Canonical Truncated Snub Dodecahedron (laevo)

C0  = 0.0203007516668909913502264120528
C1  = 0.0258859475833834438714345328257
C2  = 0.05526856005762063526853098809954
C3  = 0.0578024889071021124619310567021
C4  = 0.122890776655877916742258389353
C5  = 0.143191528322768908092484801406
C6  = 0.166360799721809771381679562407
C7  = 0.208245142742722386335824157874
C8  = 0.210084409730180987535577602262
C9  = 0.229771705809525639946112544179
C10 = 0.234619518503122115870607193720
C11 = 0.265415792176474954931693963661
C12 = 0.268598000027663507118958988487
C13 = 0.289888078560742751139138181820
C14 = 0.294483947611046950990393521313
C15 = 0.295063375928885705492081995498
C16 = 0.298263098370675662317056542967
C17 = 0.311061771366414876574792058140
C18 = 0.328145910189152097065448652546
C19 = 0.383414470246772732333979640646
C20 = 0.396132505531335411327792106586
C21 = 0.408925863263263597109289265764
C22 = 0.437424844269288548268779717516
C23 = 0.438016848552248026281936702054
C24 = 0.441773169457464304494651845071
C25 = 0.449752524559405897645753315887
C26 = 0.462299079086715613680889483140
C27 = 0.462814492105769880510991606022
C28 = 0.473148747048216417001690119639
C29 = 0.483115243772660871861218018074
C30 = 0.497104551903758271890768206469
C31 = 0.526851252951783582998309880361
C32 = 0.538765168982974573342444880171
C33 = 0.562575155730711451731220282484
C34 = 0.5636613759565492126110409839854
C35 = 0.571612475177175280727807459477
C36 = 0.572643301215283814388011705240
C37 = 0.605490607409484521773374284546
C38 = 0.605545718977461827565185579453
C39 = 0.642845836097727137540380096433
C40 = 0.661140532619798223254601146642
C41 = 0.666841805581739863532085793091
C42 = 0.6814412842866892146048275586952
C43 = 0.681956697305743481434929681576
C44 = 0.682840201019269034614795855733
C45 = 0.694503251833053197470065848830
C46 = 0.707194276897750287902584164726
C47 = 0.733080224481133731774018697552
C48 = 0.745662464721419627779347996699
C49 = 0.763036825608959168140828301459
C50 = 0.771548412304803071650782529524
C51 = 0.771906518699271598946865141860
C52 = 0.797194674233833567601827476204
C53 = 0.820839314516061280602759358161
C54 = 0.849201000741078805996475418140
C55 = 0.854997163140935680063758532906
C56 = 0.870906399585959476705068248207
C57 = 0.875086948324462249867909950966
C58 = 0.892041107035924468970507283839
C59 = 0.904587661563234185005643451092
C60 = 0.937909212026612843032462091932
C61 = 0.946857076463164169536521522356
C62 = 0.953907607464142014115172154573
C63 = 0.959403630990473885571657689610
C64 = 0.977903576948154740106877851231
C65 = 0.980538338440438877837096725241

C0  = root of the polynomial:
    98698176*(x^16) + 303593400*(x^15) - 79947225*(x^14) - 225681207*(x^13)
    + 1104480664*(x^12) + 435925520*(x^11) - 127899286*(x^10)
    - 25455716*(x^9) - 35361689*(x^8) - 10308788*(x^7) + 3093068*(x^6)
    + 516744*(x^5) - 47650*(x^4) - 1683*(x^3) + 184*(x^2) - 52*x + 1
C1  = root of the polynomial:
    33643600*(x^16) - 56774100*(x^15) - 155733035*(x^14) - 179760595*(x^13)
    + 945902734*(x^12) + 714572390*(x^11) - 808490862*(x^10)
    - 1108106492*(x^9) - 634537489*(x^8) - 195927948*(x^7) - 20871292*(x^6)
    + 1253396*(x^5) + 37900*(x^4) + 7003*(x^3) + 1044*(x^2) + 6*x - 1
C2  = root of the polynomial:
    55990084*(x^16) + 131920602*(x^15) + 215261773*(x^14) - 339027404*(x^13)
    - 1131533194*(x^12) - 2115086541*(x^11) - 1363231433*(x^10)
    + 729187848*(x^9) + 734502326*(x^8) + 9395516*(x^7) - 148824254*(x^6)
    - 46495827*(x^5) - 2514538*(x^4) + 504064*(x^3) + 16369*(x^2) - 2325*x + 45
C3  = root of the polynomial:
    55990084*(x^16) + 213114622*(x^15) - 193958765*(x^14) - 1037141703*(x^13)
    - 224404500*(x^12) + 1643742852*(x^11) - 81297739*(x^10) + 918394568*(x^9)
    + 155866298*(x^8) + 9261570*(x^7) - 54349896*(x^6) - 19231995*(x^5)
    + 364522*(x^4) + 330817*(x^3) - 9779*(x^2) - 1140*x + 45
C4  = root of the polynomial:
    1542159*(x^16) - 903906*(x^15) + 1249524*(x^14) + 9377004*(x^13)
    + 7008934*(x^12) + 6365306*(x^11) - 5829817*(x^10) - 18894002*(x^9)
    + 2451877*(x^8) + 10889755*(x^7) - 1922698*(x^6) - 2252115*(x^5)
    + 720629*(x^4) + 82842*(x^3) - 62861*(x^2) + 8954*x - 404
C5  = root of the polynomial:
    98698176*(x^16) + 245743416*(x^15) + 262595511*(x^14)
    - 514327971*(x^13) - 1341763886*(x^12) + 431338786*(x^11)
    + 1768013312*(x^10) - 407727619*(x^9) - 1030420856*(x^8)
    + 330181238*(x^7) + 209539241*(x^6) - 109531575*(x^5)
    + 9684212*(x^4) + 2034897*(x^3) - 305417*(x^2) + 931*x + 649
C6  = root of the polynomial:
    33643600*(x^16) - 128777300*(x^15) + 164807415*(x^14)
    + 97690415*(x^13) - 717450261*(x^12) + 1059346880*(x^11)
    + 267467863*(x^10) - 1404792057*(x^9) + 396378651*(x^8)
    + 582785297*(x^7) - 395991497*(x^6) + 66673956*(x^5)
    + 10815360*(x^4) - 4869392*(x^3) + 515289*(x^2) - 14689*x + 59
C7  = root of the polynomial:
    33643600*(x^16) + 151972300*(x^15) + 502310665*(x^14)
    + 993261435*(x^13) + 1370968964*(x^12) + 1136969790*(x^11)
    + 161099483*(x^10) - 502479518*(x^9) - 273176459*(x^8)
    + 88745033*(x^7) + 54593063*(x^6) - 12040226*(x^5)
    - 2862085*(x^4) + 606472*(x^3) + 35469*(x^2) - 9466*x + 359
C8  = root of the polynomial:
    71950970304*(x^16) - 68780432664*(x^15) + 177450098517*(x^14)
    - 395938095111*(x^13) - 32005094544*(x^12) + 872930462733*(x^11)
    + 74909008818*(x^10) - 366794818371*(x^9) - 126007221915*(x^8)
    + 21210745941*(x^7) + 9275291910*(x^6) - 1094206023*(x^5)
    - 55867761*(x^4) + 15125490*(x^3) - 515610*(x^2) - 74100*x + 2225
C9  = root of the polynomial:
    4205450000*(x^16) + 11072762500*(x^15) + 4939298125*(x^14)
    - 14062783125*(x^13) + 11884769250*(x^12) + 14865357375*(x^11)
    - 11365749500*(x^10) - 10703111750*(x^9) - 154960500*(x^8)
    + 2138440850*(x^7) + 440657850*(x^6) - 102192975*(x^5)
    - 21289330*(x^4) + 1310725*(x^3) - 10900*(x^2) - 16455*x - 531
C10 = root of the polynomial:
    55990084*(x^16) - 237546408*(x^15) - 376482967*(x^14) + 1739416015*(x^13)
    + 1452627363*(x^12) - 3692565116*(x^11) - 3535392351*(x^10)
    + 779871714*(x^9) + 1407590757*(x^8) + 1300278167*(x^7) + 399943269*(x^6)
    - 1087021213*(x^5) - 355170375*(x^4) + 340658248*(x^3) + 38317653*(x^2)
    - 43480370*x + 5411479
C11 = root of the polynomial:
    71950970304*(x^16) - 528527916000*(x^15) + 1631806891857*(x^14)
    - 2498499551637*(x^13) + 1516008661596*(x^12) + 594752683887*(x^11)
    - 1295963063433*(x^10) + 645498285678*(x^9) - 194350503006*(x^8)
    + 85859142129*(x^7) - 26648984259*(x^6) + 82153764*(x^5)
    + 1853896770*(x^4) - 423565650*(x^3) + 39596496*(x^2) - 1603980*x + 21605
C12 = root of the polynomial:
    1051362500*(x^16) + 5212537500*(x^15) + 13426859375*(x^14)
    + 18766005625*(x^13) + 8961911125*(x^12) - 9993209250*(x^11)
    - 16360469500*(x^10) - 7479611625*(x^9) + 535482100*(x^8)
    + 1287842975*(x^7) + 84297425*(x^6) - 91382175*(x^5)
    + 5828455*(x^4) + 902800*(x^3) - 100705*(x^2) + 2415*x + 9
C13 = root of the polynomial:
    55990084*(x^16) - 105625806*(x^15) - 73849769*(x^14)
    + 166000985*(x^13) - 327033335*(x^12) - 1042353508*(x^11)
    - 1089525270*(x^10) - 184804838*(x^9) + 431709869*(x^8)
    + 14514777*(x^7) - 169069366*(x^6) + 30814226*(x^5) + 46854181*(x^4)
    - 11941139*(x^3) - 5983818*(x^2) + 2540865*x - 251869
C14 = root of the polynomial:
    4205450000*(x^16) + 13753387500*(x^15) - 20165403125*(x^14)
    - 93487810000*(x^13) + 16387778250*(x^12) + 239509967375*(x^11)
    + 90736185375*(x^10) - 216844797375*(x^9) - 123457235850*(x^8)
    + 77862426850*(x^7) + 47119252575*(x^6) - 11729470550*(x^5)
    - 4787395155*(x^4) + 1071174800*(x^3) + 105213330*(x^2)
    - 44178940*x + 2634701
C15 = root of the polynomial:
    2102725*(x^16) - 23945600*(x^15) + 123277890*(x^14) - 374599745*(x^13)
    + 741875949*(x^12) - 1003167565*(x^11) + 943837528*(x^10) - 611671788*(x^9)
    + 254262726*(x^8) - 47993197*(x^7) - 12212302*(x^6) + 11023094*(x^5)
    - 3209170*(x^4) + 429647*(x^3) - 14456*(x^2) - 2036*x + 139
C16 = root of the polynomial:
    7994552256*(x^16) + 19724378040*(x^15) - 16972529157*(x^14)
    - 45090161217*(x^13) + 90727634979*(x^12) + 32217428187*(x^11)
    - 76037732802*(x^10) - 8871962562*(x^9) + 20085022791*(x^8)
    + 211231854*(x^7) - 2193067701*(x^6) + 69589899*(x^5)
    + 111285735*(x^4) - 1474590*(x^3) - 3501256*(x^2) - 48710*x + 59845
C17 = root of the polynomial:
    33643600*(x^16) - 45605900*(x^15) - 105661385*(x^14)
    + 232382520*(x^13) + 250308284*(x^12) - 1308011595*(x^11)
    + 1025468038*(x^10) + 1447331493*(x^9) - 3202778689*(x^8)
    + 2195217602*(x^7) - 311447277*(x^6) - 446167014*(x^5)
    + 309261625*(x^4) - 90499917*(x^3) + 13046544*(x^2) - 765819*x + 2979
C18 = root of the polynomial:
    55990084*(x^16) + 553546478*(x^15) + 2516838651*(x^14) + 7021511842*(x^13)
    + 13233167139*(x^12) + 16988069422*(x^11) + 13707643232*(x^10)
    + 4918475394*(x^9) - 1398674638*(x^8) - 1130580750*(x^7) + 861776618*(x^6)
    + 445819495*(x^5) - 391200966*(x^4) - 168390356*(x^3) + 67608591*(x^2)
    + 18657122*x - 5558159
C19 = root of the polynomial:
    55990084*(x^16) + 685467080*(x^15) + 3574686323*(x^14)
    + 10332989516*(x^13) + 17783353925*(x^12) + 17624277914*(x^11)
    + 7592331187*(x^10) - 2360679591*(x^9) - 3904960640*(x^8)
    - 924507640*(x^7) + 449997610*(x^6) + 181037354*(x^5)
    - 20568105*(x^4) - 6340052*(x^3) + 880871*(x^2) - 428286*x + 69089
C20 = root of the polynomial:
    4205450000*(x^16) - 5024400000*(x^15) + 1787446875*(x^14)
    + 14295792500*(x^13) - 42189443000*(x^12) + 47532783875*(x^11)
    + 76407675625*(x^10) - 153413076625*(x^9) - 11272845750*(x^8)
    + 135021143075*(x^7) - 58764534525*(x^6) - 26636008325*(x^5)
    + 29926791130*(x^4) - 9892634730*(x^3) + 1366411705*(x^2)
    - 41889280*x - 4425059
C21 = root of the polynomial:
    71950970304*(x^16) - 741975564312*(x^15) + 3367164649221*(x^14)
    - 8752643003187*(x^13) + 14184186161481*(x^12) - 14459849254827*(x^11)
    + 8464741945542*(x^10) - 1388953403118*(x^9) - 1858659286059*(x^8)
    + 1564713030744*(x^7) - 477711653319*(x^6) - 14966819955*(x^5)
    + 56291796333*(x^4) - 14972508054*(x^3) + 229294998*(x^2)
    + 520761552*x - 67892899
C22 = root of the polynomial:
    13997521*(x^16) - 238857033*(x^15) + 1887368725*(x^14) - 9141621518*(x^13)
    + 30305618970*(x^12) - 72769062193*(x^11) + 130704766004*(x^10)
    - 178886775022*(x^9) + 188276358317*(x^8) - 152652760065*(x^7)
    + 94848696806*(x^6) - 44585133835*(x^5) + 15502612228*(x^4)
    - 3843439123*(x^3) + 638813794*(x^2) - 63404965*x + 2823005
C23 = root of the polynomial:
    262840625*(x^16) + 1879331250*(x^15) + 5237075000*(x^14)
    + 6593485625*(x^13) + 2173039500*(x^12) - 4368776750*(x^11)
    - 6923304250*(x^10) - 4103830000*(x^9) + 870475500*(x^8)
    + 2655812475*(x^7) + 729937125*(x^6) - 586480875*(x^5) - 243893470*(x^4)
    + 65364855*(x^3) + 27364185*(x^2) - 3488400*x - 909504
C24 = root of the polynomial:
    7994552256*(x^16) - 3992027328*(x^15) - 38690085051*(x^14)
    + 22281365223*(x^13) + 142450167726*(x^12) - 259528364037*(x^11)
    + 126313352343*(x^10) + 76633705206*(x^9) - 107724828852*(x^8)
    + 27719477505*(x^7) + 15844852107*(x^6) - 10942232490*(x^5)
    + 1258141356*(x^4) + 720524946*(x^3) - 261803306*(x^2)
    + 29034888*x - 597461
C25 = root of the polynomial:
    4496935644*(x^16) - 7580907450*(x^15) + 24552987543*(x^14)
    - 27411066306*(x^13) + 24995908989*(x^12) - 15375039381*(x^11)
    - 4933310670*(x^10) + 11494659132*(x^9) - 4242979260*(x^8)
    - 720668421*(x^7) + 876761172*(x^6) - 199451052*(x^5)
    - 9205344*(x^4) + 14317371*(x^3) - 3523368*(x^2) + 427509*x - 21529
C26 = root of the polynomial:
    71950970304*(x^16) + 363433210560*(x^15) + 793954043613*(x^14)
    + 664816754331*(x^13) - 385729394166*(x^12) - 793044892404*(x^11)
    + 177179950800*(x^10) + 229401290133*(x^9) - 137773787760*(x^8)
    + 31892151141*(x^7) + 28737264402*(x^6) - 22394169333*(x^5)
    + 2538360486*(x^4) + 1464972399*(x^3) - 403642398*(x^2)
    + 25967586*x + 212081
C27 = root of the polynomial:
    71950970304*(x^16) + 162791479512*(x^15) + 167041714995*(x^14)
    + 336113705196*(x^13) + 670116291273*(x^12) + 187021773018*(x^11)
    - 839919942810*(x^10) - 595188774603*(x^9) + 388052543988*(x^8)
    + 353043837576*(x^7) - 111275383446*(x^6) - 90424727865*(x^5)
    + 24193253214*(x^4) + 9105690411*(x^3) - 2794142901*(x^2)
    - 69456882*x + 43467601
C28 = root of the polynomial:
    55990084*(x^16) - 377449868*(x^15) + 1230175111*(x^14) - 2325402037*(x^13)
    + 2378248369*(x^12) - 511298707*(x^11) - 1768554028*(x^10)
    + 1902341676*(x^9) + 254840047*(x^8) - 2320203125*(x^7) + 2614672273*(x^6)
    - 1657375210*(x^5) + 678252399*(x^4) - 182502859*(x^3) + 31126611*(x^2)
    - 3035652*x + 128161
C29 = root of the polynomial:
    71950970304*(x^16) + 384111068112*(x^15) + 786424521915*(x^14)
    + 341346546657*(x^13) - 1008086949738*(x^12) - 1268366529807*(x^11)
    - 36002534211*(x^10) + 585522549045*(x^9) + 171971058852*(x^8)
    - 99508070376*(x^7) - 41373858456*(x^6) + 4760924283*(x^5)
    + 3484336761*(x^4) + 557070354*(x^3) - 79313370*(x^2)
    - 43553241*x - 2513029
C30 = root of the polynomial:
    71950970304*(x^16) - 495675729288*(x^15) + 1717349852835*(x^14)
    - 4156482709917*(x^13) + 7543826242434*(x^12) - 9669477584961*(x^11)
    + 7602376037328*(x^10) - 2060856639603*(x^9) - 2311569698553*(x^8)
    + 2769501512619*(x^7) - 1124888792868*(x^6) - 12323731311*(x^5)
    + 180250887699*(x^4) - 56092194810*(x^3) - 710299068*(x^2)
    + 3294159996*x - 472138631
C31 = root of the polynomial:
    55990084*(x^16) - 518391476*(x^15) + 2287237171*(x^14)
    - 6619260417*(x^13) + 14256219929*(x^12) - 23775680331*(x^11)
    + 30798495146*(x^10) - 30848101078*(x^9) + 23785557085*(x^8)
    - 14028215005*(x^7) + 6248583113*(x^6) - 2050461080*(x^5)
    + 471941716*(x^4) - 68220225*(x^3) + 4202814*(x^2) + 277470*x - 46755
C32 = root of the polynomial:
    71950970304*(x^16) - 468231013800*(x^15) + 1280041671843*(x^14)
    - 2034664541244*(x^13) + 2640536951544*(x^12) - 3722817105729*(x^11)
    + 4416748615890*(x^10) - 2837663020557*(x^9) - 45821841345*(x^8)
    + 1374354441261*(x^7) - 793923038433*(x^6) + 31454210952*(x^5)
    + 130176912501*(x^4) - 43930081341*(x^3) - 298695813*(x^2)
    + 2412794661*x - 326938489
C33 = root of the polynomial:
    13997521*(x^16) + 14896697*(x^15) - 15784250*(x^14) - 40163927*(x^13)
    + 10631416*(x^12) + 44575374*(x^11) - 27248453*(x^10) - 3629958*(x^9)
    + 457028*(x^8) + 20601094*(x^7) - 27182377*(x^6) + 15181889*(x^5)
    - 3703884*(x^4) + 75280*(x^3) + 145463*(x^2) - 27524*x + 1616
C34 = root of the polynomial:
    210272500*(x^16) - 1352052500*(x^15) + 3994076125*(x^14)
    - 6639264250*(x^13) + 5729940000*(x^12) - 402941875*(x^11)
    - 3918813650*(x^10) + 2655502050*(x^9) + 500636850*(x^8)
    - 823020450*(x^7) - 333789970*(x^6) + 546357425*(x^5) - 164526705*(x^4)
    - 13667635*(x^3) + 14479934*(x^2) - 2082005*x + 71555
C35 = root of the polynomial:
    17987742576*(x^16) + 59454076140*(x^15) - 67835117223*(x^14)
    - 304633751634*(x^13) + 153940046076*(x^12) + 667033891191*(x^11)
    - 299008328850*(x^10) - 794004378147*(x^9) + 466559287605*(x^8)
    + 430640269821*(x^7) - 348630181677*(x^6) - 71444532573*(x^5)
    + 107542992609*(x^4) - 9937814931*(x^3) - 10264402452*(x^2)
    + 2074848561*x + 61572859
C36 = root of the polynomial:
    4496935644*(x^16) - 10216697346*(x^15) - 15760578321*(x^14)
    + 43868061972*(x^13) + 19482686838*(x^12) - 74102403123*(x^11)
    - 8985861036*(x^10) + 62825772339*(x^9) - 6695865*(x^8) - 28577594691*(x^7)
    + 786038337*(x^6) + 7072782759*(x^5) + 46752057*(x^4) - 924072669*(x^3)
    - 70578924*(x^2) + 51157425*x + 7956355
C37 = root of the polynomial:
    71950970304*(x^16) + 542580160824*(x^15) + 1454162121909*(x^14)
    + 1204291648530*(x^13) - 1575851853150*(x^12) - 3662110364103*(x^11)
    - 1009876738050*(x^10) + 2918834564139*(x^9) + 2238201457641*(x^8)
    - 862044685137*(x^7) - 1302741723069*(x^6) + 726862086*(x^5)
    + 341530647849*(x^4) + 44185139415*(x^3) - 36763269189*(x^2)
    - 5602209555*x + 470577955
C38 = root of the polynomial:
    841090000*(x^16) + 1610530000*(x^15) - 510266125*(x^14)
    - 4733372000*(x^13) - 541333000*(x^12) + 4747622375*(x^11)
    + 289199275*(x^10) - 1454957325*(x^9) - 22940350*(x^8)
    - 492467075*(x^7) + 152263895*(x^6) + 393012075*(x^5) - 99620620*(x^4)
    - 77688120*(x^3) + 17102481*(x^2) + 6327190*x - 1299695
C39 = root of the polynomial:
    4205450000*(x^16) + 16358212500*(x^15) + 27851129375*(x^14)
    + 13738249375*(x^13) - 18475832000*(x^12) - 51978482125*(x^11)
    - 1705266500*(x^10) + 42090867125*(x^9) - 716405775*(x^8)
    - 10877181375*(x^7) - 1272643350*(x^6) + 1474866225*(x^5) + 806244005*(x^4)
    - 322529000*(x^3) - 79196710*(x^2) + 41560020*x - 4100931
C40 = root of the polynomial:
    7994552256*(x^16) - 34417991232*(x^15) + 36460938645*(x^14)
    + 75685006719*(x^13) - 235158984378*(x^12) + 139705729857*(x^11)
    + 275739981705*(x^10) - 506907550467*(x^9) + 196006212342*(x^8)
    + 227561384934*(x^7) - 256884017904*(x^6) + 42945424245*(x^5)
    + 60432507471*(x^4) - 31689848766*(x^3) - 363770324*(x^2)
    + 3576137037*x - 685712081
C41 = root of the polynomial:
    841090000*(x^16) - 4394870000*(x^15) + 8729721375*(x^14)
    - 10965496625*(x^13) + 25134994750*(x^12) - 63464256875*(x^11)
    + 89880141750*(x^10) - 60684352225*(x^9) + 2501836050*(x^8)
    + 26235081700*(x^7) - 17880381970*(x^6) + 3245468575*(x^5)
    + 1599352070*(x^4) - 948032795*(x^3) + 157225761*(x^2) + 2590809*x - 2302121
C42 = root of the polynomial:
    71950970304*(x^16) - 88442332488*(x^15) - 23524039035*(x^14)
    - 368324466678*(x^13) + 1003148485767*(x^12) - 1013600111382*(x^11)
    + 1502293009194*(x^10) - 2549729785095*(x^9) + 1788070111002*(x^8)
    + 351837807354*(x^7) - 1131301797336*(x^6) + 475774292133*(x^5)
    + 39600476136*(x^4) - 68789811861*(x^3) + 9175590555*(x^2)
    + 2380663584*x - 475540309
C43 = root of the polynomial:
    71950970304*(x^16) - 289084063536*(x^15) + 622559505339*(x^14)
    - 859607490555*(x^13) + 656323781130*(x^12) - 125590889448*(x^11)
    - 286231969620*(x^10) + 394778694969*(x^9) - 190525368564*(x^8)
    - 74855299257*(x^7) + 98269595766*(x^6) - 4002719949*(x^5)
    - 15737380506*(x^4) + 480384315*(x^3) + 1274157096*(x^2)
    + 130750590*x - 49303745
C44 = root of the polynomial:
    841090000*(x^16) + 4043222500*(x^15) - 40742375*(x^14) - 23328098250*(x^13)
    - 10101463625*(x^12) + 65338452875*(x^11) + 16644720500*(x^10)
    - 108649300250*(x^9) + 14364997375*(x^8) + 91329493850*(x^7)
    - 45578364520*(x^6) - 23475171825*(x^5) + 22227980780*(x^4)
    - 1758672740*(x^3) - 2732134564*(x^2) + 853237011*x - 67645251
C45 = root of the polynomial:
    1998638064*(x^16) + 5434546284*(x^15) + 3019227129*(x^14)
    - 12744029538*(x^13) - 20996050257*(x^12) + 7496756307*(x^11)
    + 36937964574*(x^10) - 6568143876*(x^9) - 20960211240*(x^8)
    + 2210614119*(x^7) + 3407019372*(x^6) + 1679687064*(x^5) - 171612168*(x^4)
    - 709631319*(x^3) + 82374026*(x^2) + 29216955*x + 1468055
C46 = root of the polynomial:
    841090000*(x^16) - 2145027500*(x^15) - 853303875*(x^14) + 6547582500*(x^13)
    - 2551919500*(x^12) - 7908324625*(x^11) + 5631184625*(x^10)
    + 5020533125*(x^9) - 4786017100*(x^8) - 1864317000*(x^7) + 2200939445*(x^6)
    + 424819690*(x^5) - 578720355*(x^4) - 59527330*(x^3) + 81246564*(x^2)
    + 4308776*x - 4588309
C47 = root of the polynomial:
    52568125*(x^16) - 222773750*(x^15) + 185976125*(x^14) + 287024750*(x^13)
    - 280705625*(x^12) - 249505875*(x^11) - 131742625*(x^10) + 510878700*(x^9)
    + 398182550*(x^8) - 678413725*(x^7) - 263834305*(x^6) + 496810010*(x^5)
    + 32828710*(x^4) - 184733630*(x^3) + 31463479*(x^2) + 22506474*x - 6468289
C48 = root of the polynomial:
    841090000*(x^16) - 1667812500*(x^15) - 438030125*(x^14) - 4516607250*(x^13)
    + 17833362875*(x^12) - 11673867000*(x^11) + 11165843975*(x^10)
    - 50345526675*(x^9) + 39068385375*(x^8) + 52323444850*(x^7)
    - 82654277120*(x^6) + 17475566505*(x^5) + 26723426410*(x^4)
    - 15357667755*(x^3) - 461225926*(x^2) + 2086359529*x - 405201799
C49 = root of the polynomial:
    55990084*(x^16) - 483075674*(x^15) + 1410668247*(x^14) - 1235410716*(x^13)
    - 234274334*(x^12) - 4984197652*(x^11) + 19961749328*(x^10)
    - 24613243016*(x^9) + 6248210465*(x^8) + 10902852021*(x^7)
    - 7952861500*(x^6) - 456566868*(x^5) + 1695624509*(x^4)
    - 250436575*(x^3) - 77124455*(x^2) + 18941350*x - 6776125
C50 = root of the polynomial:
    841090000*(x^16) - 3087165000*(x^15) + 1120406125*(x^14)
    + 15671742375*(x^13) - 37707446125*(x^12) + 17296625000*(x^11)
    + 67705874725*(x^10) - 133079083075*(x^9) + 80918380625*(x^8)
    + 35813940100*(x^7) - 84617904245*(x^6) + 46284219945*(x^5)
    - 341058890*(x^4) - 11426277725*(x^3) + 5722636299*(x^2)
    - 1212128474*x + 97533971
C51 = root of the polynomial:
    4205450000*(x^16) - 8044512500*(x^15) - 9740710625*(x^14)
    + 37357766875*(x^13) - 20680782000*(x^12) - 51846278625*(x^11)
    + 89448612500*(x^10) - 5561571500*(x^9) - 99809816650*(x^8)
    + 70916127750*(x^7) + 30004833200*(x^6) - 54972720625*(x^5)
    + 14132814130*(x^4) + 10776651025*(x^3) - 7590684730*(x^2)
    + 1382381035*x + 22700309
C52 = root of the polynomial:
    55990084*(x^16) - 177959620*(x^15) - 41432771*(x^14) + 503743548*(x^13)
    - 109396229*(x^12) + 15374232*(x^11) - 3010202829*(x^10) + 4053803760*(x^9)
    + 1691332504*(x^8) - 4147658160*(x^7) - 1413611245*(x^6) + 3939535847*(x^5)
    - 845045045*(x^4) - 854739381*(x^3) + 337999086*(x^2) - 2987085*x - 304855
C53 = root of the polynomial:
    55990084*(x^16) - 269961052*(x^15) + 656159099*(x^14)
    - 1067884841*(x^13) + 1083713004*(x^12) - 398671167*(x^11)
    - 561135791*(x^10) + 1030516066*(x^9) - 688356870*(x^8)
    - 9864780*(x^7) + 334585322*(x^6) - 205154115*(x^5) + 24907651*(x^4)
    + 30782835*(x^3) - 19981269*(x^2) + 3622050*x + 481905
C54 = root of the polynomial:
    4205450000*(x^16) + 4118950000*(x^15) - 4058678125*(x^14)
    - 20257534375*(x^13) + 11251717625*(x^12) - 16568504000*(x^11)
    + 40268037625*(x^10) + 5182685375*(x^9) - 34475253875*(x^8)
    + 4837744800*(x^7) + 4822486225*(x^6) - 510883875*(x^5) + 2431645530*(x^4)
    - 492665935*(x^3) - 839076645*(x^2) + 69902470*x + 69542141
C55 = root of the polynomial:
    55990084*(x^16) + 35155002*(x^15) - 200747713*(x^14) + 154527407*(x^13)
    + 381306755*(x^12) - 596534664*(x^11) - 410418872*(x^10) + 645570694*(x^9)
    + 299809121*(x^8) - 318162417*(x^7) - 138469621*(x^6) + 69223728*(x^5)
    + 35966254*(x^4) - 3245069*(x^3) - 3856978*(x^2) - 666281*x - 35951
C56 = root of the polynomial:
    71950970304*(x^16) + 14052244824*(x^15) - 249596534133*(x^14)
    + 16262035551*(x^13) + 421201615626*(x^12) - 69706846593*(x^11)
    - 621659963322*(x^10) + 13708063026*(x^9) + 886907073240*(x^8)
    - 1907967636*(x^7) - 857124808290*(x^6) + 117865595043*(x^5)
    + 432589902174*(x^4) - 126057700125*(x^3) - 82011488790*(x^2)
    + 36247493175*x - 1970639525
C57 = root of the polynomial:
    4205450000*(x^16) - 2977812500*(x^15) - 18450740625*(x^14)
    + 26774762500*(x^13) + 20396732625*(x^12) - 81455172750*(x^11)
    + 32507590875*(x^10) + 99550439375*(x^9) - 89755566875*(x^8)
    - 41183284400*(x^7) + 64439844250*(x^6) - 2470963575*(x^5)
    - 14793751570*(x^4) + 2182863685*(x^3) + 1121850810*(x^2)
    - 43905675*x - 59401759
C58 = root of the polynomial:
    7994552256*(x^16) - 39762721800*(x^15) + 62393474853*(x^14)
    - 1278219852*(x^13) - 90232761591*(x^12) + 67837044942*(x^11)
    + 27344014668*(x^10) - 49505395887*(x^9) + 8502834681*(x^8)
    + 16222255074*(x^7) - 13043893446*(x^6) + 88012224*(x^5) + 6804167535*(x^4)
    - 3352348785*(x^3) - 715132496*(x^2) + 866904310*x - 162249025
C59 = root of the polynomial:
    71950970304*(x^16) + 126863233560*(x^15) - 37677480723*(x^14)
    - 221444315397*(x^13) - 291342758499*(x^12) - 146523304323*(x^11)
    + 569160329697*(x^10) + 523164101913*(x^9) - 426791159541*(x^8)
    - 397437674841*(x^7) + 130373722881*(x^6) + 130684464774*(x^5)
    - 13080856545*(x^4) - 15681951900*(x^3) - 98681679*(x^2)
    + 34470855*x - 531775
C60 = root of the polynomial:
    4205450000*(x^16) - 31532987500*(x^15) + 94136859375*(x^14)
    - 131122100000*(x^13) + 50772680125*(x^12) + 94139873375*(x^11)
    - 144626350750*(x^10) + 80720047750*(x^9) - 6094400725*(x^8)
    - 33148582950*(x^7) + 39914632950*(x^6) - 20023374625*(x^5)
    - 631905480*(x^4) + 5045011700*(x^3) - 2116192390*(x^2)
    + 400434845*x - 39096559
C61 = root of the polynomial:
    7994552256*(x^16) - 68552249832*(x^15) + 267654865779*(x^14)
    - 611240950737*(x^13) + 863376164919*(x^12) - 694906764417*(x^11)
    + 125573784273*(x^10) + 400801551057*(x^9) - 527675525811*(x^8)
    + 341427774159*(x^7) - 127742334381*(x^6) + 23667244830*(x^5)
    + 754124097*(x^4) - 1407153384*(x^3) + 302351027*(x^2)
    - 28372373*x + 938599
C62 = root of the polynomial:
    4205450000*(x^16) + 10657475000*(x^15) - 25163459375*(x^14)
    - 57870271875*(x^13) + 83348375750*(x^12) + 113351574625*(x^11)
    - 163315045500*(x^10) - 90581940125*(x^9) + 183591949650*(x^8)
    + 4890198950*(x^7) - 112724764550*(x^6) + 38486372925*(x^5)
    + 30721946020*(x^4) - 22127913075*(x^3) + 44473535*(x^2)
    + 3157139795*x - 671502449
C63 = root of the polynomial:
    71950970304*(x^16) - 132242518728*(x^15) - 254683841679*(x^14)
    + 613012128408*(x^13) + 216768230919*(x^12) - 1070186658732*(x^11)
    + 183221604882*(x^10) + 821177087211*(x^9) - 276054550713*(x^8)
    - 358036966260*(x^7) + 71255359368*(x^6) + 209063938680*(x^5)
    - 65393037981*(x^4) - 71099840709*(x^3) + 53529825396*(x^2)
    - 13477772682*x + 1196075261
C64 = root of the polynomial:
    4205450000*(x^16) - 27675087500*(x^15) + 79300933125*(x^14)
    - 141775919375*(x^13) + 188406676750*(x^12) - 143795400375*(x^11)
    - 92553798250*(x^10) + 353942590625*(x^9) - 280146729625*(x^8)
    - 40907672325*(x^7) + 162712170300*(x^6) - 44837223675*(x^5)
    - 31743005355*(x^4) + 12625648600*(x^3) + 3701340560*(x^2)
    - 1230016300*x - 229957171
C65 = root of the polynomial:
    71950970304*(x^16) - 504159259752*(x^15) + 1380749623245*(x^14)
    - 1620078422013*(x^13) - 41767853796*(x^12) + 2314348353171*(x^11)
    - 2460498068322*(x^10) + 639342918288*(x^9) + 534740595102*(x^8)
    - 220634857044*(x^7) - 259726781448*(x^6) + 74292196221*(x^5)
    + 354605805954*(x^4) - 464163361065*(x^3) + 272524328172*(x^2)
    - 81587939931*x + 10061752919

V0   = (  C2,  -C3,  1.0)
V1   = (  C2,   C3, -1.0)
V2   = ( -C2,   C3,  1.0)
V3   = ( -C2,  -C3, -1.0)
V4   = ( 1.0,  -C2,   C3)
V5   = ( 1.0,   C2,  -C3)
V6   = (-1.0,   C2,   C3)
V7   = (-1.0,  -C2,  -C3)
V8   = (  C3, -1.0,   C2)
V9   = (  C3,  1.0,  -C2)
V10  = ( -C3,  1.0,   C2)
V11  = ( -C3, -1.0,  -C2)
V12  = (  C0,  -C8,  C65)
V13  = (  C0,   C8, -C65)
V14  = ( -C0,   C8,  C65)
V15  = ( -C0,  -C8, -C65)
V16  = ( C65,  -C0,   C8)
V17  = ( C65,   C0,  -C8)
V18  = (-C65,   C0,   C8)
V19  = (-C65,  -C0,  -C8)
V20  = (  C8, -C65,   C0)
V21  = (  C8,  C65,  -C0)
V22  = ( -C8,  C65,   C0)
V23  = ( -C8, -C65,  -C0)
V24  = (  C9,  -C1,  C64)
V25  = (  C9,   C1, -C64)
V26  = ( -C9,   C1,  C64)
V27  = ( -C9,  -C1, -C64)
V28  = ( C64,  -C9,   C1)
V29  = ( C64,   C9,  -C1)
V30  = (-C64,   C9,   C1)
V31  = (-C64,  -C9,  -C1)
V32  = (  C1, -C64,   C9)
V33  = (  C1,  C64,  -C9)
V34  = ( -C1,  C64,   C9)
V35  = ( -C1, -C64,  -C9)
V36  = (  C4,  C11,  C63)
V37  = (  C4, -C11, -C63)
V38  = ( -C4, -C11,  C63)
V39  = ( -C4,  C11, -C63)
V40  = ( C63,   C4,  C11)
V41  = ( C63,  -C4, -C11)
V42  = (-C63,  -C4,  C11)
V43  = (-C63,   C4, -C11)
V44  = ( C11,  C63,   C4)
V45  = ( C11, -C63,  -C4)
V46  = (-C11, -C63,   C4)
V47  = (-C11,  C63,  -C4)
V48  = ( C12,   C6,  C62)
V49  = ( C12,  -C6, -C62)
V50  = (-C12,  -C6,  C62)
V51  = (-C12,   C6, -C62)
V52  = ( C62,  C12,   C6)
V53  = ( C62, -C12,  -C6)
V54  = (-C62, -C12,   C6)
V55  = (-C62,  C12,  -C6)
V56  = (  C6,  C62,  C12)
V57  = (  C6, -C62, -C12)
V58  = ( -C6, -C62,  C12)
V59  = ( -C6,  C62, -C12)
V60  = (  C5, -C16,  C61)
V61  = (  C5,  C16, -C61)
V62  = ( -C5,  C16,  C61)
V63  = ( -C5, -C16, -C61)
V64  = ( C61,  -C5,  C16)
V65  = ( C61,   C5, -C16)
V66  = (-C61,   C5,  C16)
V67  = (-C61,  -C5, -C16)
V68  = ( C16, -C61,   C5)
V69  = ( C16,  C61,  -C5)
V70  = (-C16,  C61,   C5)
V71  = (-C16, -C61,  -C5)
V72  = ( C14,  -C7,  C60)
V73  = ( C14,   C7, -C60)
V74  = (-C14,   C7,  C60)
V75  = (-C14,  -C7, -C60)
V76  = ( C60, -C14,   C7)
V77  = ( C60,  C14,  -C7)
V78  = (-C60,  C14,   C7)
V79  = (-C60, -C14,  -C7)
V80  = (  C7, -C60,  C14)
V81  = (  C7,  C60, -C14)
V82  = ( -C7,  C60,  C14)
V83  = ( -C7, -C60, -C14)
V84  = (  C5,  C21,  C59)
V85  = (  C5, -C21, -C59)
V86  = ( -C5, -C21,  C59)
V87  = ( -C5,  C21, -C59)
V88  = ( C59,   C5,  C21)
V89  = ( C59,  -C5, -C21)
V90  = (-C59,  -C5,  C21)
V91  = (-C59,   C5, -C21)
V92  = ( C21,  C59,   C5)
V93  = ( C21, -C59,  -C5)
V94  = (-C21, -C59,   C5)
V95  = (-C21,  C59,  -C5)
V96  = (  C4, -C24,  C58)
V97  = (  C4,  C24, -C58)
V98  = ( -C4,  C24,  C58)
V99  = ( -C4, -C24, -C58)
V100 = ( C58,  -C4,  C24)
V101 = ( C58,   C4, -C24)
V102 = (-C58,   C4,  C24)
V103 = (-C58,  -C4, -C24)
V104 = ( C24, -C58,   C4)
V105 = ( C24,  C58,  -C4)
V106 = (-C24,  C58,   C4)
V107 = (-C24, -C58,  -C4)
V108 = ( C20,  C15,  C57)
V109 = ( C20, -C15, -C57)
V110 = (-C20, -C15,  C57)
V111 = (-C20,  C15, -C57)
V112 = ( C57,  C20,  C15)
V113 = ( C57, -C20, -C15)
V114 = (-C57, -C20,  C15)
V115 = (-C57,  C20, -C15)
V116 = ( C15,  C57,  C20)
V117 = ( C15, -C57, -C20)
V118 = (-C15, -C57,  C20)
V119 = (-C15,  C57, -C20)
V120 = (  C0,  C30,  C56)
V121 = (  C0, -C30, -C56)
V122 = ( -C0, -C30,  C56)
V123 = ( -C0,  C30, -C56)
V124 = ( C56,   C0,  C30)
V125 = ( C56,  -C0, -C30)
V126 = (-C56,  -C0,  C30)
V127 = (-C56,   C0, -C30)
V128 = ( C30,  C56,   C0)
V129 = ( C30, -C56,  -C0)
V130 = (-C30, -C56,   C0)
V131 = (-C30,  C56,  -C0)
V132 = ( C13,  C22,  C55)
V133 = ( C13, -C22, -C55)
V134 = (-C13, -C22,  C55)
V135 = (-C13,  C22, -C55)
V136 = ( C55,  C13,  C22)
V137 = ( C55, -C13, -C22)
V138 = (-C55, -C13,  C22)
V139 = (-C55,  C13, -C22)
V140 = ( C22,  C55,  C13)
V141 = ( C22, -C55, -C13)
V142 = (-C22, -C55,  C13)
V143 = (-C22,  C55, -C13)
V144 = ( C23, -C17,  C54)
V145 = ( C23,  C17, -C54)
V146 = (-C23,  C17,  C54)
V147 = (-C23, -C17, -C54)
V148 = ( C54, -C23,  C17)
V149 = ( C54,  C23, -C17)
V150 = (-C54,  C23,  C17)
V151 = (-C54, -C23, -C17)
V152 = ( C17, -C54,  C23)
V153 = ( C17,  C54, -C23)
V154 = (-C17,  C54,  C23)
V155 = (-C17, -C54, -C23)
V156 = ( C10, -C31,  C53)
V157 = ( C10,  C31, -C53)
V158 = (-C10,  C31,  C53)
V159 = (-C10, -C31, -C53)
V160 = ( C53, -C10,  C31)
V161 = ( C53,  C10, -C31)
V162 = (-C53,  C10,  C31)
V163 = (-C53, -C10, -C31)
V164 = ( C31, -C53,  C10)
V165 = ( C31,  C53, -C10)
V166 = (-C31,  C53,  C10)
V167 = (-C31, -C53, -C10)
V168 = ( C19, -C28,  C52)
V169 = ( C19,  C28, -C52)
V170 = (-C19,  C28,  C52)
V171 = (-C19, -C28, -C52)
V172 = ( C52, -C19,  C28)
V173 = ( C52,  C19, -C28)
V174 = (-C52,  C19,  C28)
V175 = (-C52, -C19, -C28)
V176 = ( C28, -C52,  C19)
V177 = ( C28,  C52, -C19)
V178 = (-C28,  C52,  C19)
V179 = (-C28, -C52, -C19)
V180 = (  C1,  C39,  C51)
V181 = (  C1, -C39, -C51)
V182 = ( -C1, -C39,  C51)
V183 = ( -C1,  C39, -C51)
V184 = ( C51,   C1,  C39)
V185 = ( C51,  -C1, -C39)
V186 = (-C51,  -C1,  C39)
V187 = (-C51,   C1, -C39)
V188 = ( C39,  C51,   C1)
V189 = ( C39, -C51,  -C1)
V190 = (-C39, -C51,   C1)
V191 = (-C39,  C51,  -C1)
V192 = ( C34,  C17,  C50)
V193 = ( C34, -C17, -C50)
V194 = (-C34, -C17,  C50)
V195 = (-C34,  C17, -C50)
V196 = ( C50,  C34,  C17)
V197 = ( C50, -C34, -C17)
V198 = (-C50, -C34,  C17)
V199 = (-C50,  C34, -C17)
V200 = ( C17,  C50,  C34)
V201 = ( C17, -C50, -C34)
V202 = (-C17, -C50,  C34)
V203 = (-C17,  C50, -C34)
V204 = ( C18,  C33,  C49)
V205 = ( C18, -C33, -C49)
V206 = (-C18, -C33,  C49)
V207 = (-C18,  C33, -C49)
V208 = ( C49,  C18,  C33)
V209 = ( C49, -C18, -C33)
V210 = (-C49, -C18,  C33)
V211 = (-C49,  C18, -C33)
V212 = ( C33,  C49,  C18)
V213 = ( C33, -C49, -C18)
V214 = (-C33, -C49,  C18)
V215 = (-C33,  C49, -C18)
V216 = ( C38, -C15,  C48)
V217 = ( C38,  C15, -C48)
V218 = (-C38,  C15,  C48)
V219 = (-C38, -C15, -C48)
V220 = ( C48, -C38,  C15)
V221 = ( C48,  C38, -C15)
V222 = (-C48,  C38,  C15)
V223 = (-C48, -C38, -C15)
V224 = ( C15, -C48,  C38)
V225 = ( C15,  C48, -C38)
V226 = (-C15,  C48,  C38)
V227 = (-C15, -C48, -C38)
V228 = (  C6, -C41,  C47)
V229 = (  C6,  C41, -C47)
V230 = ( -C6,  C41,  C47)
V231 = ( -C6, -C41, -C47)
V232 = ( C47,  -C6,  C41)
V233 = ( C47,   C6, -C41)
V234 = (-C47,   C6,  C41)
V235 = (-C47,  -C6, -C41)
V236 = ( C41, -C47,   C6)
V237 = ( C41,  C47,  -C6)
V238 = (-C41,  C47,   C6)
V239 = (-C41, -C47,  -C6)
V240 = (  C7,  C44,  C46)
V241 = (  C7, -C44, -C46)
V242 = ( -C7, -C44,  C46)
V243 = ( -C7,  C44, -C46)
V244 = ( C46,   C7,  C44)
V245 = ( C46,  -C7, -C44)
V246 = (-C46,  -C7,  C44)
V247 = (-C46,   C7, -C44)
V248 = ( C44,  C46,   C7)
V249 = ( C44, -C46,  -C7)
V250 = (-C44, -C46,   C7)
V251 = (-C44,  C46,  -C7)
V252 = ( C29, -C32,  C45)
V253 = ( C29,  C32, -C45)
V254 = (-C29,  C32,  C45)
V255 = (-C29, -C32, -C45)
V256 = ( C45, -C29,  C32)
V257 = ( C45,  C29, -C32)
V258 = (-C45,  C29,  C32)
V259 = (-C45, -C29, -C32)
V260 = ( C32, -C45,  C29)
V261 = ( C32,  C45, -C29)
V262 = (-C32,  C45,  C29)
V263 = (-C32, -C45, -C29)
V264 = ( C27,  C35,  C43)
V265 = ( C27, -C35, -C43)
V266 = (-C27, -C35,  C43)
V267 = (-C27,  C35, -C43)
V268 = ( C43,  C27,  C35)
V269 = ( C43, -C27, -C35)
V270 = (-C43, -C27,  C35)
V271 = (-C43,  C27, -C35)
V272 = ( C35,  C43,  C27)
V273 = ( C35, -C43, -C27)
V274 = (-C35, -C43,  C27)
V275 = (-C35,  C43, -C27)
V276 = ( C36,  C26,  C42)
V277 = ( C36, -C26, -C42)
V278 = (-C36, -C26,  C42)
V279 = (-C36,  C26, -C42)
V280 = ( C42,  C36,  C26)
V281 = ( C42, -C36, -C26)
V282 = (-C42, -C36,  C26)
V283 = (-C42,  C36, -C26)
V284 = ( C26,  C42,  C36)
V285 = ( C26, -C42, -C36)
V286 = (-C26, -C42,  C36)
V287 = (-C26,  C42, -C36)
V288 = ( C37, -C25,  C40)
V289 = ( C37,  C25, -C40)
V290 = (-C37,  C25,  C40)
V291 = (-C37, -C25, -C40)
V292 = ( C40, -C37,  C25)
V293 = ( C40,  C37, -C25)
V294 = (-C40,  C37,  C25)
V295 = (-C40, -C37, -C25)
V296 = ( C25, -C40,  C37)
V297 = ( C25,  C40, -C37)
V298 = (-C25,  C40,  C37)
V299 = (-C25, -C40, -C37)

Faces:
{  24,  72, 144, 216, 232, 184, 244, 192, 108,  48 }
{  25,  73, 145, 217, 233, 185, 245, 193, 109,  49 }
{  26,  74, 146, 218, 234, 186, 246, 194, 110,  50 }
{  27,  75, 147, 219, 235, 187, 247, 195, 111,  51 }
{  28,  76, 148, 220, 236, 189, 249, 197, 113,  53 }
{  29,  77, 149, 221, 237, 188, 248, 196, 112,  52 }
{  30,  78, 150, 222, 238, 191, 251, 199, 115,  55 }
{  31,  79, 151, 223, 239, 190, 250, 198, 114,  54 }
{  32,  80, 152, 224, 228, 182, 242, 202, 118,  58 }
{  33,  81, 153, 225, 229, 183, 243, 203, 119,  59 }
{  34,  82, 154, 226, 230, 180, 240, 200, 116,  56 }
{  35,  83, 155, 227, 231, 181, 241, 201, 117,  57 }
{  12,  38,  86, 122,  96,  60 }
{  13,  39,  87, 123,  97,  61 }
{  14,  36,  84, 120,  98,  62 }
{  15,  37,  85, 121,  99,  63 }
{  16,  40,  88, 124, 100,  64 }
{  17,  41,  89, 125, 101,  65 }
{  18,  42,  90, 126, 102,  66 }
{  19,  43,  91, 127, 103,  67 }
{  20,  45,  93, 129, 104,  68 }
{  21,  44,  92, 128, 105,  69 }
{  22,  47,  95, 131, 106,  70 }
{  23,  46,  94, 130, 107,  71 }
{ 252, 296, 260, 292, 256, 288 }
{ 253, 297, 261, 293, 257, 289 }
{ 254, 298, 262, 294, 258, 290 }
{ 255, 299, 263, 295, 259, 291 }
{ 264, 276, 268, 280, 272, 284 }
{ 265, 277, 269, 281, 273, 285 }
{ 266, 278, 270, 282, 274, 286 }
{ 267, 279, 271, 283, 275, 287 }
{  12,   0,   2,  26,  50,  38 }
{  13,   1,   3,  27,  51,  39 }
{  14,   2,   0,  24,  48,  36 }
{  15,   3,   1,  25,  49,  37 }
{  16,   4,   5,  29,  52,  40 }
{  17,   5,   4,  28,  53,  41 }
{  18,   6,   7,  31,  54,  42 }
{  19,   7,   6,  30,  55,  43 }
{  20,   8,  11,  35,  57,  45 }
{  21,   9,  10,  34,  56,  44 }
{  22,  10,   9,  33,  59,  47 }
{  23,  11,   8,  32,  58,  46 }
{  60,  96, 156, 168, 144,  72 }
{  61,  97, 157, 169, 145,  73 }
{  62,  98, 158, 170, 146,  74 }
{  63,  99, 159, 171, 147,  75 }
{  64, 100, 160, 172, 148,  76 }
{  65, 101, 161, 173, 149,  77 }
{  66, 102, 162, 174, 150,  78 }
{  67, 103, 163, 175, 151,  79 }
{  68, 104, 164, 176, 152,  80 }
{  69, 105, 165, 177, 153,  81 }
{  70, 106, 166, 178, 154,  82 }
{  71, 107, 167, 179, 155,  83 }
{  84, 132, 204, 240, 180, 120 }
{  85, 133, 205, 241, 181, 121 }
{  86, 134, 206, 242, 182, 122 }
{  87, 135, 207, 243, 183, 123 }
{  88, 136, 208, 244, 184, 124 }
{  89, 137, 209, 245, 185, 125 }
{  90, 138, 210, 246, 186, 126 }
{  91, 139, 211, 247, 187, 127 }
{  92, 140, 212, 248, 188, 128 }
{  93, 141, 213, 249, 189, 129 }
{  94, 142, 214, 250, 190, 130 }
{  95, 143, 215, 251, 191, 131 }
{ 108, 192, 276, 264, 204, 132 }
{ 109, 193, 277, 265, 205, 133 }
{ 110, 194, 278, 266, 206, 134 }
{ 111, 195, 279, 267, 207, 135 }
{ 112, 196, 280, 268, 208, 136 }
{ 113, 197, 281, 269, 209, 137 }
{ 114, 198, 282, 270, 210, 138 }
{ 115, 199, 283, 271, 211, 139 }
{ 116, 200, 284, 272, 212, 140 }
{ 117, 201, 285, 273, 213, 141 }
{ 118, 202, 286, 274, 214, 142 }
{ 119, 203, 287, 275, 215, 143 }
{ 216, 288, 256, 172, 160, 232 }
{ 217, 289, 257, 173, 161, 233 }
{ 218, 290, 258, 174, 162, 234 }
{ 219, 291, 259, 175, 163, 235 }
{ 220, 292, 260, 176, 164, 236 }
{ 221, 293, 261, 177, 165, 237 }
{ 222, 294, 262, 178, 166, 238 }
{ 223, 295, 263, 179, 167, 239 }
{ 224, 296, 252, 168, 156, 228 }
{ 225, 297, 253, 169, 157, 229 }
{ 226, 298, 254, 170, 158, 230 }
{ 227, 299, 255, 171, 159, 231 }
{  12,  60,  72,  24,   0 }
{  13,  61,  73,  25,   1 }
{  14,  62,  74,  26,   2 }
{  15,  63,  75,  27,   3 }
{  16,  64,  76,  28,   4 }
{  17,  65,  77,  29,   5 }
{  18,  66,  78,  30,   6 }
{  19,  67,  79,  31,   7 }
{  20,  68,  80,  32,   8 }
{  21,  69,  81,  33,   9 }
{  22,  70,  82,  34,  10 }
{  23,  71,  83,  35,  11 }
{  36,  48, 108, 132,  84 }
{  37,  49, 109, 133,  85 }
{  38,  50, 110, 134,  86 }
{  39,  51, 111, 135,  87 }
{  40,  52, 112, 136,  88 }
{  41,  53, 113, 137,  89 }
{  42,  54, 114, 138,  90 }
{  43,  55, 115, 139,  91 }
{  44,  56, 116, 140,  92 }
{  45,  57, 117, 141,  93 }
{  46,  58, 118, 142,  94 }
{  47,  59, 119, 143,  95 }
{  96, 122, 182, 228, 156 }
{  97, 123, 183, 229, 157 }
{  98, 120, 180, 230, 158 }
{  99, 121, 181, 231, 159 }
{ 100, 124, 184, 232, 160 }
{ 101, 125, 185, 233, 161 }
{ 102, 126, 186, 234, 162 }
{ 103, 127, 187, 235, 163 }
{ 104, 129, 189, 236, 164 }
{ 105, 128, 188, 237, 165 }
{ 106, 131, 191, 238, 166 }
{ 107, 130, 190, 239, 167 }
{ 144, 168, 252, 288, 216 }
{ 145, 169, 253, 289, 217 }
{ 146, 170, 254, 290, 218 }
{ 147, 171, 255, 291, 219 }
{ 148, 172, 256, 292, 220 }
{ 149, 173, 257, 293, 221 }
{ 150, 174, 258, 294, 222 }
{ 151, 175, 259, 295, 223 }
{ 152, 176, 260, 296, 224 }
{ 153, 177, 261, 297, 225 }
{ 154, 178, 262, 298, 226 }
{ 155, 179, 263, 299, 227 }
{ 192, 244, 208, 268, 276 }
{ 193, 245, 209, 269, 277 }
{ 194, 246, 210, 270, 278 }
{ 195, 247, 211, 271, 279 }
{ 196, 248, 212, 272, 280 }
{ 197, 249, 213, 273, 281 }
{ 198, 250, 214, 274, 282 }
{ 199, 251, 215, 275, 283 }
{ 200, 240, 204, 264, 284 }
{ 201, 241, 205, 265, 285 }
{ 202, 242, 206, 266, 286 }
{ 203, 243, 207, 267, 287 }
