = .9008366542675954700472151691971957675586e-1 a[20,15] = .1579153208844212165580559397387558558087e-1 a[20,16] = 0. a[20,17] = -.1899131505909185814243914464042645862057e-1 a[20,18] = -.8830926811918835070775190595441414629725e-1 a[20,19] = -.1150256203298809274379013662627550701719 c[21]:= .487 a[21,1] = .1615147291900762304051270768727488699116e-1 a[21,2] = 0. a[21,3] = 0. a[21,4] = 0. a[21,5] = 0. a[21,6] = 0. a[21,7] = 0. a[21,8] = .8098685003242905691737114344809608208533e-1 a[21,9] = .1276916294306930449548063682447180310200 a[21,10] = .1234814359383480575498127887662911829596 a[21,11] = .2339851259140109824702007335541675692697 a[21,12] = -.6595995683357367659329999201079842018819e-1 a[21,13] = -.2565276859406432791053055820612070574951e-1 a[21,14] = -.1258973463819247076247947215937788425689 a[21,15] = -.4307672490364843615025132534342781501874e-1 a[21,16] = 0. a[21,17] = .4973042479196705159702504356466546825472e-1 a[21,18] = .1000473540179392626782905455570668634250 a[21,19] = .1378658806763623213069940499298119480365 a[21,20] = -.1223533770075462522361367835979662485167 bi8[1,1] = 1. bi8[1,2] = -12.75304069282388950483064356409920964903 bi8[1,3] = 68.54470113831162103032818060021729044674 bi8[1,4] = -194.8086610529652454702496599846926584629 bi8[1,5] = 317.7392440058917273091720330437842255568 bi8[1,6] = -299.5110317016553611442365899609354277447 bi8[1,7] = 151.9504248851541972968268022793780785647 bi8[1,8] = -32.14704772912899411981910701782974118232 bi8[2,1] = 0. bi8[2,2] = 0. bi8[2,3] = 0. bi8[2,4] = 0. bi8[2,5] = 0. bi8[2,6] = 0. bi8[2,7] = 0. bi8[2,8] = 0. bi8[3,1] = 0. bi8[3,2] = 0. bi8[3,3] = 0. bi8[3,4] = 0. bi8[3,5] = 0. bi8[3,6] = 0. bi8[3,7] = 0. bi8[3,8] = 0. bi8[4,1] = 0. bi8[4,2] = 0. bi8[4,3] = 0. bi8[4,4] = 0. bi8[4,5] = 0. bi8[4,6] = 0. bi8[4,7] = 0. bi8[4,8] = 0. bi8[5,1] = 0. bi8[5,2] = 0. bi8[5,3] = 0. bi8[5,4] = 0. bi8[5,5] = 0. bi8[5,6] = 0. bi8[5,7] = 0. bi8[5,8] = 0. bi8[6,1] = 0. bi8[6,2] = 0. bi8[6,3] = 0. bi8[6,4] = 0. bi8[6,5] = 0. bi8[6,6] = 0. bi8[6,7] = 0. bi8[6,8] = 0. bi8[7,1] = 0. bi8[7,2] = 0. bi8[7,3] = 0. bi8[7,4] = 0. bi8[7,5] = 0. bi8[7,6] = 0. bi8[7,7] = 0. bi8[7,8] = 0. bi8[8,1] = 0. bi8[8,2] = -.7205785602508598770412906345635211707530 bi8[8,3] = 6.559119452090996226782640921071801708575 bi8[8,4] = -23.65417183348355244612060745867113623926 bi8[8,5] = 44.16895609281556502164197054695369477469 bi8[8,6] = -45.39036357573745767095716350329312304563 bi8[8,7] = 24.43461389111572285100991773589739045465 bi8[8,8] = -5.395551268662524772664900940711910826177 bi8[9,1] = 0. bi8[9,2] = -48.06969107148755163304089843112677204750 bi8[9,3] = 451.8280048138745279924509263176669733181 bi8[9,4] = -1652.497181212881040972312045847339995538 bi8[9,5] = 3109.740640759030910750811309301753788556 bi8[9,6] = -3211.322751886536222454319056864879758831 bi8[9,7] = 1734.432866374712319698880133120955280438 bi8[9,8] = -383.8940830682559717177907419834455933213 bi8[10,1] = 0. bi8[10,2] = 16.32345788425353372538518290168630386345 bi8[10,3] = -118.7000544943430560099961188668917723161 bi8[10,4] = 379.7566858308294928207030358265089540700 bi8[10,5] = -658.7110535057816543655898314260197627370 bi8[10,6] = 644.2805206048469902599556429935393520064 bi8[10,7] = -334.8751825767893992539894957157903467478 bi8[10,8] = 72.05311579106953179281845208383275272780 bi8[11,1] = 0. bi8[11,2] = -5.888504109270884968456670963647316074790 bi8[11,3] = 89.44704113715942232261735606938508401319 bi8[11,4] = -380.5212519133325379643523316755978956588 bi8[11,5] = 770.9937272473377188110779497353201847420 bi8[11,6] = -831.4716893548379599332950159082545018560 bi8[11,7] = 461.9387177871916189774255799856083869291 bi8[11,8] = -104.2735790197010640588910140881002072916 bi8[12,1] = 0. bi8[12,2] = -69.22821100686856642029708151339949374410 bi8[12,3] = 627.4402883568152894700875088172124339413 bi8[12,4] = -2258.351433966898561277167615407280413114 bi8[12,5] = 4212.395800215491820633428188331388768232 bi8[12,6] = -4325.916149192490627782429268979382924699 bi8[12,7] = 2327.648261456242912420669452255092833474 bi8[12,8] = -513.8098304131662767347811744202515986459 bi8[13,1] = 0. bi8[13,2] = -38.04668072585188932845088326881300565231 bi8[13,3] = 340.9894379782233715580222226199659613703 bi8[13,4] = -1221.089637320158271327850635113537223709 bi8[13,5] = 2271.121533555259071203608357605468537656 bi8[13,6] = -2328.099120585713191256845645730711618239 bi8[13,7] = 1251.132631830924456968695609885535799254 bi8[13,8] = -275.9322212851025822454499429637433189491 bi8[14,1] = 0. bi8[14,2] = -75.21598899610186748511604166683735788867 bi8[14,3] = 670.5551756563966247587443735545005782764 bi8[14,4] = -2395.425253052829223230171636642290078449 bi8[14,5] = 4449.143231627101738352915330060972953361 bi8[14,6] = -4556.769050179329341174034103718438911683 bi8[14,7] = 2447.365350086656490540478347199404246857 bi8[14,8] = -539.5239805539746656111293686438409662456 bi8[15,1] = 0. bi8[15,2] = -19.46588639117053206710108537195779499764 bi8[15,3] = 172.8442419404515527792492527636420780662 bi8[15,4] = -616.3040486605512589130986770456245791880 bi8[15,5] = 1143.483637444009748019174885933341490497 bi8[15,6] = -1170.357669638643781845251579162353094100 bi8[15,7] = 628.2905498131297391288540900112436704439 bi8[15,8] = -138.4613470596128476846868080169758635556 bi8[16,1] = 0. bi8[16,2] = 0. bi8[16,3] = 0. bi8[16,4] = 0. bi8[16,5] = 0. bi8[16,6] = 0. bi8[16,7] = 0. bi8[16,8] = 0. bi8[17,1] = 0. bi8[17,2] = 22.25276964616901764060657108171977843291 bi8[17,3] = -202.2239493340537483960420170974810960961 bi8[17,4] = 741.1380586926791133828821084525361362850 bi8[17,5] = -1419.345991543901288934527221623894382397 bi8[17,6] = 1505.723453115174938364140876028053730124 bi8[17,7] = -841.3580375761078273196578619974820483141 bi8[17,8] = 193.8136970000397952625975451565478819654 bi8[18,1] = 0. bi8[18,2] = 14.38227638804283974976194859491865842966 bi8[18,3] = -301.8862921284913174289877784920239768093 bi8[18,4] = 1781.158815560130838385479471257488378388 bi8[18,5] = -4706.785555404445608825447884178551282728 bi8[18,6] = 6291.645831877559252216657958850293660213 bi8[18,7] = -4164.432457468105482852522949304279052327 bi8[18,8] = 1085.917381175309478755059233272153614833 bi8[19,1] = 0. bi8[19,2] = 94.92756297288050252130347529152607755873 bi8[19,3] = -819.3810521264963242304829331408227079441 bi8[19,4] = 2811.287710727701073955763185548552769132 bi8[19,5] = -4973.994583541372152306531194715881127387 bi8[19,6] = 4810.867980444981597632278117658725359609 bi8[19,7] = -2417.563170381452428143421579409061339218 bi8[19,8] = 493.8555519037577305710909287669609682492 bi8[20,1] = 0. bi8[20,2] = 63.97757128518312942674385099931772857860 bi8[20,3] = -398.4710369466142415586467341825347335632 bi8[20,4] = 716.5966869905804904541294272473572154569 bi8[20,5] = 52.89052166461839778508215175982407959882 bi8[20,6] = -1470.500844962700814722191656818947551329 bi8[20,7] = 1524.433133991196905505389714285761298379 bi8[20,8] = -488.9260320222638668905067532907780371207 bi8[21,1] = 0. bi8[21,2] = 57.52494337729701822053356654527592436144 bi8[21,3] = -587.5456254433247185141268798839079144120 bi8[21,4] = 2312.713681211178682602365980842590527027 bi8[21,5] = -4612.840108616055993454816044374461167725 bi8[21,6] = 4986.820885035081979510527485116584809575 bi8[21,7] = -2793.397702113869225818637760332264198189 bi8[21,8] = 636.7239265496922574541536520861820193631 c[22]:= .025 a[22,1] = .1802729411106818689763249275362776542125e-1 a[22,2] = 0. a[22,3] = 0. a[22,4] = 0. a[22,5] = 0. a[22,6] = 0. a[22,7] = 0. a[22,8] = -.3566948654464566871345751863957855326182e-3 a[22,9] = -.2359965598171250974225291789331305531887e-1 a[22,10] = .8489537818582623161952771938798430467577e-2 a[22,11] = -.2424017121415795431658865084807451176669e-2 a[22,12] = -.3430595122831044180368089698215097859892e-1 a[22,13] = -.1890658549297046191788725638037661418072e-1 a[22,14] = -.3742593046527093615091178254251506793186e-1 a[22,15] = -.9695346568972416886241067894611986071147e-2 a[22,16] = 0. a[22,17] = .1102424057658581840569553621781637903330e-1 a[22,18] = .4923260682022719983443039400621144750980e-2 a[22,19] = .4757764286275925144559532694675125937637e-1 a[22,20] = .3403995941160684337366745033612222756612e-1 a[22,21] = .2763224626147357535178074437043373219519e-1 c[23]:= .15 a[23,1] = .1674115470096526424930400903558890871308e-1 a[23,2] = 0. a[23,3] = 0. a[23,4] = 0. a[23,5] = 0. a[23,6] = 0. a[23,7] = 0. a[23,8] = -.3173492444543278603351394583591742321103e-2 a[23,9] = -.1907932208630995154539013764218262860213 a[23,10] = .1156811286400889022914973296917837873123 a[23,11] = .2659243297776452866445546052304774936345e-1 a[23,12] = -.3088649490220827144035155968652816431108 a[23,13] = -.1753758456547022422433014122559418385679 a[23,14] = -.3519244231945119122948228740531438774071 a[23,15] = -.9209686132127586046007074704921651582851e-1 a[23,16] = 0. a[23,17] = .1013643084710043289094345867037510169960 a[23,18] = -.8614613115672610072132806092797279629388e-1 a[23,19] = .4667555353741319512606533809977766283817 a[23,20] = .4471784578431838563500095104120691993359 a[23,21] = .1840619056498027924549371847929574094481 c[24]:= .32 a[24,1] = .1067816157945957352545935273312729770712e-1 a[24,2] = 0. a[24,3] = 0. a[24,4] = 0. a[24,5] = 0. a[24,6] = 0. a[24,7] = 0. a[24,8] = .3813266550650219306405894185406227733203e-3 a[24,9] = .9563838511927889653937246525395111512962e-1 a[24,10] = .1383796710757440233248935289235401276023 a[24,11] = .1794589653248393403412396094337145578219 a[24,12] = .2328104103984205159658342243398415303992e-1 a[24,13] = -.6102337776291304739559151883232786325123e-2 a[24,14] = -.2957864564982467043648509518504953052119e-1 a[24,15] = -.1107556819372404441098997386306135386770e-1 a[24,16] = 0. a[24,17] = .1005006241909649985189552106106942758409e-1 a[24,18] = -.9189958889836397344227776088639708677529e-1 a[24,19] = .4889782809929091409586999965373170403839e-1 a[24,20] = .7683137001604329651351035116374049373690e-1 a[24,21] = -.1249406708104556246901528582576587419443 a[24,22] = 0. a[24,23] = 0. c[25]:= .78 a[25,1] = .1407873162514538134880663877417425640142e-1 a[25,2] = 0. a[25,3] = 0. a[25,4] = 0. a[25,5] = 0. a[25,6] = 0. a[25,7] = 0. a[25,8] = .1921038236500748458986816137745896655262e-2 a[25,9] = .2103911064595803591331678030844204745297 a[25,10] = .1287126282116406147526805293017325463897 a[25,11] = .2222827890207636907592258288998389315181 a[25,12] = .1689157537655836922893273799046879855404 a[25,13] = .7069536651338852930255328632439555742574e-1 a[25,14] = .1192421401475245249188274865443088811860 a[25,15] = .2685261833359796204499227534872501897484e-1 a[25,16] = 0. a[25,17] = -.3077554523024171431258004671769555940844e-1 a[25,18] = .8284466445798771733365157887905394914006e-2 a[25,19] = -.1535503041842782550897093173814614623206 a[25,20] = -.2150191510960740019354801525582536987010e-1 a[25,21] = .1445112576460309485390417714704744806405e-1 a[25,22] = 0. a[25,23] = 0. a[25,24] = 0. c[26]:= .96 a[26,1] = .1422598489194661552790199000685205084824e-1 a[26,2] = 0. a[26,3] = 0. a[26,4] = 0. a[26,5] = 0. a[26,6] = 0. a[26,7] = 0. a[26,8] = .1949172492119241778367670693682637328188e-2 a[26,9] = .2124063537210806078797518674148478107397 a[26,10] = .1283651739828476111356431808186160040103 a[26,11] = .2228603986302258483512559751598074395656 a[26,12] = .1715923679711209630782228726709623464662 a[26,13] = .7212912939761323676316514664066037355886e-1 a[26,14] = .1220420686370054673857430981768668520159 a[26,15] = .2757049488622773377977068820958406578502e-1 a[26,16] = 0. a[26,17] = -.2399703787121476720950542355073551377435e-1 a[26,18] = .5371225309992069259478306291407462056681e-1 a[26,19] = -.1761964270699028520222472394692440648034e-1 a[26,20] = -.3622477925515253053764132865960991436725e-1 a[26,21] = .1098806212324956467476592345131563373716e-1 a[26,22] = 0. a[26,23] = 0. a[26,24] = 0. a[26,25] = 0. bi9[1,1] = 1. bi9[1,2] = -28.32690107549798096690906467156557638494 bi9[1,3] = 257.5220844783513822655991530565675221343 bi9[1,4] = -1150.934922587486676595644173070427734578 bi9[1,5] = 2904.420880778592699327677577124946402676 bi9[1,6] = -4344.528637462060406744624584680230498732 bi9[1,7] = 3822.157475253294982131000232331976202139 bi9[1,8] = -1828.450847963912086611128480846950926244 bi9[1,9] = 367.1554574315021425912203561515071665187 bi9[2,1] = 0. bi9[2,2] = 0. bi9[2,3] = 0. bi9[2,4] = 0. bi9[2,5] = 0. bi9[2,6] = 0. bi9[2,7] = 0. bi9[2,8] = 0. bi9[2,9] = 0. bi9[3,1] = 0. bi9[3,2] = 0. bi9[3,3] = 0. bi9[3,4] = 0. bi9[3,5] = 0. bi9[3,6] = 0. bi9[3,7] = 0. bi9[3,8] = 0. bi9[3,9] = 0. bi9[4,1] = 0. bi9[4,2] = 0. bi9[4,3] = 0. bi9[4,4] = 0. bi9[4,5] = 0. bi9[4,6] = 0. bi9[4,7] = 0. bi9[4,8] = 0. bi9[4,9] = 0. bi9[5,1] = 0. bi9[5,2] = 0. bi9[5,3] = 0. bi9[5,4] = 0. bi9[5,5] = 0. bi9[5,6] = 0. bi9[5,7] = 0. bi9[5,8] = 0. bi9[5,9] = 0. bi9[6,1] = 0. bi9[6,2] = 0. bi9[6,3] = 0. bi9[6,4] = 0. bi9[6,5] = 0. bi9[6,6] = 0. bi9[6,7] = 0. bi9[6,8] = 0. bi9[6,9] = 0. bi9[7,1] = 0. bi9[7,2] = 0. bi9[7,3] = 0. bi9[7,4] = 0. bi9[7,5] = 0. bi9[7,6] = 0. bi9[7,7] = 0. bi9[7,8] = 0. bi9[7,9] = 0. bi9[8,1] = 0. bi9[8,2] = -.1352877251970476367599723128957774732408e-1 bi9[8,3] = .4916573392696415374272244679017622556033 bi9[8,4] = -4.436464950699828531781508575523369430923 bi9[8,5] = 17.31944616187202911483010888269388372950 bi9[8,6] = -34.64102686818872098410895454499691544074 bi9[8,7] = 37.38281301815147188288272397739134884003 bi9[8,8] = -20.77503017271466649882774316118540751870 bi9[8,9] = 4.674158442717667575904712851691470968655 bi9[9,1] = 0. bi9[9,2] = -1.455702711708433893360889952963683899055 bi9[9,3] = 52.90257641362051900920717423116250315520 bi9[9,4] = -477.3658548642740885503090276141543695104 bi9[9,5] = 1863.581097723678565157175620323663884432 bi9[9,6] = -3727.391873500693602119215981342643938177 bi9[9,7] = 4022.409439034606738749309726708688089035 bi9[9,8] = -2235.403671264127820837729037807301982183 bi9[9,9] = 502.9417938773550941496020410671334197216 bi9[10,1] = 0. bi9[10,2] = -.8520791942350588325316811661249358984267 bi9[10,3] = 30.96592753514428792162712738493044327388 bi9[10,4] = -279.4207290379426863235594737603660800207 bi9[10,5] = 1090.826215660802050077745313656212911679 bi9[10,6] = -2181.786870784446576299842227492445932780 bi9[10,7] = 2354.472081510133899345761960831178682917 bi9[10,8] = -1308.468373164874203463640310982959594658 bi9[10,9] = 294.3913170095037265437261593264399863548 bi9[11,1] = 0. bi9[11,2] = -1.500195363988222220268242336906771952014 bi9[11,3] = 54.51951091415031705577508793820940519869 bi9[11,4] = -491.9562467209968998612925445316083084741 bi9[11,5] = 1920.540300388688941881662910323125894192 bi9[11,6] = -3841.317298798240146027659208409462769610 bi9[11,7] = 4145.351893602041132240186825905054310664 bi9[11,8] = -2303.727400725200622735225098094667761194 bi9[11,9] = 518.3138984780918128529461223609697359788 bi9[12,1] = 0. bi9[12,2] = -1.194515595127319561381305768593050066673 bi9[12,3] = 43.41061676962890600957969169570693466384 bi9[12,4] = -391.7152545161095434284638812068808832220 bi9[12,5] = 1529.211058075771098268564306266892199838 bi9[12,6] = -3058.610584589748864431933436681187353637 bi9[12,7] = 3300.695098159947454006902079837506257710 bi9[12,8] = -1834.319964682933276992160596708288646267 bi9[12,9] = 412.7022718276975364384031516482241464250 bi9[13,1] = 0. bi9[13,2] = -.5075697553248201181074098453886297230598 bi9[13,3] = 18.44590076692263941141687424224337726427 bi9[13,4] = -166.4463960979508832639844199618200121315 bi9[13,5] = 649.7874835236435459733721670731119363679 bi9[13,6] = -1299.655050454701135142040066484507391334 bi9[13,7] = 1402.520829538696240143275819971522246250 bi9[13,8] = -779.4333866041422479301856382011236732598 bi9[13,9] = 175.3641325304376264979817562401272782969 bi9[14,1] = 0. bi9[14,2] = -.8654131818113355423508731936492899184395 bi9[14,3] = 31.45050607647596882232093808213268629209 bi9[14,4] = -283.7933185281612362330622863936794365142 bi9[14,5] = 1107.896299411122562578451965902519939840 bi9[14,6] = -2215.929142096727917414601771920960325991 bi9[14,7] = 2391.316663206240712062204317538883819427 bi9[14,8] = -1328.944288020880399801387165802586147935 bi9[14,9] = 298.9981777216614016801117759308092190290 bi9[15,1] = 0. bi9[15,2] = -.1970131900633844007334057633668821082292 bi9[15,3] = 7.159776002331775566615895079547238582865 bi9[15,4] = -64.60616521334211261463809724329663463146 bi9[15,5] = 252.2149983312684580977777634191997994167 bi9[15,6] = -504.4610810354733798936380034445989591939 bi9[15,7] = 544.3884310658628635840232552836991532528 bi9[15,8] = -302.5370529387022446453538858257895456787 bi9[15,9] = 68.06758442573064372308655760592173752592 bi9[16,1] = 0. bi9[16,2] = 0. bi9[16,3] = 0. bi9[16,4] = 0. bi9[16,5] = 0. bi9[16,6] = 0. bi9[16,7] = 0. bi9[16,8] = 0. bi9[16,9] = 0. bi9[17,1] = 0. bi9[17,2] = -.4541849829711136730965001627668694658569 bi9[17,3] = 16.70127113669635686632210799083284772387 bi9[17,4] = -156.7717275533304690372380410971653223970 bi9[17,5] = 651.5466733893466243333417542222872994634 bi9[17,6] = -1412.320009571548049765391447883772301354 bi9[17,7] = 1667.138515616290965031624809891756516568 bi9[17,8] = -1017.673390248052278400509234341147715025 bi9[17,9] = 251.8328522135679646449465513799755444867 bi9[18,1] = 0. bi9[18,2] = -.1642163800536330788290065204813354321587 bi9[18,3] = 6.019579370077226689069574595580851814148 bi9[18,4] = -55.91040567458732377701366184031595554429 bi9[18,5] = 228.2688656052759709055637645192366232716 bi9[18,6] = -482.2012255868892821374987074119730578621 bi9[18,7] = 550.0371698613109364952968030491813233723 bi9[18,8] = -321.9620585702092198978986346679259513831 bi9[18,9] = 75.91229137507532480130986827669750176353 bi9[19,1] = 0. bi9[19,2] = -.6748844193125564745929227754653454960000 bi9[19,3] = 24.73882523992791864853900738883002952509 bi9[19,4] = -229.7764793920052818752970771400892244362 bi9[19,5] = 938.1226206596337368237001113946238849141 bi9[19,6] = -1981.715185876861586680601839010172967024 bi9[19,7] = 2260.502368039869828842019362146467672844 bi9[19,8] = -1323.176024632043052129631852045188620769 bi9[19,9] = 311.9787603807909928458652100409945704424 bi9[20,1] = 0. bi9[20,2] = 1.778873344420799933681245486496450242333 bi9[20,3] = -65.20707180707839471257988195976352818886 bi9[20,4] = 605.6492677392717373735460695165094586719 bi9[20,5] = -2472.721663050785177698018480246117915238 bi9[20,6] = 5223.443036336624954800506019083890195002 bi9[20,7] = -5958.275657929989312761065969519200553937 bi9[20,8] = 3487.652837788410553784668028541760907900 bi9[20,9] = -822.3196224208751607207370309035750144516 bi9[21,1] = 0. bi9[21,2] = .4134694024574781779455481610866606179516e-1 bi9[21,3] = -1.515629491027822593270509776882854629852 bi9[21,4] = 14.07730581923479579079647554513401058020 bi9[21,5] = -57.47428571415020809167337188499668618053 bi9[21,6] = 121.4102104446333031674235730516273787671 bi9[21,7] = -138.4901675933193250049116011300805636609 bi9[21,8] = 81.06466597761229475532476786813214818827 bi9[21,9] = -19.11344638322878584148388848904209912604 bi9[22,1] = 0. bi9[22,2] = 31.31247017428404500084714290987346868154 bi9[22,3] = -355.3157275297828193986043583116719602750 bi9[22,4] = 1749.514715230440391833447109626876044060 bi9[22,5] = -4695.147622413440114700018050785658067772 bi9[22,6] = 7343.556109316445935223022259185814180962 bi9[22,7] = -6685.313457191056010094751616991682515277 bi9[22,8] = 3285.682573893041315538969260935092019337 bi9[22,9] = -674.2890614799327434029117465686431697155 bi9[23,1] = 0. bi9[23,2] = -2.730958729620607116715051590434636562839 bi9[23,3] = 87.05655731583556409257744115400887223561 bi9[23,4] = -458.0573888328072551306550581455931677106 bi9[23,5] = 1030.528220479689242604149818460447661881 bi9[23,6] = -1166.915434857878624822018690873819596210 bi9[23,7] = 648.4882950191960598212061502166901796605 bi9[23,8] = -131.2788560071460746781394967167571571369 bi9[23,9] = -7.090434387268304770405112504542156157026 bi9[24,1] = 0. bi9[24,2] = 3.159813308843413258842148106168074297225 bi9[24,3] = -113.1719939045261456697649954642662011379 bi9[24,4] = 972.1689485848533047356437130956206690979 bi9[24,5] = -3550.940444875616705777455788680914067679 bi9[24,6] = 6713.264174671284729472235882859103511748 bi9[24,7] = -6928.875337321575454509723879737501297631 bi9[24,8] = 3717.788457472750001241039636185665671993 bi9[24,9] = -813.3936179360131427508167163638763606878 bi9[25,1] = 0. bi9[25,2] = .9128020953320920409453895709005633217150 bi9[25,3] = -32.82005802633989134102763080315293143973 bi9[25,4] = 285.2155813990437864609136220241490714545 bi9[25,5] = -1042.591339563443951766186011126488373870 bi9[25,6] = 1892.181696336440909747003099385298260399 bi9[25,7] = -1796.360453156949035787162250294203369024 bi9[25,8] = 850.9940020538469208530391946403337404454 bi9[25,9] = -157.5322311379308302075254133968369612868 bi9[26,1] = 0. bi9[26,2] = 1.731857489108072590441870089449362050412 bi9[26,3] = -63.35430859967743018082992099191699844809 bi9[26,4] = 584.5655351968502690285922607726312447369 bi9[26,5] = -2365.388804571949367110661478844787210962 bi9[26,6] = 4957.618194378028460052984086615038480468 bi9[26,7] = -5639.545999732754146178078750017327503148 bi9[26,8] = 3312.967807809277108448776287030888641389 bi9[26,9] = -788.5942819688829666512243546539760160873