c[1] = 0
c[2] = 1731/50000
c[3] = 7630049/53810000-983539/53810000*6^(1/2)
c[4] = 22890147/107620000-2950617/107620000*6^(1/2)
c[5] = 561/1000
c[6] = 387/1000-129/2000*6^(1/2)
c[7] = 387/1000+129/2000*6^(1/2)
c[8] = 129/200
c[9] = 387/800
c[10] = 6757/100000
c[11] = 1/4
c[12] = 1427971650951258372/2166662646162554701
c[13] = 4103/5000
c[14] = 2253/2500
c[15] = 1
c[16] = 1

a[2,1] =  1731/50000

a[3,1] =  -177968356965557/1002427673820000+14180534491313/
250606918455000*6^(1/2)
a[3,2] =  64021741529527/200485534764000-7504450763411/
100242767382000*6^(1/2)

a[4,1] =  22890147/430480000-2950617/430480000*6^(1/2)
a[4,2] =  0
a[4,3] =  68670441/430480000-8851851/430480000*6^(1/2)

a[5,1] =  592203994261020339/513126355505556250+
730386990293623641/2052505422022225000*6^(1/2)
a[5,2] =  0
a[5,3] =  -8712153884182794903/2052505422022225000-\
2843421359195851533/2052505422022225000*6^(1/2)
a[5,4] =  1873698362223295443/513126355505556250+
528258592225556973/513126355505556250*6^(1/2)

a[6,1] =  11380823631/157617812000-339148869/39404453000*6^(1/2
)
a[6,2] =  0
a[6,3] =  0
a[6,4] =  -2355345717024309/58864341808507450*6^(1/2)+
16193232887091831/58864341808507450
a[6,5] =  165912282616977/4179075230308000-33181894472511/
2089537615154000*6^(1/2)

a[7,1] =  26523528363/231790900000+863255358/123138915625*6^(1/
2)
a[7,2] =  0
a[7,3] =  0
a[7,4] =  -38208748178016484817787/842517966262441068418750-\
86118788556282369822807/842517966262441068418750*6^(1/2)
a[7,5] =  92362336407446913/290322814529044000-\
232039320950012997/2467743923496874000*6^(1/2)
a[7,6] =  -362925891/1690350537500+857800423623/3380701075000*6
^(1/2)

a[8,1] =  43/600
a[8,2] =  0
a[8,3] =  0
a[8,4] =  0
a[8,5] =  0
a[8,6] =  43/150+43/2400*6^(1/2)
a[8,7] =  -43/2400*6^(1/2)+43/150

a[9,1] =  7353/102400
a[9,2] =  0
a[9,3] =  0
a[9,4] =  0
a[9,5] =  0
a[9,6] =  22833/102400+8901/204800*6^(1/2)
a[9,7] =  -8901/204800*6^(1/2)+22833/102400
a[9,8] =  -3483/102400

a[10,1] =  376708742472214988700853/7788456028125000000000000,
`:`
a[10,2] =  0
a[10,3] =  0
a[10,4] =  0
a[10,5] =  0
a[10,6] =  187914666753956840195279/2596152009375000000000000-\
210440846556290693268911/15576912056250000000000000*6^(1/2)
a[10,7] =  210440846556290693268911/15576912056250000000000000*
6^(1/2)+187914666753956840195279/2596152009375000000000000
a[10,8] =  -18552667221896744226647/865384003125000000000000, 
`:`
a[10,9] =  -3167799860072183913409/30423656359863281250000

a[11,1] =  -426968570497/54394415898750-92754382349/
12087647977500*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] =  -2865012129681958/114898584332330625-\
12962517687655099/229797168664661250*6^(1/2)
a[11,8] =  4389715333607/309890657317500+92754382349/
11477431752500*6^(1/2)
a[11,9] =  371017529396/9306344041875*6^(1/2)+4990058173976/
83757096376875
a[11,10] =  1099523524595993125000/6257667909869756018891+
100957348037989687500/6257667909869756018891*6^(1/2)

a[12,1] =  1838203110479840386993853900915465658752149857359559\
5063164077882800315372787284683238439478955141517997198007108623761931447163756
/139742569444997243449189609938909336141610253229704500479326889980950085286208\
21239604734608111291769444706187497807869179550841329375+4078857781851586092107\
9389251758259530589647075646761263679625961149140826089641344688345089135162291\
4818800693274034252252905536/28084926388601226073624096169175002956970191576455\
1106332267651411613722940986932751171812393853121981375088465359331278371679268\
75*6^(1/2)
a[12,2] =  0
a[12,3] =  0
a[12,4] =  0
a[12,5] =  0
a[12,6] =  -333881311789849411971573472868128281438202210721723\
123251742145367734582887577395547778228760174068758086134389952015563403904/227\
0872004608103037127689848604039623086639035441372934050180593816493796129405349\
914148981460714202232988727738778494557727635+481927289247776817137330866672068\
9121421091953625792970278044071549950640195056472955523769829034800621890424847\
009130000000/231628944470026509787024364557612041554837181615020039273118420569\
28236720519934569124319610899284862776485022935540644488821877*6^(1/2)
a[12,7] =  1698450855653613368055560092963943745276369523793889\
6102606662872515552183276208687563236699647756792865753591219139615556676545782\
6139904/15939799137181732606236794259660774977979781831465961357977952721076376\
20098614087434873732933937315094489187314474045293119200999609586875*6^(1/2)-13\
6666607496463622270135608863772076443625468798139480390426740993024803946981763\
209348364716108721312822619845726151693667598437699964416/371928646534240427478\
8585327254180828195282427342057650194855634917821113563432870681372043512520401\
887141437067106105683944802332422369375
a[12,8] =  5610987899273278525411960528081442902198567594809764\
3797561956736732657005510768128839255833702537657025532355947644271736376737662\
08/9288159819814403301827880474062633413542335679163959810935886777036160923284\
6012626732332450844264293840456574956036349633197336361875-55874764134953234138\
4649167832304925076570507885572072105200355632180011316296456776552672453906332\
7600257543743479921263738432/36530308936220166451641359692528616149447357533711\
5296250511752859728108868696929614024803255122785403232359817965288739565550625
*6^(1/2)
a[12,9] =  5459853981808361523356614860220324489669695891073433\
9754065270985433507945162707737759469214674480807272210648148477499238783276259\
328/301247919092298852634886875129959310794662932014184499827145075851637298698\
312074030567479239502011693447423026416040794479934024058125-652617245096253774\
7372702280281321524894343532103481802188740153783862532174342615150135214261625\
966637100811092384548036046488576/864909328430372818360283879213205026685796531\
7662489228456648746817034128576286937426571324705771222895418404433420637223081\
6544375*6^(1/2)
a[12,10] =  -81088251450850881043447210481663252251737294956893\
6469642672016111201241422775232896972065898731565417987376035772523573400039944\
0000000/26555829666106402106127410275679775481057208152954669252204018964061820\
6693081506133206500662983001047298787619827411375675716583283801757*6^(1/2)+939\
1667348404584010955422210328707125006120661611061908889750805619418785820948002\
455890360939221912190524731087070645107486913457760000000/581572669687730206124\
1902850373870830351528585497072566232680153129538726578484984317222364519327722\
9358434488742203091272981931739152584783
a[12,11] =  123461712659887915177271339396606860810479028777869\
348014870450606260914019560285661288212498128400476015695960341952/281629106670\
3206747542452093588407037042351473078388967410755112208260568290472056143249782\
53226176275078922716132461

a[13,1] =  -\
56042772675322042139227629978042586330633622706053363946766144416933631/
58808540772323190525590122613223430507352118534557342666015625000000000+
281404579734699232141455524604487724159024972527/
1478009944832743180452316204077188415527343750000*6^(1/2)
a[13,2] =  0
a[13,3] =  0
a[13,4] =  0
a[13,5] =  0
a[13,6] =  -1027163900229750356561238237947225332675621517/
179261894431132664078747698292867431640625000-\
2745292391641202525373103979336813513372321/
11702216468464340311060649744558385937500000*6^(1/2)
a[13,7] =  -\
157229999853748227305165773364426925282378072238332930121/
36699907367985458573273204094330716033963413238525390625+
5757606442802795095318986067317837904184278650664590252101/
3523191107326604023034227593055748739260487670898437500000*6^(1/2)
a[13,8] =  -\
9311448168593934146015965019904013602133802943325818346622781285907057/
4255970849010124217193135449668739985401313363005576159362792968750000-\
844213739204097696424366573813463172477074917581/
4210188359946578336976868164966163024902343750000*6^(1/2)
a[13,9] =  
885774233856672590222951867695327816457340130391639153070521335485617578/
301098541380295011015469248465465290112505656143757799934635162353515625-\
281404579734699232141455524604487724159024972527/
284481916364737983221402322504830303192138671875*6^(1/2)
a[13,10] =  
315479116729780153956412124052199685097744239386639023787359107959254802182/
134481850506505848012587842215515574380212543200894932329128471154748828125-\
2940396453647872276646068776592292229737651937934623/
7345465058781983710795837429530784777245286520703125*6^(1/2)
a[13,11] =  
2250996163406545378616532039018846586217631599453822541/
382491303797095993563304148204275636433504028320312500
a[13,12] =  268934095730769185329490238833445400395937814695752\
9866233529251986359392336044151708949720958809747970514366293458424272174024493
/959516386019578808500569114780871708466894752280482835105408027815194895319055\
443842782227102120493960805649575561796875000000000

a[14,1] =  4734200384802439149870797684768889301308307444115977\
9465719863625051668939887702630319/44802546873926050730401222636656855760802419\
993852060264615320801485392456054687500000-\
866369530987077991125562402829092187100493209601/
3325522375873672156017711459173673934936523437500*6^(1/2)
a[14,2] =  0
a[14,3] =  0
a[14,4] =  0
a[14,5] =  0
a[14,6] =  871779321807802447463310035318238762878527157/
134446420823349498059060773719650573730468750+
107641268480999396081848975271849857994818/
1097082793918531904161935913552348681640625*6^(1/2)
a[14,7] =  
496103786351862292800034805114190705484800743513354117014/
110099722103956375719819612282992148101890239715576171875-\
1329938412606197485769312599390307351191540891599374831099/
660598332623738254318917673697952888611341438293457031250*6^(1/2)
a[14,8] =  4077407727774763635459845170889116549412313138377723\
5229538611989392175193285994266471/15264290546248162101058985941588079518256741\
255377031736357946125713524703979492187500+
123767075855296855875080343261298883871499029943/
451091609994276250390378731960660324096679687500*6^(1/2)
a[14,9] =  -105220386085005564598286490383020684737357490307963\
72764961618751973793724796364606986664/3899417425005422254034574000397382862235\
892829653375835197340918271556055507659912109375+
3465478123948311964502249611316368748401972838404/
2560337247282641848992620902543472728729248046875*6^(1/2)
a[14,10] =  -27843764471262693189365201135620670490328475323282\
820219474851621693895769527094334687108984/122570410662851642220025943006055939\
29434139193022166317802121412999357024704596261133984375+
574774300271998598683873114105472016699241495055292/
1049352151254569101542262489932969253892183788671875*6^(1/2)
a[14,11] =  -\
34241134351848245624232809437676889009431930503529853032576417589898516/
5613347824358651981100985009024281007603230062439942682713165283203125
a[14,12] =  -34320443758939323781023685680522865010338509105169\
9920208853270521163343279392054770280096153243800840188373734185468897263960533\
4600163938610268855705742764072609/11431741063416822609716476904105672921439261\
9865092777892082326746111137127590759980171487016581339414751906821093176684449\
4994616580258435518181434575195312500000
a[14,13] =  4746930876023919335079451612726717649218264199984/
18592065538407049755200144388134089346432755594877

a[15,1] =  -251883292492588254437485270381424098799230121337389\
85313265430932280250855708601/1137064132557446931205696187407729855082764230877\
4647316995717036347558064286250+
1234273058981860170179592598535508631343082535549881956/
2105633771469628744518390642968552144069898845895808125*6^(1/2)
a[15,2] =  0
a[15,3] =  0
a[15,4] =  0
a[15,5] =  0
a[15,6] =  -54821142119685055562477216205428613949905430396088/
3959439837009461289085587746748097947393101278095-\
1511276753825982856072891469504471256664975925000/
40386286337496505148672995016830599063409633036569*6^(1/2)
a[15,7] =  -\
60922424274061599918603524049390657305431262635197540405697952/
6484861747489032169774584624759953148531564032417461909516875+
84558575751635978733109961893984238786929550462615375699341616/
19454585242467096509323753874279859445594692097252385728550625*6^(1/2)
a[15,8] =  -116118147575045169733222875835719955334334798191459\
879782123534889390467935109772/881062690195483524567227513129587089250371395751\
2170681453300814988417642493125-\
176324722711694310025656085505072661620440362221411708/
285619406719829107485771207042040133465420149964555625*6^(1/2)
a[15,9] =  1776944872251389834227683749066509728692760724707333\
5618566987143467294900183033216/25512170081378896150563421460845618671224851635\
96619283719957742418751029506356875-\
19748368943709762722873481576568138101489320568798111296/
6484554262322259071286545935997129135111813687175650625*6^(1/2)
a[15,10] =  976592661391240748181932648019295477816599265437863\
81510190954184218570746215033823993530000000/1856007665446970620596348290878705\
6850812308205603127326855360961727608242796551101182080033599-\
85297084611782122474911131363078900058888025224607913745000000/
69210659450201393843166746722954036326338355649915383851733911*6^(1/2)
a[15,11] =  
473389749049752963256114649231353822492912259509649519870869750525/
35412440882360341799798842428365422941216508121322622479260846291
a[15,12] =  333514392451584382480734940567841440978729127734159\
0453640072838769033456396839411470241410880750515810638511646873285345820289996\
6748488718531545706559142895903144848764637/23166110253272874277148020113222528\
8609079390498990062159236562764909757810216357219050223242549060677331231066559\
3424982745744299371285598588298606088543376742054644818966
a[15,13] =  -\
38714992656958413389743252726016897599283911682945255636643554687500000/
48540494926971587499294589382572212036169135429877901702347521300421767
a[15,14] =  
14800250200940323717124616175641261235119295795768814717803955078125/
33565577125141877760287380588632421223433194078156948298488471160489

a[16,1] =  
2305785696086397561080858186939897173645641331085041313944389849986584101287/
617508244345282265819087370078275122671246164669900462139876057008239440000-\
85404623305589712632165905233974183137607899140719/
124822287169084833758410283469525117460541643292500*6^(1/2)
a[16,2] =  0
a[16,3] =  0
a[16,4] =  0
a[16,5] =  0
a[16,6] =  102903996961580448264190625267026062654799259083/
5046398084890004857481629999673320438819484730+
41320925487304219313300272052128374567081128125/
51473260465878049546312625996667868475958744246*6^(1/2)
a[16,7] =  
62798443349876457506718920843975661399949564598018488144466/
4132553498782573324058263582553715220777051359780141380625-\
72308807081932961554425711089716771013571419950657300729103/
12397660496347719972174790747661145662331154079340424141875*6^(1/2)
a[16,8] =  
1794909142126482564390848522924225553221469019751470544959297614654661293377/
52596481193994264435601626109752988674679691644275456716633975785978672500+
12200660472227101804595129319139169019658271305817/
16931561456559959115207709344056578263397760602500*6^(1/2)
a[16,9] =  -277524473278010966734284561239473931911566263637147\
7300455747022423270475907256/
228417153675584029725018045422706955827996328208181619436454383447149337555625+
341618493222358850528663620935896732550431596562876/
96101338378773357469245211954911505447551097205625*6^(1/2)
a[16,10] =  -27680554659769016623530979176727448251292244310769\
996015342190819068970556083063125000/329955777742964896057656138225660684467725\
8438797072955341581354051375036522231471437+
4426552127579895373479670356100179759944766558141730312500/
3077113738667320707748877199804636746494977000658967987677*6^(1/2)
a[16,11] =  -\
292603171929706291053929402159930330736639136252680853622275/
15473622826279161150227076887290262443510550964275858143964
a[16,12] =  -98157171295691069885693021932209993438249320845820\
9364759608693175466609866259415309525898851630516579473974487353982906961720352\
3509136682216933020431/28647699117093415307614664109440217180193725006859654293\
1028678669501762253287693294397689327797388113854588113430063939405071979092547\
998950955940992
a[16,13] =  
2729491144709837905799148766650782532906050298971406518524169921875/
2158115888622139473142775812109447802920656149243127309253686951469
a[16,14] =  0
a[16,15] =  0

b[1] =  8198160366203173411119943711500331/
561057579384085860167277847128765528
b[2] =  0
b[3] =  0
b[4] =  0
b[5] =  0
b[6] =  0
b[7] =  0
b[8] =  -455655493073428838813281446213740000000/
1163808011150910561240464225837312497869
b[9] =  19965163648706008081135075746915614720000000/
86394404190537086868394686205782432516544599
b[10] =  89231107919981418705566970804343750000000000000000000000/
699979870988335674445594679856445060562597693583175985391
b[11] =  47104273954945906713184913871143492/
209684639122339601934631113492763467
b[12] =  208450044214045004640105847407967506508321767983703830842263\
5129473073119667364731106233097274073473727950311938762714638167867715613604252\
4139311907482802844083/36670849891136373020238225328265100250605144718501926305\
1409665867580548476046814663361031692847559877535423212024623715541205938581497\
55539878561976786592389608
b[13] =  6053037282142306509795911286909179687500000000/
103899257350518063455290077573775162739725126989
b[14] =  917401104920993498360358406096725463867187500/
6724249815911346653315790737453607382989551463
b[15] =  2585449557665268951371699596493957/
84574345160764140163208606048427531
b[16] =  0

bh[1] =  552562031208180939317806684253/
27669654257734667858523344041464
bh[2] =  0
bh[3] =  0
bh[4] =  0
bh[5] =  0
bh[6] =  0
bh[7] =  0
bh[8] =  221223388631423597589898601690000000/
100946136798587090054685074667127461
bh[9] =  101835408791305297984657812561920000000/
1149763833200743759976506650241312100139
bh[10] =  1313720309077630014453239843750000000000000000000/
11518201923215510989126466531107437037395719117133
bh[11] =  4833611232701440504508086151728/
19081321241454145230196661524503
bh[12] =  -2129662374582324648106919795703373645353118273066742230724\
1727310258139647124736471440105992066698253827193591131962388577090255123405899\
57/1035543739272367080885190546201097218891268728118207332592595987554851882972\
292670881794178380097716583123063485287435793657425889233080568
bh[13] =  1084761591753640855844358063964843750000000/
3182895486031249071938549691320502488733423
bh[14] =  0
bh[15] =  0
bh[16] =  1839190071060649887127895100784/
38045139523510634351420875415397

c[17 = 1

a[17,1] =  8198160366203173411119943711500331/
561057579384085860167277847128765528
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] =  -455655493073428838813281446213740000000/
1163808011150910561240464225837312497869
a[17,9] =  19965163648706008081135075746915614720000000/
86394404190537086868394686205782432516544599
a[17,10] =  89231107919981418705566970804343750000000000000000000000/
699979870988335674445594679856445060562597693583175985391
a[17,11] =  47104273954945906713184913871143492/
209684639122339601934631113492763467
a[17,12] =  208450044214045004640105847407967506508321767983703830842263\
5129473073119667364731106233097274073473727950311938762714638167867715613604252\
4139311907482802844083/36670849891136373020238225328265100250605144718501926305\
1409665867580548476046814663361031692847559877535423212024623715541205938581497\
55539878561976786592389608
a[17,13] =  6053037282142306509795911286909179687500000000/
103899257350518063455290077573775162739725126989
a[17,14] =  917401104920993498360358406096725463867187500/
6724249815911346653315790737453607382989551463
a[17,15] =  2585449557665268951371699596493957/
84574345160764140163208606048427531
a[17,16] =  0

c[18] =  .7404185470631561083004100761798676215811

a[18,1] =  .1549973668189559302279946863304789372788e-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] =  .3355153219059635054403439303177105512242
a[18,9] =  .2003613944191860651552622660712101217322
a[18,10] =  .1252060659283549312946162355194540994211
a[18,11] =  .2298676393184206750544046308957155868736
a[18,12] = -.2020250653476181447824906889122391003637
a[18,13] =  .5917103230665456601422111997583025339897e-1
a[18,14] = -.2651834783047638681693835956996437528251e-1
a[18,15] = -.2384094602130971415278110567256446033405e-1
a[18,16] =  0.
a[18,17] =  .2718171570208501807097257892166705118335e-1

c[19] =  .888

a[19,1] =  .1302453943114338366054520296881099431474e-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] = -.7452850902413112085299330666038981625179
a[19,9] =  .2643867896429300961465132150322749722129
a[19,10] =  .1313961758372753932588328082078842388890
a[19,11] =  .2167253815122927263092467187957410643315
a[19,12] =  .8734117564076052559016338094938888451419
a[19,13] =  .1185905643935776688228545787724340848142e-1
a[19,14] =  .5876002941689550612992712203494447529933e-1
a[19,15] =  .3266518630202087866399279690939423159022e-2
a[19,16] =  0.
a[19,17] = -.8959308648417929824525368306101792182274e-2
a[19,18] =  .6941415157202692219907482080827253287034e-1

c[20] =  .696

a[20,1] =  .1397089996925942721283716334050740168797e-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] = -.4665765335957674596054673402956853940520
a[20,9] =  .2416372787216257077935214889875485248580
a[20,10] =  .1290363341345674735721677437066933999929
a[20,11] =  .2216700671735105311080225734522323922813
a[20,12] =  .6257275123364644931771253383573999863003
a[20,13] =  .4355312415679284117869124964829805160429e-1
a[20,14] =  .1011962491667290833450024852274278874501
a[20,15] =  .1808582254679721049279369742685497400353e-1
a[20,16] =  0.
a[20,17] = -.2079875587689169691156509689282083267654e-1
a[20,18] = -.9022232517086218976198252891464664868640e-1
a[20,19] = -.1212796735622254216011467740438097427634

c[21] =  .487

a[21,1] =  .1604638888318112738641232352800290501904e-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] =  .9517712399458336651642257453589397190702e-1
a[21,9] =  .1359187264655317806136927180199100622471
a[21,10] =  .1237765280959854006935081364365637515893
a[21,11] =  .2335656264102966047058755123098072346246
a[21,12] = -.9051508172625873314662090873741762206189e-1
a[21,13] = -.2537574270006131028513276914038326155331e-1
a[21,14] = -.1359631696887162048002744757083947500478
a[21,15] = -.4679214284145113075088049469061349990847e-1
a[21,16] =  0.
a[21,17] =  .5177958859391748239949773879090325427473e-1
a[21,18] =  .9672595677476773313884172931875718705561e-1
a[21,19] =  .1477312690340742769720989417101989769314
a[21,20] = -.1150750712958503934434410263732282100773

bi8[1,1] =  1.
bi8[1,2] = -12.74966541771576102412726774271024205003
bi8[1,3] =  68.53080766672322360449931519438662010864
bi8[1,4] = -194.8119745354184115708662255742713867869
bi8[1,5] =  317.8426371352858465721400485549409045261
bi8[1,6] = -299.7155409593396451474764978718840789438
bi8[1,7] =  152.1119186420412302044289062135608459907
bi8[1,8] = -32.19357055471805948607776335487247499763

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] =  141.0696092533712605710078918334708622849
bi8[8,3] = -1283.768450646593611469556198945305487267
bi8[8,4] =  4630.280061766681019456906394425884505766
bi8[8,5] = -8648.500976100316056391914391739346002386
bi8[8,6] =  8890.812161067019054072477301499300549282
bi8[8,7] = -4787.949212676938594146631544372229445471
bi8[8,8] =  1057.665286150543793998769524471496193587

bi8[9,1] =  0.
bi8[9,2] = -51.75101323451538200013913368910238945675
bi8[9,3] =  486.0412507312931363219502660627455126442
bi8[9,4] = -1777.475586368523869187924524440189207548
bi8[9,5] =  3345.498238649791484065923838383080369426
bi8[9,6] = -3455.762480007366110892744664331997981283
bi8[9,7] =  1867.081161290311461863227123612293652933
bi8[9,8] = -413.4004778109617695287019380323430573493

bi8[10,1] =  0.
bi8[10,2] =  16.32082008695896537661978157425676142665
bi8[10,3] = -118.7072740966746629137122793258036781419
bi8[10,4] =  379.8980653294655976666790006724113822620
bi8[10,5] = -659.1980179681815547557635890342282178072
bi8[10,6] =  645.0127094968870314571906430728856355521
bi8[10,7] = -335.3923630294779850989153429752631332406
bi8[10,8] =  72.19353685802189350615784496249014886653

bi8[11,1] =  0.
bi8[11,2] = -5.897787927512737700004074981094546266733
bi8[11,3] =  89.61427156602281202549839530979318529349
bi8[11,4] = -381.3887877052766946040448187450031021400
bi8[11,5] =  773.0964199867749581865429091250468401092
bi8[11,6] = -834.1212536283262120951621382995179788432
bi8[11,7] =  463.6209151933600203046608830911748528029
bi8[11,8] = -104.6991340674217303443344573066910439868

bi8[12,1] =  0.
bi8[12,2] = -211.5753578293942678386576895806496541353
bi8[12,3] =  1922.149747207956657441031349510100069933
bi8[12,4] = -6927.544647063403206822988172864704814066
bi8[12,5] =  12933.89131149183768334045388734576967421
bi8[12,6] = -13292.72252236109238830196845558874371599
bi8[12,7] =  7157.200591588665684047481512110694194478
bi8[12,8] = -1580.830687765595310572081908235178385210

bi8[13,1] =  0.
bi8[13,2] = -29.64315154973386448483853503830022916124
bi8[13,3] =  265.6161452668802722379486185155415065660
bi8[13,4] = -951.3146379152784513383019821793424939005
bi8[13,5] =  1769.876627954108227401999032086988914455
bi8[13,6] = -1814.926158732241586204906382926227921564
bi8[13,7] =  975.7252379518513874523768974027019911763
bi8[13,8] = -215.2758042600138267922695001811431333620

bi8[14,1] =  0.
bi8[14,2] = -78.71890822220322199073537821460790272065
bi8[14,3] =  702.2030963698086240509004430267820179684
bi8[14,4] = -2509.783618527791392508610051909561977746
bi8[14,5] =  4663.884687403353676982783161174879377253
bi8[14,6] = -4779.049763533834849959594190430001691071
bi8[14,7] =  2567.969360375736223208476377322945879725
bi8[14,8] = -566.3684221247208382190594586959862794242

bi8[15,1] =  0.
bi8[15,2] = -20.19281566680438095870219832836548040387
bi8[15,3] =  179.3637257949118586258743524266532193814
bi8[15,4] = -639.8126260732690700781771881696950701907
bi8[15,5] =  1187.623035597440146280793419574292438396
bi8[15,6] = -1216.083146478910882267036576696259876826
bi8[15,7] =  653.1305166034912224190607555907831343139
bi8[15,8] = -143.9981196370280660478353543467291609746

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] =  22.25529172937004228561680254541914022993
bi8[17,3] = -202.2768882656563899475956661732714767089
bi8[17,4] =  741.4504035959390672891852702617386096470
bi8[17,5] = -1420.171375819646417700236265030810075574
bi8[17,6] =  1506.826759283909640808006726351811877831
bi8[17,7] = -842.0883145405746016477682230643054253648
bi8[17,8] =  194.0041240166586589127913551094173499391

bi8[18,1] =  0.
bi8[18,2] =  14.87763987360506280784259993181818867611
bi8[18,3] = -312.2840512785346745116969727542541022617
bi8[18,4] =  1842.506617216153294661664671292748129746
bi8[18,5] = -4868.899648863078786274115894868122667808
bi8[18,6] =  6508.346688203267682481628418765155233374
bi8[18,7] = -4307.866481530869189076138573916573603059
bi8[18,8] =  1123.319236379456609910815751549228821331

bi8[19,1] =  0.
bi8[19,2] =  94.98456650525377646383263451778568838647
bi8[19,3] = -820.5775654295434684704012573738365180124
bi8[19,4] =  2818.347256898649110692476937532304801453
bi8[19,5] = -4992.649725157522569698401937223054737557
bi8[19,6] =  4835.804647435804986125480300928971220935
bi8[19,7] = -2434.068718877444022356652060555528975267
bi8[19,8] =  498.1595386248021872436653821733585200624

bi8[20,1] =  0.
bi8[20,2] =  63.46082596146032232234944838983857033697
bi8[20,3] = -387.6244695782448432215454472613264482576
bi8[20,4] =  652.6008727039380999132826268449332985693
bi8[20,5] =  222.0020976000799700370477743563371275858
bi8[20,6] = -1696.555363345186459306426642315756771818
bi8[20,7] =  1674.058335196842891022210000150369785868
bi8[20,8] = -527.9422985388899807669177601643955622843

bi8[21,1] =  0.
bi8[21,2] =  57.55994643786018616993511878224123285359
bi8[21,3] = -588.2803453083489337731949182122044212454
bi8[21,4] =  2317.048600678134906430718062852747324934
bi8[21,5] = -4624.295311909926608047251992705773944827
bi8[21,6] =  5002.133263559409739230532157842265499369
bi8[21,7] = -2803.532946186995728195816710610623754886
bi8[21,8] =  639.3667927298664381850782820513480638022

c[22] =  .25e-1

a[22,1] =  .1802918623893620731908165792176564180038e-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] =  .6983601042028873702545973390560096201728e-1
a[22,9] = -.2541247660791663512384395986842781657182e-1
a[22,10] =  .8487827035463274491721441398893680307535e-2
a[22,11] = -.2427525516089801645451101966852425715128e-2
a[22,12] = -.1047839752893819879012607694745789515746
a[22,13] = -.1473147795248041942353840372690095884761e-1
a[22,14] = -.3916338390816177165706892282751065537530e-1
a[22,15] = -.1005657343293959419073236542225421561652e-1
a[22,16] =  0.
a[22,17] =  .1102510392204834322538452331445716455061e-1
a[22,18] =  .5092830749095398308703438556315975226108e-2
a[22,19] =  .4759715599420644505591133410826632557391e-1
a[22,20] =  .3386307003288382751110965442296681690349e-1
a[22,21] =  .2764422831404797700452373965825845732168e-1

c[23] =  .15

a[23,1] =  .1677431640522778042988664067637191163626e-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] =  .6220437408820475326702539861577894278533
a[23,9] = -.2060859809768841878234097076241307428139
a[23,10] =  .1156394989766058889629372195583391792474
a[23,11] =  .2664101793378358946544219293685167025971e-1
a[23,12] = -.9376810793418770527505892794460093668860
a[23,13] = -.1367806466702160302637074581619101741312
a[23,14] = -.3678480995268296672182605288991379118419
a[23,15] = -.9547871314402478902820445838193201497337e-1
a[23,16] =  0.
a[23,17] =  .1013492018422369748729008873270013785313
a[23,18] = -.8911323084568593396468400926074881389560e-1
a[23,19] =  .4664140988974760478895528270623735057521
a[23,20] =  .4502736292354579812232681662308722738519
a[23,21] =  .1838522463326818655346135218242696774099
a[23,22] =  0.

c[24] =  .32

a[24,1] =  .1071149731491444187554380927165768658192e-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] = -.7094336118221108191937165464264324417735e-1
a[24,9] =  .1002164900340091596740582334112699697590
a[24,10] =  .1383453980468025108839271214703390659581
a[24,11] =  .1796330633578163411338104055485109917477
a[24,12] =  .9048246545576180974879274948815422276563e-1
a[24,13] = -.5460662294523338383345981122023862069115e-2
a[24,14] = -.3000457905119619782973021046143166498567e-1
a[24,15] = -.1145192026962799093665613252151017277867e-1
a[24,16] =  0.
a[24,17] =  .1003394686109385076849515422360600302176e-1
a[24,18] = -.9506485282809046129031027932806241113157e-1
a[24,19] =  .4853358804093591445756711642658478691640e-1
a[24,20] =  .8013325919783924638483373011297347396327e-1
a[24,21] = -.1251643326835242045676140618774248455713
a[24,22] =  0.
a[24,23] =  0.

c[25] =  .78

a[25,1] =  .1410172088869221367153586187761994182069e-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] = -.3713379753704491105936205420001801316029
a[25,9] =  .2231265548117180273161442520179150684520
a[25,10] =  .1287005345918120122888629169443916280865
a[25,11] =  .2224600659675494761192249831098918110654
a[25,12] =  .5382853042550701952740528638168708946100
a[25,13] =  .5417202616988763101781128062036252796548e-1
a[25,14] =  .1256968791308743925752109039299467082975
a[25,15] =  .2784492789002054061504430663197543089132e-1
a[25,16] =  0.
a[25,17] = -.3077409246205059733390460511525401688205e-1
a[25,18] =  .8569805293689777608077303071761466118035e-2
a[25,19] = -.1535174690587044615794997685221990516897
a[25,20] = -.2179957030548196497189489878038029238243e-1
a[25,21] =  .1447128819737186799295514239727801525027e-1
a[25,22] =  0.
a[25,23] =  0.
a[25,24] =  0.

c[26] =  .96

a[26,1] =  .1424600411735646609296566581447532773183e-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] = -.3767107393295407091303982522049390741260
a[26,9] =  .2252399780730421480874737297000189000070
a[26,10] =  .1283603076292529988314451246143633426068
a[26,11] =  .2230238705261692544876826347415151339678
a[26,12] =  .5463127827750747224899202176094949607118
a[26,13] =  .5526190791375779994553849469706124289752e-1
a[26,14] =  .1285613508749982456581494397108686240388
a[26,15] =  .2857250681296406482698934635829147899039e-1
a[26,16] =  0.
a[26,17] = -.2398761886357108720930416967644499057175e-1
a[26,18] =  .5556224458910509454379297181908734648749e-1
a[26,19] = -.1740675650762838674257930398070760254668e-1
a[26,20] = -.3815462365996979065575121886854199471011e-1
a[26,21] =  .1111878504898917877407531966545730451506e-1
a[26,22] =  0.
a[26,23] =  0.
a[26,24] =  0.
a[26,25] =  0.

bi9[1,1] =  1.
bi9[1,2] = -28.33048870061739823290767301658881994700
bi9[1,3] =  257.6535452078577977252092979905248156497
bi9[1,4] = -1152.154455743457311528752964691951881858
bi9[1,5] =  2909.390878345408890936564599116550031880
bi9[1,6] = -4355.005172868188498048946108887283528629
bi9[1,7] =  3834.083497036262189455855371796461857871
bi9[1,8] = -1835.419052683407081215583427992189311730
bi9[1,9] =  368.7958613829998340610814211036270246107

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] =  2.649656243770091212685381903551424676261
bi9[8,3] = -96.30312807816005963630382777245983513008
bi9[8,4] =  869.3095462492795755338599928089438369769
bi9[8,5] = -3395.688567551074115525201961265641584358
bi9[8,6] =  6796.933987158715680563278170147156885480
bi9[8,7] = -7340.848417712071304684606060804637321789
bi9[8,8] =  4082.848896992365666259441580054990759905
bi9[8,9] = -919.2934944890586676320942978986329899642

bi9[9,1] =  0.
bi9[9,2] = -1.563945181928732780647121505551017046606
bi9[9,3] =  56.84239739272860000194549791973820565214
bi9[9,4] = -513.1052300304284642178552372517916694426
bi9[9,5] =  2004.286702110323162741493515173880535381
bi9[9,6] = -4011.853305913929339500285683507736138334
bi9[9,7] =  4332.895839278586189971336003691596594090
bi9[9,8] = -2409.879347937144606091337260195738587773
bi9[9,9] =  542.6079835318221405169412532400889768401

bi9[10,1] =  0.
bi9[10,2] = -.8627103334967223830653368770735555216700
bi9[10,3] =  31.35565375185173442495465167501846267906
bi9[10,4] = -283.0413682227354209126847112083546012674
bi9[10,5] =  1105.613463426006937052739159664962261462
bi9[10,6] = -2213.036200678452629288185991597653042989
bi9[10,7] =  2390.131097754120588994847482867886207858
bi9[10,8] = -1329.348266146873716496636094950745123424
bi9[10,9] =  299.3158071265785138462868993727082901209

bi9[11,1] =  0.
bi9[11,2] = -1.520295337901214839055193576160469820911
bi9[11,3] =  55.25592121120227100440616045452813504748
bi9[11,4] = -498.7844190970740738969945498750124435385
bi9[11,5] =  1948.346888525776056658403461666308795237
bi9[11,6] = -3899.882136407551390287649940376076923682
bi9[11,7] =  4211.964345158858030803618536151121927765
bi9[11,8] = -2342.619408856117128087568672414857706561
bi9[11,9] =  527.4637482204278644179968961638568925209

bi9[12,1] =  0.
bi9[12,2] = -3.846938844125523400516071820264700141179
bi9[12,3] =  139.8189840986840520353362018994734906611
bi9[12,4] = -1262.118687621600386514715930156791825893
bi9[12,5] =  4930.075848057311658057235318456802793199
bi9[12,6] = -9868.219486069539059368988308801366826185
bi9[12,7] =  10657.90892434886730229746304583865145121
bi9[12,8] = -5927.738759872814112912292792695856187255
bi9[12,9] =  1334.688551172190921099749059976639173619

bi9[13,1] =  0.
bi9[13,2] = -.3942713061200141454309326713125653612517
bi9[13,3] =  14.32999476067649707020689155180345562459
bi9[13,4] = -129.3540665994558117853022852051786116929
bi9[13,5] =  505.2816077002517600897861155496606850457
bi9[13,6] = -1011.390080139433268878243655218566636574
bi9[13,7] =  1092.325051781891697669369143688906543465
bi9[13,8] = -607.5317019302810290917918493845279272648
bi9[13,9] =  136.7917244480423273434147193694336909663

bi9[14,1] =  0.
bi9[14,2] = -.9233145622082101394378429409444333268499
bi9[14,3] =  33.55834582309798808260613735851232640640
bi9[14,4] = -302.9246397549735936661321348695774835448
bi9[14,5] =  1183.281306967867553342903125095128753568
bi9[14,6] = -2368.498986790111516106072390247333149007
bi9[14,7] =  2558.034559755808027369106332027405169828
bi9[14,8] = -1422.733175577880214903071122439856598476
bi9[14,9] =  320.3423358787481875842587982911148385364

bi9[15,1] =  0.
bi9[15,2] = -.2068862802930053801253649628830330891017
bi9[15,3] =  7.519388975651662772174695012120581518594
bi9[15,4] = -67.87605708082904058354114755731111898667
bi9[15,5] =  265.1367996984150421661637988925923843021
bi9[15,6] = -530.7074807559025368587558119659212235622
bi9[15,7] =  573.1765495641490277116961329189087439579
bi9[15,8] = -318.7905688834868978004500126002971837241
bi9[15,9] =  71.77882490212657594681492031347005327988

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] = -.4472441906744099441704338175964823026105
bi9[17,3] =  16.44684676010503791623763886833381020592
bi9[17,4] = -154.4086105921295528355180056633078150675
bi9[17,5] =  641.8986298540248497333509289273669726482
bi9[17,6] = -1391.939225687982391028602609567895699003
bi9[17,7] =  1643.890568302952013019278202625162156841
bi9[17,8] = -1004.065297223317845596795060426393517046
bi9[17,9] =  248.6243327770222987362193390543305737239

bi9[18,1] =  0.
bi9[18,2] = -.1507876007899797948720901584434839156279
bi9[18,3] =  5.527328824824632235316362126620825363280
bi9[18,4] = -51.33833743084618751433903968701557585387
bi9[18,5] =  209.6022002703280347991393999433060881829
bi9[18,6] = -442.7692650421825928714839983614217797969
bi9[18,7] =  505.0579312588052893780948070449787925777
bi9[18,8] = -295.6336410615619366143935619944592839974
bi9[18,9] =  69.70457078142274038253812108643441743987

bi9[19,1] =  0.
bi9[19,2] = -.6413652207435296452288504944964177537185
bi9[19,3] =  23.51013248624684600263471193689787394701
bi9[19,4] = -218.3642683246972281497485359238725613162
bi9[19,5] =  891.5292818535365634586829868055833114383
bi9[19,6] = -1883.290177206007885518558760085145850658
bi9[19,7] =  2148.230954488399755970660772306573864434
bi9[19,8] = -1257.458401521712336970840850120592935471
bi9[19,9] =  296.4838434449778148523985255750527153802

bi9[20,1] =  0.
bi9[20,2] =  1.810729313444845732964058528284532356045
bi9[20,3] = -66.37479657295337371220255196726289169374
bi9[20,4] =  616.4952025401106511929691356878863855003
bi9[20,5] = -2517.003030777322559684753470471663859295
bi9[20,6] =  5316.984175781033401491488704359579721604
bi9[20,7] = -6064.976140789574108556866601189158423779
bi9[20,8] =  3550.109538888391317555902194852386816092
bi9[20,9] = -837.0456783831301740195014698000522807852

bi9[21,1] =  0.
bi9[21,2] =  .5176008760353717918864555990277480363987e-1
bi9[21,3] = -1.897337862580348756406065418550014243949
bi9[21,4] =  17.62264820793629244181715147639285955422
bi9[21,5] = -71.94907400242465946110661282550878163878
bi9[21,6] =  151.9871383765666045085018751235590550206
bi9[21,7] = -173.3686498747860565970136435029707518663
bi9[21,8] =  101.4806461521468075879782291473158292931
bi9[21,9] = -23.92713108446217690295957956014097092250

bi9[22,1] =  0.
bi9[22,2] =  31.32178255668799909977422939838912846070
bi9[22,3] = -355.6570858339106059687054319211280026146
bi9[22,4] =  1752.685282489515979253875884672206842255
bi9[22,5] = -4708.092293138363367969732154806019707156
bi9[22,6] =  7370.900776193488713149861391844801840850
bi9[22,7] = -6716.504964764565347011489385051202629762
bi9[22,8] =  3303.940398161185772296756776169088470785
bi9[22,9] = -678.5938956640391428503413103061359428182

bi9[23,1] =  0.
bi9[23,2] = -2.719607334185924760747802644504744092917
bi9[23,3] =  86.64045615858264001154848875638486632034
bi9[23,4] = -454.1926030939030807863651114984001402596
bi9[23,5] =  1014.749221100543425314268817989377200147
bi9[23,6] = -1133.583456714543865890388885909333783663
bi9[23,7] =  610.4671827718666569168001429679645990946
bi9[23,8] = -109.0233499449543802317396567002119357593
bi9[23,9] = -12.33784294340547057337599296127606178639

bi9[24,1] =  0.
bi9[24,2] =  3.177214801432923432265738869490200556403
bi9[24,3] = -113.8098697715142983214434051918276259885
bi9[24,4] =  978.0935981825675014833003847211971070224
bi9[24,5] = -3575.129377623670076451027372711378100786
bi9[24,6] =  6764.361519838450570830405988615992045681
bi9[24,7] = -6987.161043852012362644872233028628887679
bi9[24,8] =  3751.905762789571137088934326513342858381
bi9[24,9] = -821.4378043648253954175634277881875971878

bi9[25,1] =  0.
bi9[25,2] =  .8772843083465530069477626269697233842708
bi9[25,3] = -31.51810423988375104361582759389916060143
bi9[25,4] =  273.1229151353221133842213845530391043248
bi9[25,5] = -993.2198643101781966584366870874238565290
bi9[25,6] =  1787.888078312663987193988385659681964836
bi9[25,7] = -1677.394835799640950953367739332661886275
bi9[25,8] =  781.3579535062687952504707744453846824540
bi9[25,9] = -141.1134269128985501802080532710905715931

bi9[26,1] =  0.
bi9[26,2] =  1.719427581798715782378897599231938082126
bi9[26,3] = -62.89867309250732184389962568482931880335
bi9[26,4] =  580.3335507873980391019057196688995930872
bi9[26,5] = -2348.110620506760958600472968113883922730
bi9[26,6] =  4921.119298612906015908637628774963068611
bi9[26,7] = -5597.912448707916639109910311016358007839
bi9[26,8] =  3288.597775149621789973016480733216881572
bi9[26,9] = -782.8483098245396412116558219612402319811