(* THIS FILE CONTAINS A, B, C and D: four polynomials corresponding to the main theorem of the paper *) ABCD[{a_,b_,c_,d_,s_,t_,u_,v_}] := {a*s^12 - 18*b*s^11*t - (198*a^2*s^10*t^2)/5 + 132*c*s^10*t^2 + 286*a*b*s^9*t^3 - 550*d*s^9*t^3 + 99*a^3*s^8*t^4 - 594*b^2*s^8*t^4 - 429*a*c*s^8*t^4 - 660*a^2*b*s^7*t^5 + 1980*b*c*s^7*t^5 + 264*a*d*s^7*t^5 - (1188*a^4*s^6*t^6)/5 + (1848*a*b^2*s^6*t^6)/5 + (7436*a^2*c*s^6*t^6)/5 - 2376*c^2*s^6*t^6 - 1452*b*d*s^6*t^6 + (2508*a^3*b*s^5*t^7)/5 - (12012*a*b*c*s^5*t^7)/5 - (132*a^2*d*s^5*t^7)/5 + 1188*c*d*s^5*t^7 - 297*a^5*s^4*t^8 - 2508*a^2*b^2*s^4*t^8 + 2442*a^3*c*s^4*t^8 - 5049*a*c^2*s^4*t^8 + 12012*a*b*d*s^4*t^8 - 14850*d^2*s^4*t^8 + 198*a^4*b*s^3*t^9 + 1408*a*b^3*s^3*t^9 - 748*a^2*b*c*s^3*t^9 + 1782*b*c^2*s^3*t^9 - 440*a^3*d*s^3*t^9 - 1848*b^2*d*s^3*t^9 + 792*a*c*d*s^3*t^9 - (1782*a^6*s^2*t^10)/5 - (12936*a^3*b^2*s^2*t^10)/5 - (12672*b^4*s^2*t^10)/5 + (17688*a^4*c*s^2*t^10)/5 + (33792*a*b^2*c*s^2*t^10)/5 - (55638*a^2*c^2*s^2*t^10)/5 + 10692*c^3*s^2*t^10 + 8844*a^2*b*d*s^2*t^10 - 23760*b*c*d*s^2*t^10 - 2376*a*d^2*s^2*t^10 + (1854*a^5*b*s*t^11)/5 + (11136*a^2*b^3*s*t^11)/5 - (13764*a^3*b*c*s*t^11)/5 + (8256*b^3*c*s*t^11)/5 + (23382*a*b*c^2*s*t^11)/5 - (2286*a^4*d*s*t^11)/5 - (65784*a*b^2*d*s*t^11)/5 + (16452*a^2*c*d*s*t^11)/5 - 5022*c^2*d*s*t^11 + 15768*b*d^2*s*t^11 - 27*a^7*t^12 - (1722*a^4*b^2*t^12)/5 - 896*a*b^4*t^12 + 315*a^5*c*t^12 + (7616*a^2*b^2*c*t^12)/5 - 1253*a^3*c^2*t^12 - (9072*b^2*c^2*t^12)/5 + 1701*a*c^3*t^12 + (5796*a^3*b*d*t^12)/5 + 2240*b^3*d*t^12 - (16884*a*b*c*d*t^12)/5 - (9072*a^2*d^2*t^12)/5 + 6048*c*d^2*t^12 - 36*a^2*s^11*u - 240*c*s^11*u + 66*a*b*s^10*t*u + 3300*d*s^10*t*u + 1188*a^3*s^9*t^2*u + 3960*b^2*s^9*t^2*u - 2640*a*c*s^9*t^2*u - 5082*a^2*b*s^8*t^3*u - 37620*b*c*s^8*t^3*u + 28050*a*d*s^8*t^3*u - 2376*a^4*s^7*t^4*u - 1584*a*b^2*s^7*t^4*u - 264*a^2*c*s^7*t^4*u + 47520*c^2*s^7*t^4*u + 79200*b*d*s^7*t^4*u + 4356*a^3*b*s^6*t^5*u + 9504*b^3*s^6*t^5*u - 9372*a*b*c*s^6*t^5*u + 61776*a^2*d*s^6*t^5*u - 241560*c*d*s^6*t^5*u + (21384*a^5*s^5*t^6*u)/5 + (32736*a^2*b^2*s^5*t^6*u)/5 - (52008*a^3*c*s^5*t^6*u)/5 - 61776*b^2*c*s^5*t^6*u - 15840*a*c^2*s^5*t^6*u + 103224*a*b*d*s^5*t^6*u - 118800*d^2*s^5*t^6*u - 23364*a^4*b*s^4*t^7*u - 110880*a*b^3*s^4*t^7*u + 142956*a^2*b*c*s^4*t^7*u - 106920*b*c^2*s^4*t^7*u - 23364*a^3*d*s^4*t^7*u + 285120*b^2*d*s^4*t^7*u + 37620*a*c*d*s^4*t^7*u + 3564*a^6*s^3*t^8*u + 35376*a^3*b^2*s^3*t^8*u - 21384*a^4*c*s^3*t^8*u + 184800*a*b^2*c*s^3*t^8*u - 23892*a^2*c^2*s^3*t^8*u + 213840*c^3*s^3*t^8*u - 339504*a^2*b*d*s^3*t^8*u - 293040*b*c*d*s^3*t^8*u + 534600*a*d^2*s^3*t^8*u - 25542*a^5*b*s^2*t^9*u - 144672*a^2*b^3*s^2*t^9*u + 146652*a^3*b*c*s^2*t^9*u - 147840*b^3*c*s^2*t^9*u - 221958*a*b*c^2*s^2*t^9*u + 65340*a^4*d*s^2*t^9*u + 750552*a*b^2*d*s^2*t^9*u - 359568*a^2*c*d*s^2*t^9*u + 481140*c^2*d*s^2*t^9*u - 831600*b*d^2*s^2*t^9*u + (10692*a^7*s*t^10*u)/5 + (192456*a^4*b^2*s*t^10*u)/5 + (667392*a*b^4*s*t^10*u)/5 - (78408*a^5*c*s*t^10*u)/5 - (743952*a^2*b^2*c*s*t^10*u)/5 + (125268*a^3*c^2*s*t^10*u)/5 + 258984*b^2*c^2*s*t^10*u + 14256*a*c^3*s*t^10*u - 56232*a^3*b*d*s*t^10*u - 229152*b^3*d*s*t^10*u - 1584*a*b*c*d*s*t^10*u - 9504*a^2*d^2*s*t^10*u + 213840*c*d^2*s*t^10*u - (16362*a^6*b*t^11*u)/5 - (145248*a^3*b^3*t^11*u)/5 - 23040*b^5*t^11*u + (117672*a^4*b*c*t^11*u)/5 - (211008*a*b^3*c*t^11*u)/5 - (101946*a^2*b*c^2*t^11*u)/5 - 80676*b*c^3*t^11*u + (28458*a^5*d*t^11*u)/5 + (1135752*a^2*b^2*d*t^11*u)/5 - (250476*a^3*c*d*t^11*u)/5 - 11952*b^2*c*d*t^11*u + 106650*a*c^2*d*t^11*u - 421416*a*b*d^2*t^11*u + 259200*d^3*t^11*u + 594*a^3*s^10*u^2 - 3960*b^2*s^10*u^2 + 14520*a*c*s^10*u^2 + 6930*a^2*b*s^9*t*u^2 + 72600*b*c*s^9*t*u^2 - 198000*a*d*s^9*t*u^2 - 16038*a^4*s^8*t^2*u^2 - 106920*a*b^2*s^8*t^2*u^2 + 97020*a^2*c*s^8*t^2*u^2 - 435600*c^2*s^8*t^2*u^2 - 297000*b*d*s^8*t^2*u^2 + 29304*a^3*b*s^7*t^3*u^2 - 237600*b^3*s^7*t^3*u^2 + 1008480*a*b*c*s^7*t^3*u^2 - 1049400*a^2*d*s^7*t^3*u^2 + 1980000*c*d*s^7*t^3*u^2 + 24948*a^5*s^6*t^4*u^2 - 41448*a^2*b^2*s^6*t^4*u^2 + 311652*a^3*c*s^6*t^4*u^2 + 792000*b^2*c*s^6*t^4*u^2 - 1882320*a*c^2*s^6*t^4*u^2 - 92400*a*b*d*s^6*t^4*u^2 - 4950000*d^2*s^6*t^4*u^2 + 46332*a^4*b*s^5*t^5*u^2 - 313632*a*b^3*s^5*t^5*u^2 + 1227996*a^2*b*c*s^5*t^5*u^2 - 3175920*b*c^2*s^5*t^5*u^2 - 2706264*a^3*d*s^5*t^5*u^2 + 380160*b^2*d*s^5*t^5*u^2 + 8902080*a*c*d*s^5*t^5*u^2 - 32076*a^6*s^4*t^6*u^2 - 438504*a^3*b^2*s^4*t^6*u^2 - 1425600*b^4*s^4*t^6*u^2 - 282348*a^4*c*s^4*t^6*u^2 + 543840*a*b^2*c*s^4*t^6*u^2 + 1244760*a^2*c^2*s^4*t^6*u^2 + 712800*c^3*s^4*t^6*u^2 - 1933140*a^2*b*d*s^4*t^6*u^2 - 316800*b*c*d*s^4*t^6*u^2 + 4554000*a*d^2*s^4*t^6*u^2 + 235224*a^5*b*s^3*t^7*u^2 + 1673760*a^2*b^3*s^3*t^7*u^2 - 2396856*a^3*b*c*s^3*t^7*u^2 + 1425600*b^3*c*s^3*t^7*u^2 + 3553440*a*b*c^2*s^3*t^7*u^2 + 1945944*a^4*d*s^3*t^7*u^2 - 2655840*a*b^2*d*s^3*t^7*u^2 - 9059160*a^2*c*d*s^3*t^7*u^2 + 10216800*c^2*d*s^3*t^7*u^2 - 7524000*b*d^2*s^3*t^7*u^2 - 16038*a^7*s^2*t^8*u^2 - 915552*a^4*b^2*s^2*t^8*u^2 - 2851200*a*b^4*s^2*t^8*u^2 + 119988*a^5*c*s^2*t^8*u^2 - 158400*a^2*b^2*c*s^2*t^8*u^2 + 289674*a^3*c^2*s^2*t^8*u^2 - 8692200*b^2*c^2*s^2*t^8*u^2 - 2102760*a*c^3*s^2*t^8*u^2 + 7436088*a^3*b*d*s^2*t^8*u^2 + 6415200*b^3*d*s^2*t^8*u^2 - 55440*a*b*c*d*s^2*t^8*u^2 - 13830300*a^2*d^2*s^2*t^8*u^2 + 17820000*c*d^2*s^2*t^8*u^2 + 147906*a^6*b*s*t^9*u^2 + 1331616*a^3*b^3*s*t^9*u^2 + 1267200*b^5*s*t^9*u^2 - 74316*a^4*b*c*s*t^9*u^2 + 5691840*a*b^3*c*s*t^9*u^2 - 3851166*a^2*b*c^2*s*t^9*u^2 + 8731800*b*c^3*s*t^9*u^2 - 795960*a^5*d*s*t^9*u^2 - 10974216*a^2*b^2*d*s*t^9*u^2 + 4578024*a^3*c*d*s*t^9*u^2 - 2296800*b^2*c*d*s*t^9*u^2 - 6391440*a*c^2*d*s*t^9*u^2 + 12751200*a*b*d^2*s*t^9*u^2 - (16038*a^8*t^10*u^2)/5 - (856944*a^5*b^2*t^10*u^2)/5 - (6059328*a^2*b^4*t^10*u^2)/5 + (76032*a^6*c*t^10*u^2)/5 + (6666528*a^3*b^2*c*t^10*u^2)/5 - 2323200*b^4*c*t^10*u^2 - (521862*a^4*c^2*t^10*u^2)/5 - 3585912*a*b^2*c^2*t^10*u^2 + 858924*a^2*c^3*t^10*u^2 - 1924560*c^4*t^10*u^2 - 564300*a^4*b*d*t^10*u^2 + 6685536*a*b^3*d*t^10*u^2 + 3455232*a^2*b*c*d*t^10*u^2 - 1580040*b*c^2*d*t^10*u^2 + 841896*a^3*d^2*t^10*u^2 - 6351840*b^2*d^2*t^10*u^2 - 3967920*a*c*d^2*t^10*u^2 - 5940*a^4*s^9*u^3 + 162800*a*b^2*s^9*u^3 - 448800*a^2*c*s^9*u^3 + 88000*c^2*s^9*u^3 + 220000*b*d*s^9*u^3 - 133650*a^3*b*s^8*t*u^3 - 1894200*a*b*c*s^8*t*u^3 + 6583500*a^2*d*s^8*t*u^3 - 6270000*c*d*s^8*t*u^3 + 128304*a^5*s^7*t^2*u^3 + 1811040*a^2*b^2*s^7*t^2*u^3 - 3484800*a^3*c*s^7*t^2*u^3 - 7128000*b^2*c*s^7*t^2*u^3 + 18374400*a*c^2*s^7*t^2*u^3 + 11088000*a*b*d*s^7*t^2*u^3 + 6600000*d^2*s^7*t^2*u^3 + 16632*a^4*b*s^6*t^3*u^3 + 2349600*a*b^3*s^6*t^3*u^3 - 8617840*a^2*b*c*s^6*t^3*u^3 + 3432000*b*c^2*s^6*t^3*u^3 + 21760200*a^3*d*s^6*t^3*u^3 + 25080000*b^2*d*s^6*t^3*u^3 - 70708000*a*c*d*s^6*t^3*u^3 - 149688*a^6*s^5*t^4*u^3 + 3263568*a^3*b^2*s^5*t^4*u^3 - 4752000*b^4*s^5*t^4*u^3 - 8871192*a^4*c*s^5*t^4*u^3 + 3168000*a*b^2*c*s^5*t^4*u^3 + 45228480*a^2*c^2*s^5*t^4*u^3 - 14256000*c^3*s^5*t^4*u^3 - 54489600*a^2*b*d*s^5*t^4*u^3 - 82632000*b*c*d*s^5*t^4*u^3 + 214500000*a*d^2*s^5*t^4*u^3 - 659340*a^5*b*s^4*t^5*u^3 + 1837440*a^2*b^3*s^4*t^5*u^3 - 31301820*a^3*b*c*s^4*t^5*u^3 - 57816000*b^3*c*s^4*t^5*u^3 + 51994800*a*b*c^2*s^4*t^5*u^3 + 52200720*a^4*d*s^4*t^5*u^3 + 69801600*a*b^2*d*s^4*t^5*u^3 - 169560600*a^2*c*d*s^4*t^5*u^3 + 55836000*c^2*d*s^4*t^5*u^3 - 109560000*b*d^2*s^4*t^5*u^3 + 128304*a^7*s^3*t^6*u^3 + 2889216*a^4*b^2*s^3*t^6*u^3 + 16051200*a*b^4*s^3*t^6*u^3 + 8273232*a^5*c*s^3*t^6*u^3 + 6337760*a^2*b^2*c*s^3*t^6*u^3 - 38980480*a^3*c^2*s^3*t^6*u^3 + 20856000*b^2*c^2*s^3*t^6*u^3 + 24710400*a*c^3*s^3*t^6*u^3 + 65643600*a^3*b*d*s^3*t^6*u^3 + 68112000*b^3*d*s^3*t^6*u^3 - 105934400*a*b*c*d*s^3*t^6*u^3 - 168828000*a^2*d^2*s^3*t^6*u^3 + 281160000*c*d^2*s^3*t^6*u^3 - 990792*a^6*b*s^2*t^7*u^3 - 25444320*a^3*b^3*s^2*t^7*u^3 - 19008000*b^5*s^2*t^7*u^3 + 27436728*a^4*b*c*s^2*t^7*u^3 - 80414400*a*b^3*c*s^2*t^7*u^3 - 28847280*a^2*b*c^2*s^2*t^7*u^3 - 149688000*b*c^3*s^2*t^7*u^3 - 32876712*a^5*d*s^2*t^7*u^3 + 216274080*a^2*b^2*d*s^2*t^7*u^3 + 143068200*a^3*c*d*s^2*t^7*u^3 - 4488000*b^2*c*d*s^2*t^7*u^3 - 105415200*a*c^2*d*s^2*t^7*u^3 - 420684000*a*b*d^2*s^2*t^7*u^3 + 475200000*d^3*s^2*t^7*u^3 + 32076*a^8*s*t^8*u^3 + 5205024*a^5*b^2*s*t^8*u^3 + 29251200*a^2*b^4*s*t^8*u^3 - 1594296*a^6*c*s*t^8*u^3 - 5095200*a^3*b^2*c*s*t^8*u^3 + 91872000*b^4*c*s*t^8*u^3 + 11596332*a^4*c^2*s*t^8*u^3 + 141253200*a*b^2*c^2*s*t^8*u^3 - 38697120*a^2*c^3*s*t^8*u^3 + 64152000*c^4*s*t^8*u^3 - 32391216*a^4*b*d*s*t^8*u^3 - 153067200*a*b^3*d*s*t^8*u^3 - 188699280*a^2*b*c*d*s*t^8*u^3 + 281556000*b*c^2*d*s*t^8*u^3 + 122423400*a^3*d^2*s*t^8*u^3 + 73920000*b^2*d^2*s*t^8*u^3 - 184536000*a*c*d^2*s*t^8*u^3 - 219186*a^7*b*t^9*u^3 - 3258816*a^4*b^3*t^9*u^3 - 19993600*a*b^5*t^9*u^3 - 5234724*a^5*b*c*t^9*u^3 - 6504960*a^2*b^3*c*t^9*u^3 + 41971006*a^3*b*c^2*t^9*u^3 - 120296000*b^3*c^2*t^9*u^3 - 75497400*a*b*c^3*t^9*u^3 + 5969700*a^6*d*t^9*u^3 + 8265576*a^3*b^2*d*t^9*u^3 + 27808000*b^4*d*t^9*u^3 - 48337344*a^4*c*d*t^9*u^3 + 172594400*a*b^2*c*d*t^9*u^3 + 131334060*a^2*c^2*d*t^9*u^3 - 122958000*c^3*d*t^9*u^3 - 19681200*a^2*b*d^2*t^9*u^3 - 144144000*b*c*d^2*t^9*u^3 + 40095*a^5*s^8*u^4 - 3121800*a^2*b^2*s^8*u^4 + 8296200*a^3*c*s^8*u^4 - 1386000*a*c^2*s^8*u^4 - 1980000*a*b*d*s^8*u^4 - 16500000*d^2*s^8*u^4 + 1229580*a^4*b*s^7*t*u^4 + 3960000*a*b^3*s^7*t*u^4 + 15338400*a^2*b*c*s^7*t*u^4 - 59400000*b*c^2*s^7*t*u^4 - 152064000*a^3*d*s^7*t*u^4 - 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1692900000*a^2*d^2*s^6*t^2*u^2*v^2 + 435600000*c*d^2*s^6*t^2*u^2*v^2 + 1062072*a^6*b*s^5*t^3*u^2*v^2 - 3515688*a^3*b^3*s^5*t^3*u^2*v^2 - 4989600*b^5*s^5*t^3*u^2*v^2 + 39844728*a^4*b*c*s^5*t^3*u^2*v^2 + 17851680*a*b^3*c*s^5*t^3*u^2*v^2 + 223692480*a^2*b*c^2*s^5*t^3*u^2*v^2 + 115632000*b*c^3*s^5*t^3*u^2*v^2 - 150091920*a^5*d*s^5*t^3*u^2*v^2 - 724303800*a^2*b^2*d*s^5*t^3*u^2*v^2 + 269438400*a^3*c*d*s^5*t^3*u^2*v^2 - 449460000*b^2*c*d*s^5*t^3*u^2*v^2 - 247104000*a*c^2*d*s^5*t^3*u^2*v^2 + 447480000*a*b*d^2*s^5*t^3*u^2*v^2 - 594000000*d^3*s^5*t^3*u^2*v^2 - 481140*a^8*s^4*t^4*u^2*v^2 - 5045040*a^5*b^2*s^4*t^4*u^2*v^2 - 29846520*a^2*b^4*s^4*t^4*u^2*v^2 - 7442820*a^6*c*s^4*t^4*u^2*v^2 + 68163480*a^3*b^2*c*s^4*t^4*u^2*v^2 - 23760000*b^4*c*s^4*t^4*u^2*v^2 - 273299400*a^4*c^2*s^4*t^4*u^2*v^2 - 600256800*a*b^2*c^2*s^4*t^4*u^2*v^2 + 679536000*a^2*c^3*s^4*t^4*u^2*v^2 + 356400000*c^4*s^4*t^4*u^2*v^2 + 151103700*a^4*b*d*s^4*t^4*u^2*v^2 + 857142000*a*b^3*d*s^4*t^4*u^2*v^2 - 2357091000*a^2*b*c*d*s^4*t^4*u^2*v^2 - 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766323360*a^2*b^2*c^2*s^2*t^6*u^2*v^2 - 1200260160*a^3*c^3*s^2*t^6*u^2*v^2 - 931075200*b^2*c^3*s^2*t^6*u^2*v^2 + 394416000*a*c^4*s^2*t^6*u^2*v^2 + 120676248*a^5*b*d*s^2*t^6*u^2*v^2 - 1572329880*a^2*b^3*d*s^2*t^6*u^2*v^2 + 7959374280*a^3*b*c*d*s^2*t^6*u^2* v^2 + 1261339200*b^3*c*d*s^2*t^6*u^2*v^2 - 10543024800*a*b*c^2*d*s^2*t^6* u^2*v^2 - 4581126000*a^4*d^2*s^2*t^6*u^2*v^2 + 2739528000*a*b^2*d^2*s^2*t^6*u^2*v^2 + 9401436000*a^2*c*d^2*s^2*t^6*u^2* v^2 - 8482320000*c^2*d^2*s^2*t^6*u^2*v^2 + 1900800000*b*d^3*s^2*t^6*u^2* v^2 + 5068008*a^8*b*s*t^7*u^2*v^2 + 33995016*a^5*b^3*s*t^7*u^2*v^2 + 5021280*a^2*b^5*s*t^7*u^2*v^2 + 38876112*a^6*b*c*s*t^7*u^2*v^2 + 416497752*a^3*b^3*c*s*t^7*u^2*v^2 - 52747200*b^5*c*s*t^7*u^2*v^2 - 67209912*a^4*b*c^2*s*t^7*u^2*v^2 + 1096175520*a*b^3*c^2*s*t^7*u^2*v^2 + 436455360*a^2*b*c^3*s*t^7*u^2*v^2 - 470448000*b*c^4*s*t^7*u^2*v^2 - 78693120*a^7*d*s*t^7*u^2*v^2 - 374943096*a^4*b^2*d*s*t^7*u^2*v^2 - 642201120*a*b^4*d*s*t^7*u^2*v^2 + 133873344*a^5*c*d*s*t^7*u^2*v^2 + 3385170360*a^2*b^2*c*d*s*t^7*u^2*v^2 - 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(13929732*a^2*b*c^3*s^2*t^16)/25 + (1524339*b*c^4*s^2*t^16)/5 - (173043*a^7*d*s^2*t^16)/25 - (6328284*a^4*b^2*d*s^2*t^16)/25 - (16130688*a*b^4*d*s^2*t^16)/25 + (1912857*a^5*c*d*s^2*t^16)/25 + (27371088*a^2*b^2*c*d*s^2*t^16)/25 - (7253577*a^3*c^2*d*s^2*t^16)/25 - (4946184*b^2*c^2*d*s^2*t^16)/5 + (1904391*a*c^3*d*s^2*t^16)/5 + 413100*a^3*b*d^2*s^2*t^16 + (3738096*b^3*d^2*s^2*t^16)/5 - 1360476*a*b*c*d^2*s^2*t^16 - (1674432*a^2*d^3*s^2*t^16)/5 + 1189728*c*d^3*s^2*t^16 - (2916*a^10*s*t^17)/5 - (253242*a^7*b^2*s*t^17)/25 - (1250688*a^4*b^4*s*t^17)/25 - (264192*a*b^6*s*t^17)/5 + (48492*a^8*c*s*t^17)/5 + (472212*a^5*b^2*c*s*t^17)/5 + (3102144*a^2*b^4*c*s*t^17)/25 - (313284*a^6*c^2*s*t^17)/5 - (6785514*a^3*b^2*c^2*s*t^17)/25 - (2222208*b^4*c^2*s*t^17)/25 + (973836*a^4*c^3*s*t^17)/5 + (5351184*a*b^2*c^3*s*t^17)/25 - (1436616*a^2*c^4*s*t^17)/5 + 157464*c^5*s*t^17 + (864846*a^6*b*d*s*t^17)/25 + (7707144*a^3*b^3*d*s*t^17)/25 + 127488*b^5*d*s*t^17 - (8079996*a^4*b*c*d*s*t^17)/25 - (12499776*a*b^3*c*d*s*t^17)/25 + (23321358*a^2*b*c^2*d*s*t^17)/25 - (3685824*b*c^3*d*s*t^17)/5 - (355752*a^5*d^2*s*t^17)/25 - (18859608*a^2*b^2*d^2*s*t^17)/25 + (2780784*a^3*c*d^2*s*t^17)/25 + (4033152*b^2*c*d^2*s*t^17)/5 - (1133352*a*c^2*d^2*s*t^17)/5 + (4025376*a*b*d^3*s*t^17)/5 - 466560*d^4*s*t^17 + (1701*a^9*b*t^18)/5 + (109564*a^6*b^3*t^18)/25 + (74368*a^3*b^5*t^18)/5 + 4096*b^7*t^18 - (24129*a^7*b*c*t^18)/5 - (753088*a^4*b^3*c*t^18)/25 + (7168*a*b^5*c*t^18)/5 + (127309*a^5*b*c^2*t^18)/5 + (1232112*a^2*b^3*c^2*t^18)/25 - (300699*a^3*b*c^3*t^18)/5 + (108864*b^3*c^3*t^18)/25 + (275562*a*b*c^4*t^18)/5 - (2079*a^8*d*t^18)/5 - (513828*a^5*b^2*d*t^18)/25 - (568512*a^2*b^4*d*t^18)/5 + 5544*a^6*c*d*t^18 + (3513804*a^3*b^2*c*d*t^18)/25 + 16128*b^4*c*d*t^18 - (133686*a^4*c^2*d*t^18)/5 - (5857488*a*b^2*c^2*d*t^18)/25 + (281232*a^2*c^3*d*t^18)/5 - 45927*c^4*d*t^18 + (576072*a^4*b*d^2*t^18)/25 + 272160*a*b^3*d^2*t^18 - (4058208*a^2*b*c*d^2*t^18)/25 + (1456056*b*c^2*d^2*t^18)/5 + (108864*a^3*d^3*t^18)/25 - 226800*b^2*d^3*t^18 - (108864*a*c*d^3*t^18)/5 - 6*a*b*s^17*u - 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(669834*a^2*b*d*s^10*t^7*u)/5 + 6954156*b*c*d*s^10*t^7*u - 1464210*a*d^2*s^10*t^7*u - (1272348*a^5*b*s^9*t^8*u)/5 - 408408*a^2*b^3*s^9*t^8*u + (3843972*a^3*b*c*s^9*t^8*u)/5 + 2791536*b^3*c*s^9*t^8*u + 482460*a*b*c^2*s^9*t^8*u + (1908522*a^4*d*s^9*t^8*u)/5 + 3882120*a*b^2*d*s^9*t^8*u + 164934*a^2*c*d*s^9*t^8*u - 5654880*c^2*d*s^9*t^8*u - 10098000*b*d^2*s^9*t^8*u + 355674*a^4*b^2*s^8*t^9*u - (305184*a*b^4*s^8*t^9*u)/5 + (329868*a^5*c*s^8*t^9*u)/5 + (9236304*a^2*b^2*c*s^8*t^9*u)/5 - 356796*a^3*c^2*s^8*t^9*u - 6987816*b^2*c^2*s^8*t^9*u + 242352*a*c^3*s^8*t^9*u - (2478498*a^3*b*d*s^8*t^9*u)/5 + 17952*b^3*d*s^8*t^9*u + 80784*a*b*c*d*s^8*t^9*u - 5049000*a^2*d^2*s^8*t^9*u + 15147000*c*d^2*s^8*t^9*u - (727056*a^6*b*s^7*t^10*u)/5 - (8940096*a^3*b^3*s^7*t^10*u)/5 - (6031872*b^5*s^7*t^10*u)/5 + 2104872*a^4*b*c*s^7*t^10*u + (5421504*a*b^3*c*s^7*t^10*u)/5 - (35423784*a^2*b*c^2*s^7*t^10*u)/5 + 6543504*b*c^3*s^7*t^10*u - 363528*a^5*d*s^7*t^10*u + (32555952*a^2*b^2*d*s^7*t^10*u)/5 + 511632*a^3*c*d*s^7*t^10*u + 5978016*b^2*c*d*s^7*t^10*u + 2544696*a*c^2*d*s^7*t^10*u - 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