char00000000 = + 1;

char10000000 = + x^2*fac2^-1 * ( 30*Cas2 )

+ x^4*fac4^-1 * ( 9*Cas2^2 )

+ x^6*fac6^-1 * ( 15/4*Cas2^3 )

+ x^8*fac8^-1 * ( Cas8 )

+ x^10*fac10^-1 * ( 15/8*Cas2*Cas8
- 315/128*Cas2^5 )

+ x^12*fac12^-1 * ( Cas12 )

+ x^14*fac14^-1 * ( Cas14 )

+ x^16*fac16^-1 * ( 29/10*Cas2*Cas14
- 273/80*Cas2^2*Cas12
+ 3003/1024* Cas2^4*Cas8
- 147147/32768*Cas2^8
+ 143/1920*Cas8^2 )

+ x^18*fac18^-1 * ( Cas18 )

+ x^20*fac20^-1 * ( 41*Cas20 )

+ x^22*fac22^-1 * (
- 29393/78720*Cas2*Cas8*Cas12
+ 623/4*Cas2*Cas20
- 163457/26240*Cas2^2*Cas18
+ 361151791/403046400*Cas2^3*Cas8^2
+ 3438981/262400*Cas2^4*Cas14
- 298544701/16793600*Cas2^5*Cas12
+ 3193461271/214958080*Cas2^7*Cas8
- 164475086139/6878658560*Cas2^11
+ 323/1920*Cas8*Cas14 )

+ x^24*fac24^-1 * ( 199*Cas24 )

+ x^26*fac26^-1 * (
- 15835512121/443677409280*Cas2*Cas8^3
- 3481855/ 12637296*Cas2*Cas12^2
+ 929825/1064*Cas2*Cas24
- 13299145169/ 5391912960*Cas2^2*Cas8*Cas14
+ 1888509563603/353709490176*Cas2^3*Cas8 *Cas12
- 1354577341/1451904*Cas2^3*Cas20
+ 1446721465417/31581204480 *Cas2^4*Cas18
- 10415984073858649/1131870368563200*Cas2^5*Cas8^2
- 28373592046607/280721817600*Cas2^6*Cas14
+ 96960058189033/ 710973849600*Cas2^7*Cas12
- 400077914058102709/3621985179402240* Cas2^9*Cas8
+ 506251846536678653/2759607755735040*Cas2^13
+ 22517/ 145152*Cas8*Cas18
+ 5083/42336*Cas12*Cas14 )

+ x^28*fac28^-1 * ( 572769851/3532953600*Cas2*Cas8*Cas18
+ 3432221/ 16262400*Cas2*Cas12*Cas14
- 13886644775887/144371220480000*Cas2^2* Cas8^3
- 7079594327/7766922240*Cas2^2*Cas12^2
+ 286680771/133760* Cas2^2*Cas24
- 575488458230809/77198499840000*Cas2^3*Cas8*Cas14
+ 666245292706591/38599249920000*Cas2^4*Cas8*Cas12
- 61788727534443/ 21294592000*Cas2^4*Cas20
+ 1607603265138373/11028357120000*Cas2^5* Cas18
- 1076029152338172071/35932392652800000*Cas2^6*Cas8^2
- 23843919029848581/73522380800000*Cas2^7*Cas14
+ 108447101840059177/ 248276582400000*Cas2^8*Cas12
- 20281446070347775183/57491828244480000 *Cas2^10*Cas8
+ 565720659186764144207/963672549621760000*Cas2^14
+ 1090453/149600*Cas8*Cas20
- 19127927/2770944000*Cas8^2*Cas12
+ 157757/1936000*Cas14^2 )

+ x^30*fac30^-1 * ( 61*Cas30 )


+ 248;

char00000010 = + x^2*fac2^-1 * ( 750*Cas2 )

+ x^4*fac4^-1 * ( 387*Cas2^2 )

+ x^6*fac6^-1 * ( 1185/4*Cas2^3 )

+ x^8*fac8^-1 * ( 315*Cas2^4
- 17*Cas8 )

+ x^10*fac10^-1 * (
- 615/8*Cas2*Cas8
+ 58275/128*Cas2^5 )

+ x^12*fac12^-1 * (
- 1485/2*Cas2^2*Cas8
+ 51975/32*Cas2^6
+ 223*Cas12 )

+ x^14*fac14^-1 * ( 2730*Cas2*Cas12
- 45045/8*Cas2^3*Cas8
+ 1216215/128 *Cas2^7
- 521*Cas14 )

+ x^16*fac16^-1 * (
- 36973/10*Cas2*Cas14
+ 1184001/80*Cas2^2*Cas12
- 27438411/1024*Cas2^4*Cas8
+ 1402139739/32768*Cas2^8
+ 66209/1920* Cas8^2 )

+ x^18*fac18^-1 * ( 21879/64*Cas2*Cas8^2
- 14229*Cas2^2*Cas14
+ 431613/ 8*Cas2^3*Cas12
- 48243195/512*Cas2^5*Cas8
+ 2419051635/16384*Cas2^9
- 281*Cas18 )

+ x^20*fac20^-1 * (
- 2639100/41*Cas2*Cas18
+ 82724499/5248*Cas2^2* Cas8^2
+ 12537891/82*Cas2^3*Cas14
- 76980267/656*Cas2^4*Cas12
- 1876890015/41984*Cas2^6*Cas8
+ 74508168735/1343488*Cas2^10
- 125970/ 41*Cas8*Cas12
+ 720023*Cas20 )

+ x^22*fac22^-1 * (
- 2326720487/78720*Cas2*Cas8*Cas12
+ 27722177/4* Cas2*Cas20
- 15962235863/26240*Cas2^2*Cas18
+ 56935564654969/ 403046400*Cas2^3*Cas8^2
+ 463116196179/262400*Cas2^4*Cas14
- 37662907577659/16793600*Cas2^5*Cas12
+ 323134128606289/214958080* Cas2^7*Cas8
- 17014340819285901/6878658560*Cas2^11
- 13243/1920*Cas8* Cas14 )

+ x^24*fac24^-1 * ( 516412077/15920*Cas2*Cas8*Cas14
- 86777042079/ 326360*Cas2^2*Cas8*Cas12
+ 10441749024/199*Cas2^2*Cas20
- 533410931697/130544*Cas2^3*Cas18
+ 630834599672277/668385280*Cas2^4* Cas8^2
+ 15373382558751/1305440*Cas2^5*Cas14
- 6684444454779/419840* Cas2^6*Cas12
+ 13149902000958723/1069416448*Cas2^8*Cas8
- 688240169057587419/34221326336*Cas2^12
+ 35057451/127360*Cas8^3
+ 1352078/199*Cas12^2
- 8538743*Cas24 )

+ x^26*fac26^-1 * ( 608805693331121/443677409280*Cas2*Cas8^3
+ 1322310350855/12637296*Cas2*Cas12^2
- 104229898825/1064*Cas2*Cas24
+ 1959371497831369/5391912960*Cas2^2*Cas8*Cas14
- 673928659629961723/ 353709490176*Cas2^3*Cas8*Cas12
+ 467955233736341/1451904*Cas2^3* Cas20
- 709039765232655617/31581204480*Cas2^4*Cas18
+ 5952943311759776524049/1131870368563200*Cas2^5*Cas8^2
+ 17395522011428638807/280721817600*Cas2^6*Cas14
- 60158985622560540833/ 710973849600*Cas2^7*Cas12
+ 243643049608025336092109/3621985179402240 *Cas2^9*Cas8
- 305367835539218544082453/2759607755735040*Cas2^13
+ 966285683/145152*Cas8*Cas18
- 438159683/42336*Cas12*Cas14 )

+ x^28*fac28^-1 * ( 875999019625733/3532953600*Cas2*Cas8*Cas18
- 3858990739357/16262400*Cas2*Cas12*Cas14
- 5294506856951932321/ 144371220480000*Cas2^2*Cas8^3
+ 7557366019050679/7766922240*Cas2^2* Cas12^2
- 83749418399907/133760*Cas2^2*Cas24
+ 147539492690966976953/ 77198499840000*Cas2^3*Cas8*Cas14
- 393227843362077486347/ 38599249920000*Cas2^4*Cas8*Cas12
+ 34103123741932721931/21294592000* Cas2^4*Cas20
- 1142600298183493952741/11028357120000*Cas2^5*Cas18
+ 877457991041308839936007/35932392652800000*Cas2^6*Cas8^2
+ 20192255757546579634677/73522380800000*Cas2^7*Cas14
- 92801463734173900145609/248276582400000*Cas2^8*Cas12
+ 17197122371547174632866511/57491828244480000*Cas2^10*Cas8
- 476833357932311212180835119/963672549621760000*Cas2^14
- 290080710101/ 149600*Cas8*Cas20
+ 20151647966359/2770944000*Cas8^2*Cas12
+ 40208834531/1936000*Cas14^2 )

+ x^30*fac30^-1 * (
- 17065173564621/182512*Cas2*Cas8*Cas20
+ 358685560039443/1126850560*Cas2*Cas8^2*Cas12
- 1166267840499/2361920* Cas2*Cas14^2
+ 2554025500507639/478911488*Cas2^2*Cas8*Cas18
- 1096558895445/6613376*Cas2^2*Cas12*Cas14
- 13382042355178871309/ 19570320998400*Cas2^3*Cas8^3
+ 34946551294852405/5264247296*Cas2^3* Cas12^2
- 7976515846900185/815936*Cas2^3*Cas24
+ 697992196059809553621/31394056601600*Cas2^4*Cas8*Cas14
- 2801135328229002802713/31394056601600*Cas2^5*Cas8*Cas12
+ 436395338547125924421/25979402240*Cas2^5*Cas20
- 4168407809637667759377/4484865228800*Cas2^6*Cas18
+ 2822164961588803561975179/14612506345472000*Cas2^7*Cas8^2
+ 199289608667913790138257/89697304576000*Cas2^8*Cas14
- 302940975756457586445573/100965810176000*Cas2^9*Cas12
+ 56771938136737437326432967/23380010152755200*Cas2^11*Cas8
- 4711276372471564367454369129/1175680510538547200*Cas2^15
- 75619791/ 1952*Cas8^2*Cas14
- 17298645/61*Cas12*Cas18
+ 107370139*Cas30 )


+ 3875;