/************************** 20/2/2007 Equation for a component of the Humbert surface of discriminant 17 Took 392775s = 106h 15m 6s on asti ***************************/ h17:= e1^24*e2^12 - 12*e1^24*e2^11*e3 + 66*e1^24*e2^10*e3^2 - 220*e1^24*e2^9*e3^3 + 495*e1^24*e2^8*e3^4 - 792*e1^24*e2^7*e3^5 + 924*e1^24*e2^6*e3^6 - 792*e1^24*e2^5*e3^7 + 495*e1^24*e2^4*e3^8 - 220*e1^24*e2^3*e3^9 + 66*e1^24*e2^2*e3^10 - 12*e1^24*e2*e3^11 + e1^24*e3^12 - 8192*e1^23*e2^13*e3^4 + 16384*e1^23*e2^13*e3^3 - 9760*e1^23*e2^13*e3^2 + 1568*e1^23*e2^13*e3 - 12*e1^23*e2^13 + 57344*e1^23*e2^12*e3^5 - 90112*e1^23*e2^12*e3^4 + 22304*e1^23*e2^12*e3^3 + 13600*e1^23*e2^12*e3^2 - 3004*e1^23*e2^12*e3 - 163840*e1^23*e2^11*e3^6 + 147456*e1^23*e2^11*e3^5 + 117152*e1^23*e2^11*e3^4 - 105984*e1^23*e2^11*e3^3 + 3000*e1^23*e2^11*e3^2 + 1568*e1^23*e2^11*e3 + 229376*e1^23*e2^10*e3^7 + 98304*e1^23*e2^10*e3^6 - 578720*e1^23*e2^10*e3^5 + 196256*e1^23*e2^10*e3^4 + 64120*e1^23*e2^10*e3^3 - 7488*e1^23*e2^10*e3^2 - 114688*e1^23*e2^9*e3^8 - 688128*e1^23*e2^9*e3^7 + 956608*e1^23*e2^9*e3^6 + 97504*e1^23*e2^9*e3^5 - 259620*e1^23*e2^9*e3^4 + 5024*e1^23*e2^9*e3^3 - 114688*e1^23*e2^8*e3^9 + 1032192*e1^23*e2^8*e3^8 - 507584*e1^23*e2^8*e3^7 - 857024*e1^23*e2^8*e3^6 + 409452*e1^23*e2^8*e3^5 + 41216*e1^23*e2^8*e3^4 + 229376*e1^23*e2^7*e3^10 - 688128*e1^23*e2^7*e3^9 - 507584*e1^23*e2^7*e3^8 + 1308160*e1^23*e2^7*e3^7 - 213936*e1^23*e2^7*e3^6 - 129472*e1^23*e2^7*e3^5 - 163840*e1^23*e2^6*e3^11 + 98304*e1^23*e2^6*e3^10 + 956608*e1^23*e2^6*e3^9 - 857024*e1^23*e2^6*e3^8 - 213936*e1^23*e2^6*e3^7 + 178304*e1^23*e2^6*e3^6 + 57344*e1^23*e2^5*e3^12 + 147456*e1^23*e2^5*e3^11 - 578720*e1^23*e2^5*e3^10 + 97504*e1^23*e2^5*e3^9 + 409452*e1^23*e2^5*e3^8 - 129472*e1^23*e2^5*e3^7 - 8192*e1^23*e2^4*e3^13 - 90112*e1^23*e2^4*e3^12 + 117152*e1^23*e2^4*e3^11 + 196256*e1^23*e2^4*e3^10 - 259620*e1^23*e2^4*e3^9 + 41216*e1^23*e2^4*e3^8 + 16384*e1^23*e2^3*e3^13 + 22304*e1^23*e2^3*e3^12 - 105984*e1^23*e2^3*e3^11 + 64120*e1^23*e2^3*e3^10 + 5024*e1^23*e2^3*e3^9 - 9760*e1^23*e2^2*e3^13 + 13600*e1^23*e2^2*e3^12 + 3000*e1^23*e2^2*e3^11 - 7488*e1^23*e2^2*e3^10 + 1568*e1^23*e2*e3^13 - 3004*e1^23*e2*e3^12 + 1568*e1^23*e2*e3^11 - 12*e1^23*e3^13 + 16777216*e1^22*e2^14*e3^8 - 67108864*e1^22*e2^14*e3^7 + 107216896*e1^22*e2^14*e3^6 - 86769664*e1^22*e2^14*e3^5 + 37159168*e1^22*e2^14*e3^4 - 7995904*e1^22*e2^14*e3^3 + 728640*e1^22*e2^14*e3^2 - 7488*e1^22*e2^14*e3 + 66*e1^22*e2^14 - 100663296*e1^22*e2^13*e3^9 + 335544320*e1^22*e2^13*e3^8 - 378535936*e1^22*e2^13*e3^7 + 104595456*e1^22*e2^13*e3^6 + 106780160*e1^22*e2^13*e3^5 - 89320960*e1^22*e2^13*e3^4 + 23914976*e1^22*e2^13*e3^3 - 2318368*e1^22*e2^13*e3^2 + 3000*e1^22*e2^13*e3 + 251658240*e1^22*e2^12*e3^10 - 603979776*e1^22*e2^12*e3^9 + 143654912*e1^22*e2^12*e3^8 + 711458816*e1^22*e2^12*e3^7 - 675009280*e1^22*e2^12*e3^6 + 127449600*e1^22*e2^12*e3^5 + 71720128*e1^22*e2^12*e3^4 - 30145696*e1^22*e2^12*e3^3 + 3182150*e1^22*e2^12*e3^2 + 13600*e1^22*e2^12*e3 - 335544320*e1^22*e2^11*e3^11 + 335544320*e1^22*e2^11*e3^10 + 1116733440*e1^22*e2^11*e3^9 - 1894252544*e1^22*e2^11*e3^8 + 526256128*e1^22*e2^11*e3^7 + 512660992*e1^22*e2^11*e3^6 - 258481056*e1^22*e2^11*e3^5 - 22280992*e1^22*e2^11*e3^4 + 21686352*e1^22*e2^11*e3^3 - 2318368*e1^22*e2^11*e3^2 - 9760*e1^22*e2^11*e3 + 251658240*e1^22*e2^10*e3^12 + 335544320*e1^22*e2^10*e3^11 - 1978138624*e1^22*e2^10*e3^10 + 1164967936*e1^22*e2^10*e3^9 + 1332597248*e1^22*e2^10*e3^8 - 1289532416*e1^22*e2^10*e3^7 + 18632896*e1^22*e2^10*e3^6 + 175495392*e1^22*e2^10*e3^5 - 3416670*e1^22*e2^10*e3^4 - 8531616*e1^22*e2^10*e3^3 + 728640*e1^22*e2^10*e3^2 - 100663296*e1^22*e2^9*e3^13 - 603979776*e1^22*e2^9*e3^12 + 1116733440*e1^22*e2^9*e3^11 + 1164967936*e1^22*e2^9*e3^10 - 2655566848*e1^22*e2^9*e3^9 + 746738688*e1^22*e2^9*e3^8 + 480170432*e1^22*e2^9*e3^7 - 56410496*e1^22*e2^9*e3^6 - 102900408*e1^22*e2^9*e3^5 + 9848736*e1^22*e2^9*e3^4 + 1066080*e1^22*e2^9*e3^3 + 16777216*e1^22*e2^8*e3^14 + 335544320*e1^22*e2^8*e3^13 + 143654912*e1^22*e2^8*e3^12 - 1894252544*e1^22*e2^8*e3^11 + 1332597248*e1^22*e2^8*e3^10 + 746738688*e1^22*e2^8*e3^9 - 673372032*e1^22*e2^8*e3^8 - 64332352*e1^22*e2^8*e3^7 + 15705046*e1^22*e2^8*e3^6 + 44623168*e1^22*e2^8*e3^5 - 3704064*e1^22*e2^8*e3^4 - 67108864*e1^22*e2^7*e3^14 - 378535936*e1^22*e2^7*e3^13 + 711458816*e1^22*e2^7*e3^12 + 526256128*e1^22*e2^7*e3^11 - 1289532416*e1^22*e2^7*e3^10 + 480170432*e1^22*e2^7*e3^9 - 64332352*e1^22*e2^7*e3^8 + 131480928*e1^22*e2^7*e3^7 - 43635520*e1^22*e2^7*e3^6 - 6192704*e1^22*e2^7*e3^5 + 107216896*e1^22*e2^6*e3^14 + 104595456*e1^22*e2^6*e3^13 - 675009280*e1^22*e2^6*e3^12 + 512660992*e1^22*e2^6*e3^11 + 18632896*e1^22*e2^6*e3^10 - 56410496*e1^22*e2^6*e3^9 + 15705046*e1^22*e2^6*e3^8 - 43635520*e1^22*e2^6*e3^7 + 16223616*e1^22*e2^6*e3^6 - 86769664*e1^22*e2^5*e3^14 + 106780160*e1^22*e2^5*e3^13 + 127449600*e1^22*e2^5*e3^12 - 258481056*e1^22*e2^5*e3^11 + 175495392*e1^22*e2^5*e3^10 - 102900408*e1^22*e2^5*e3^9 + 44623168*e1^22*e2^5*e3^8 - 6192704*e1^22*e2^5*e3^7 + 37159168*e1^22*e2^4*e3^14 - 89320960*e1^22*e2^4*e3^13 + 71720128*e1^22*e2^4*e3^12 - 22280992*e1^22*e2^4*e3^11 - 3416670*e1^22*e2^4*e3^10 + 9848736*e1^22*e2^4*e3^9 - 3704064*e1^22*e2^4*e3^8 - 7995904*e1^22*e2^3*e3^14 + 23914976*e1^22*e2^3*e3^13 - 30145696*e1^22*e2^3*e3^12 + 21686352*e1^22*e2^3*e3^11 - 8531616*e1^22*e2^3*e3^10 + 1066080*e1^22*e2^3*e3^9 + 728640*e1^22*e2^2*e3^14 - 2318368*e1^22*e2^2*e3^13 + 3182150*e1^22*e2^2*e3^12 - 2318368*e1^22*e2^2*e3^11 + 728640*e1^22*e2^2*e3^10 - 7488*e1^22*e2*e3^14 + 3000*e1^22*e2*e3^13 + 13600*e1^22*e2*e3^12 - 9760*e1^22*e2*e3^11 + 66*e1^22*e3^14 - 536870912*e1^21*e2^15*e3^10 + 2684354560*e1^21*e2^15*e3^9 - 5706350592*e1^21*e2^15*e3^8 + 6719275008*e1^21*e2^15*e3^7 - 4748345344*e1^21*e2^15*e3^6 + 2001862656*e1^21*e2^15*e3^5 - 450996224*e1^21*e2^15*e3^4 + 35999744*e1^21*e2^15*e3^3 + 1066080*e1^21*e2^15*e3^2 + 5024*e1^21*e2^15*e3 - 220*e1^21*e2^15 - 6979321856*e1^21*e2^14*e3^11 + 42412802048*e1^21*e2^14*e3^10 - 109007863808*e1^21*e2^14*e3^9 + 154654474240*e1^21*e2^14*e3^8 - 132678680576*e1^21*e2^14*e3^7 + 70855360512*e1^21*e2^14*e3^6 - 23183677952*e1^21*e2^14*e3^5 + 4227334656*e1^21*e2^14*e3^4 - 291957920*e1^21*e2^14*e3^3 - 8531616*e1^21*e2^14*e3^2 + 64120*e1^21*e2^14*e3 + 7516192768*e1^21*e2^13*e3^12 + 3758096384*e1^21*e2^13*e3^11 - 158966218752*e1^21*e2^13*e3^10 + 487935967232*e1^21*e2^13*e3^9 - 710237356032*e1^21*e2^13*e3^8 + 590064386048*e1^21*e2^13*e3^7 - 293792033280*e1^21*e2^13*e3^6 + 86966944256*e1^21*e2^13*e3^5 - 14169314624*e1^21*e2^13*e3^4 + 901749824*e1^21*e2^13*e3^3 + 21686352*e1^21*e2^13*e3^2 - 105984*e1^21*e2^13*e3 + 7516192768*e1^21*e2^12*e3^13 - 97710505984*e1^21*e2^12*e3^12 + 273680433152*e1^21*e2^12*e3^11 - 132743430144*e1^21*e2^12*e3^10 - 595923959808*e1^21*e2^12*e3^9 + 1248031408128*e1^21*e2^12*e3^8 - 1124182126592*e1^21*e2^12*e3^7 + 553366235648*e1^21*e2^12*e3^6 - 153310558528*e1^21*e2^12*e3^5 + 22598018048*e1^21*e2^12*e3^4 - 1291577884*e1^21*e2^12*e3^3 - 30145696*e1^21*e2^12*e3^2 + 22304*e1^21*e2^12*e3 - 6979321856*e1^21*e2^11*e3^14 + 3758096384*e1^21*e2^11*e3^13 + 273680433152*e1^21*e2^11*e3^12 - 1033132572672*e1^21*e2^11*e3^11 + 1443588341760*e1^21*e2^11*e3^10 - 561651253248*e1^21*e2^11*e3^9 - 723879516160*e1^21*e2^11*e3^8 + 1019415406592*e1^21*e2^11*e3^7 - 539574811488*e1^21*e2^11*e3^6 + 142559174528*e1^21*e2^11*e3^5 - 18709642468*e1^21*e2^11*e3^4 + 901749824*e1^21*e2^11*e3^3 + 23914976*e1^21*e2^11*e3^2 + 16384*e1^21*e2^11*e3 - 536870912*e1^21*e2^10*e3^15 + 42412802048*e1^21*e2^10*e3^14 - 158966218752*e1^21*e2^10*e3^13 - 132743430144*e1^21*e2^10*e3^12 + 1443588341760*e1^21*e2^10*e3^11 - 2698603528192*e1^21*e2^10*e3^10 + 2165488350208*e1^21*e2^10*e3^9 - 535175769088*e1^21*e2^10*e3^8 - 330429128800*e1^21*e2^10*e3^7 + 267874961312*e1^21*e2^10*e3^6 - 70595816288*e1^21*e2^10*e3^5 + 7986202592*e1^21*e2^10*e3^4 - 291957920*e1^21*e2^10*e3^3 - 7995904*e1^21*e2^10*e3^2 + 2684354560*e1^21*e2^9*e3^15 - 109007863808*e1^21*e2^9*e3^14 + 487935967232*e1^21*e2^9*e3^13 - 595923959808*e1^21*e2^9*e3^12 - 561651253248*e1^21*e2^9*e3^11 + 2165488350208*e1^21*e2^9*e3^10 - 2257672303616*e1^21*e2^9*e3^9 + 1037774705280*e1^21*e2^9*e3^8 - 134513635168*e1^21*e2^9*e3^7 - 50449480680*e1^21*e2^9*e3^6 + 16893755648*e1^21*e2^9*e3^5 - 1594556000*e1^21*e2^9*e3^4 + 35999744*e1^21*e2^9*e3^3 - 5706350592*e1^21*e2^8*e3^15 + 154654474240*e1^21*e2^8*e3^14 - 710237356032*e1^21*e2^8*e3^13 + 1248031408128*e1^21*e2^8*e3^12 - 723879516160*e1^21*e2^8*e3^11 - 535175769088*e1^21*e2^8*e3^10 + 1037774705280*e1^21*e2^8*e3^9 - 598823483904*e1^21*e2^8*e3^8 + 141024767068*e1^21*e2^8*e3^7 - 6555626304*e1^21*e2^8*e3^6 - 1220261568*e1^21*e2^8*e3^5 + 112969728*e1^21*e2^8*e3^4 + 6719275008*e1^21*e2^7*e3^15 - 132678680576*e1^21*e2^7*e3^14 + 590064386048*e1^21*e2^7*e3^13 - 1124182126592*e1^21*e2^7*e3^12 + 1019415406592*e1^21*e2^7*e3^11 - 330429128800*e1^21*e2^7*e3^10 - 134513635168*e1^21*e2^7*e3^9 + 141024767068*e1^21*e2^7*e3^8 - 38391660160*e1^21*e2^7*e3^7 + 3082838208*e1^21*e2^7*e3^6 - 111480832*e1^21*e2^7*e3^5 - 4748345344*e1^21*e2^6*e3^15 + 70855360512*e1^21*e2^6*e3^14 - 293792033280*e1^21*e2^6*e3^13 + 553366235648*e1^21*e2^6*e3^12 - 539574811488*e1^21*e2^6*e3^11 + 267874961312*e1^21*e2^6*e3^10 - 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7488*e1^2*e2^10*e3^23 + 728640*e1^2*e2^10*e3^22 - 7995904*e1^2*e2^10*e3^21 + 37159168*e1^2*e2^10*e3^20 - 86769664*e1^2*e2^10*e3^19 + 107216896*e1^2*e2^10*e3^18 - 67108864*e1^2*e2^10*e3^17 + 16777216*e1^2*e2^10*e3^16 - 12*e1*e2^24*e3^11 + 1568*e1*e2^23*e3^13 - 3004*e1*e2^23*e3^12 + 1568*e1*e2^23*e3^11 - 7488*e1*e2^22*e3^14 + 3000*e1*e2^22*e3^13 + 13600*e1*e2^22*e3^12 - 9760*e1*e2^22*e3^11 + 5024*e1*e2^21*e3^15 + 64120*e1*e2^21*e3^14 - 105984*e1*e2^21*e3^13 + 22304*e1*e2^21*e3^12 + 16384*e1*e2^21*e3^11 + 41216*e1*e2^20*e3^16 - 259620*e1*e2^20*e3^15 + 196256*e1*e2^20*e3^14 + 117152*e1*e2^20*e3^13 - 90112*e1*e2^20*e3^12 - 8192*e1*e2^20*e3^11 - 129472*e1*e2^19*e3^17 + 409452*e1*e2^19*e3^16 + 97504*e1*e2^19*e3^15 - 578720*e1*e2^19*e3^14 + 147456*e1*e2^19*e3^13 + 57344*e1*e2^19*e3^12 + 178304*e1*e2^18*e3^18 - 213936*e1*e2^18*e3^17 - 857024*e1*e2^18*e3^16 + 956608*e1*e2^18*e3^15 + 98304*e1*e2^18*e3^14 - 163840*e1*e2^18*e3^13 - 129472*e1*e2^17*e3^19 - 213936*e1*e2^17*e3^18 + 1308160*e1*e2^17*e3^17 - 507584*e1*e2^17*e3^16 - 688128*e1*e2^17*e3^15 + 229376*e1*e2^17*e3^14 + 41216*e1*e2^16*e3^20 + 409452*e1*e2^16*e3^19 - 857024*e1*e2^16*e3^18 - 507584*e1*e2^16*e3^17 + 1032192*e1*e2^16*e3^16 - 114688*e1*e2^16*e3^15 + 5024*e1*e2^15*e3^21 - 259620*e1*e2^15*e3^20 + 97504*e1*e2^15*e3^19 + 956608*e1*e2^15*e3^18 - 688128*e1*e2^15*e3^17 - 114688*e1*e2^15*e3^16 - 7488*e1*e2^14*e3^22 + 64120*e1*e2^14*e3^21 + 196256*e1*e2^14*e3^20 - 578720*e1*e2^14*e3^19 + 98304*e1*e2^14*e3^18 + 229376*e1*e2^14*e3^17 + 1568*e1*e2^13*e3^23 + 3000*e1*e2^13*e3^22 - 105984*e1*e2^13*e3^21 + 117152*e1*e2^13*e3^20 + 147456*e1*e2^13*e3^19 - 163840*e1*e2^13*e3^18 - 3004*e1*e2^12*e3^23 + 13600*e1*e2^12*e3^22 + 22304*e1*e2^12*e3^21 - 90112*e1*e2^12*e3^20 + 57344*e1*e2^12*e3^19 - 12*e1*e2^11*e3^24 + 1568*e1*e2^11*e3^23 - 9760*e1*e2^11*e3^22 + 16384*e1*e2^11*e3^21 - 8192*e1*e2^11*e3^20 + e2^24*e3^12 - 12*e2^23*e3^13 + 66*e2^22*e3^14 - 220*e2^21*e3^15 + 495*e2^20*e3^16 - 792*e2^19*e3^17 + 924*e2^18*e3^18 - 792*e2^17*e3^19 + 495*e2^16*e3^20 - 220*e2^15*e3^21 + 66*e2^14*e3^22 - 12*e2^13*e3^23 + e2^12*e3^24 ;