321: x^3 - 117441*x^2 + 1834683*x - 1094339 520: x^4 - 9*x^2 + 4 577: x^7 - 271*x^6 + 14110*x^5 - 305901*x^4 + 3302764*x^3 - 18540079*x^2 + 5 0974426*x - 52709047 840: x^4 - 13*x^2 + 16 904: x^8 - 291548*x^7 + 334606454*x^6 - 61369971432*x^5 + 4697072848084*x^4 - 181214676971696*x^3 + 3648530586401032*x^2 - 35714904573057824*x + 1281631 28171083616 1009: x^7 - 973*x^6 + 167498*x^5 - 4057364*x^4 + 18768251*x^3 - 27886760*x^2 + 16716969*x - 3532843 1129: x^9 - 3152*x^8 + 289642*x^7 - 10150080*x^6 + 177983728*x^5 - 170289644 3*x^4 + 9026867814*x^3 - 25536273017*x^2 + 33704603491*x - 13239180433 1229: x^3 - 23869184*x^2 + 4900807723*x - 25882295744 1297: x^11 - 7803750*x^10 + 55939717317*x^9 - 62941516207233*x^8 + 249739277 32928665*x^7 - 3816028387012109938*x^6 + 268908031877695595126*x^5 - 9390649 418022052899043*x^4 + 171384864104434465202330*x^3 - 16735822720597433357007 25*x^2 + 8302147338551541876892500*x - 16454377306652163269640625 1509: x^3 - 5734896*x^2 + 685111047*x - 2885578268 1901: x^3 - 1661445000*x^2 + 652088842603*x - 10876122907528 1937: x^6 - 223216*x^5 + 303911464*x^4 - 18551484557*x^3 + 342626031874*x^2 - 1882208294920*x + 1909539648325 2305: x^16 - 1371799662*x^15 + 121616334216497*x^14 - 1128147753530988111*x^ 13 + 3196338438144669440746*x^12 - 3111678808046681216215312*x^11 + 12674912 45076779362151573473*x^10 - 250294823417021706568210731409*x^9 + 27190663856 089831403137211548665*x^8 - 1734716294251324267292672117160760*x^7 + 6684195 7412548225069765327758369702*x^6 - 1576649107243328325313662097367395102*x^5 + 23201383204032631560333473867003267187*x^4 - 2138409349896275743760829186 91769045042*x^3 + 1200591747176578060307988216657761835773*x^2 - 37571709547 06767176659485993890570291204*x + 5028649997035861715097766155127437929921 2920: x^12 - 94718*x^11 + 49880383*x^10 - 5287783194*x^9 + 215647854584*x^8 - 4570808590102*x^7 + 57198297983939*x^6 - 448784480823286*x^5 + 22587549988 38405*x^4 - 7244096314003308*x^3 + 14207321159351732*x^2 - 15383438450117520 *x + 6955891073705584 3281: x^6 - 327799898*x^5 + 20914311724405*x^4 - 18351232131167554*x^3 + 304 0549588329241022*x^2 - 69839542440793546592*x + 380989313930932610969 32569: x^3 - 6205986125072536097*x^2 + 326973946531200301604035739167008162* x - 10944699368061872985159673651250737095727 [y^2 - 145, 1]: x^4 + Mod(y - 14, y^2 - 145)*x^3 + Mod(-8*y + 95, y^2 - 145) *x^2 + Mod(21*y - 250, y^2 - 145)*x + Mod(-18*y + 217, y^2 - 145) [y^2 - 229, 1]: x^3 + Mod(-y - 14, y^2 - 229)*x^2 + Mod(6*y + 87, y^2 - 229) *x + Mod(-10*y - 156, y^2 - 229) [y^2 - 401, 1]: x^5 + Mod(-11/2*y - 219/2, y^2 - 401)*x^4 + Mod(155/2*y + 30 91/2, y^2 - 401)*x^3 + Mod(-403*y - 8075, y^2 - 401)*x^2 + Mod(1789/2*y + 35 845/2, y^2 - 401)*x + Mod(-1421/2*y - 28437/2, y^2 - 401) [y^2 - 577, 1]: x^7 + Mod(11/2*y - 271/2, y^2 - 577)*x^6 + Mod(-553/2*y + 13 285/2, y^2 - 577)*x^5 + Mod(5730*y - 137633, y^2 - 577)*x^4 + Mod(-118647/2* y + 2849989/2, y^2 - 577)*x^3 + Mod(319416*y - 7672635, y^2 - 577)*x^2 + Mod (-1674997/2*y + 40234809/2, y^2 - 577)*x + Mod(810062*y - 19458357, y^2 - 57 7) [y^2 - 761, 1]: x^3 + Mod(731/2*y - 20167/2, y^2 - 761)*x^2 + Mod(-244695*y + 6750211, y^2 - 761)*x + Mod(21008185/2*y - 579536589/2, y^2 - 761) [y^3 - y^2 - 17*y - 16, 1]: x^4 + Mod(-2*y^2 - 10*y - 11, y^3 - y^2 - 17*y - 16)*x^3 + Mod(21*y^2 + 86*y + 68, y^3 - y^2 - 17*y - 16)*x^2 + Mod(-66*y^2 - 262*y - 204, y^3 - y^2 - 17*y - 16)*x + Mod(65*y^2 + 262*y + 209, y^3 - y^ 2 - 17*y - 16) [y^3 - 14*y - 7, 1]: x^3 + Mod(-5*y^2 - 21*y - 10, y^3 - 14*y - 7)*x^2 + Mod (25*y^2 + 98*y + 42, y^3 - 14*y - 7)*x + Mod(-30*y^2 - 119*y - 52, y^3 - 14* y - 7) [y^3 - y^2 - 16*y + 22, 1]: x^3 + Mod(-10*y^2 - 27*y + 60, y^3 - y^2 - 16*y + 22)*x^2 + Mod(171*y^2 + 464*y - 1016, y^3 - y^2 - 16*y + 22)*x + Mod(-715* y^2 - 1940*y + 4234, y^3 - y^2 - 16*y + 22) [y^3 - 36*y - 45, 1]: x^3 + Mod(-12*y^2 - 78*y - 79, y^3 - 36*y - 45)*x^2 + Mod(1589/3*y^2 + 3469*y + 3642, y^3 - 36*y - 45)*x + Mod(-3038/3*y^2 - 6631* y - 6962, y^3 - 36*y - 45) [y^3 - 21*y - 35, 1]: x^3 + Mod(-4*y^2 + 12*y + 48, y^3 - 21*y - 35)*x^2 + M od(20*y^2 - 64*y - 219, y^3 - 21*y - 35)*x + Mod(-34*y^2 + 106*y + 381, y^3 - 21*y - 35) [y^3 - 12*y - 1, 1]: x^3 + Mod(-3*y^2 - 13*y - 4, y^3 - 12*y - 1)*x^2 + Mod( 16*y^2 + 54*y + 7, y^3 - 12*y - 1)*x + Mod(-18*y^2 - 65*y - 6, y^3 - 12*y - 1) [y^3 - y^2 - 17*y - 16, 1]: x^4 + Mod(-2*y^2 - 10*y - 11, y^3 - y^2 - 17*y - 16)*x^3 + Mod(21*y^2 + 86*y + 68, y^3 - y^2 - 17*y - 16)*x^2 + Mod(-66*y^2 - 262*y - 204, y^3 - y^2 - 17*y - 16)*x + Mod(65*y^2 + 262*y + 209, y^3 - y^ 2 - 17*y - 16) [y^3 - y^2 - 30*y - 27, 1]: x^3 + Mod(781/3*y^2 - 1531/3*y - 7317, y^3 - y^2 - 30*y - 27)*x^2 + Mod(-9385/3*y^2 + 18397/3*y + 87963, y^3 - y^2 - 30*y - 27)*x + Mod(8526*y^2 - 16713*y - 239732, y^3 - y^2 - 30*y - 27) [y^3 - 14*y - 7, 1]: x^3 + Mod(-5*y^2 - 21*y - 10, y^3 - 14*y - 7)*x^2 + Mod (25*y^2 + 98*y + 42, y^3 - 14*y - 7)*x + Mod(-30*y^2 - 119*y - 52, y^3 - 14* y - 7) [y^3 - y^2 - 16*y + 22, 1]: x^3 + Mod(-10*y^2 - 27*y + 60, y^3 - y^2 - 16*y + 22)*x^2 + Mod(171*y^2 + 464*y - 1016, y^3 - y^2 - 16*y + 22)*x + Mod(-715* y^2 - 1940*y + 4234, y^3 - y^2 - 16*y + 22) [y^3 - y^2 - 30*y + 71, 1]: x^3 + Mod(-35*y^2 - 108*y + 604, y^3 - y^2 - 30* y + 71)*x^2 + Mod(194*y^2 + 599*y - 3364, y^3 - y^2 - 30*y + 71)*x + Mod(-25 9*y^2 - 800*y + 4495, y^3 - y^2 - 30*y + 71) [y^3 - y^2 - 16*y - 6, 1]: x^3 + Mod(-11*y^2 + 47*y + 22, y^3 - y^2 - 16*y - 6)*x^2 + Mod(293*y^2 - 1260*y - 532, y^3 - y^2 - 16*y - 6)*x + Mod(-1325*y^ 2 + 5696*y + 2410, y^3 - y^2 - 16*y - 6) [y^3 - 36*y - 45, 1]: x^3 + Mod(-12*y^2 - 78*y - 79, y^3 - 36*y - 45)*x^2 + Mod(1589/3*y^2 + 3469*y + 3642, y^3 - 36*y - 45)*x + Mod(-3038/3*y^2 - 6631* y - 6962, y^3 - 36*y - 45) [y^3 - 12*y - 1, [5, y + 1]]: x^6 + Mod(249*y^2 - 22*y - 2983, y^3 - 12*y - 1)*x^5 + Mod(-78906*y^2 + 6575*y + 946331, y^3 - 12*y - 1)*x^4 + Mod(2611117 *y^2 - 217723*y - 31315230, y^3 - 12*y - 1)*x^3 + Mod(-27093232*y^2 + 225907 7*y + 324930439, y^3 - 12*y - 1)*x^2 + Mod(103641257*y^2 - 8641781*y - 12429 74520, y^3 - 12*y - 1)*x + Mod(-126674169*y^2 + 10562299*y + 1519209322, y^3 - 12*y - 1) [y^3 - y^2 - 37*y + 64, 1]: x^3 + Mod(-20*y^2 - 91*y + 230, y^3 - y^2 - 37*y + 64)*x^2 + Mod(17039/3*y^2 + 25994*y - 195548/3, y^3 - y^2 - 37*y + 64)*x + Mod(-504718*y^2 - 2309993*y + 5792200, y^3 - y^2 - 37*y + 64) [y^3 - y^2 - 9*y + 8, 1]: x^3 + Mod(-y^2 - 3*y, y^3 - y^2 - 9*y + 8)*x^2 + M od(5*y^2 + 12*y - 11, y^3 - y^2 - 9*y + 8)*x + Mod(-6*y^2 - 13*y + 15, y^3 - y^2 - 9*y + 8) [y^3 - 21*y - 35, 1]: x^3 + Mod(-4*y^2 + 12*y + 48, y^3 - 21*y - 35)*x^2 + M od(20*y^2 - 64*y - 219, y^3 - 21*y - 35)*x + Mod(-34*y^2 + 106*y + 381, y^3 - 21*y - 35) [y^3 - y^2 - 16*y + 8, 1]: x^3 + Mod(-3/2*y^2 - 11/2*y, y^3 - y^2 - 16*y + 8 )*x^2 + Mod(10*y^2 + 34*y - 18, y^3 - y^2 - 16*y + 8)*x + Mod(-16*y^2 - 53*y + 32, y^3 - y^2 - 16*y + 8) [y^3 - y^2 - 4*y - 1, 7]: x^9 + Mod(3803*y^2 - 4845*y - 13885, y^3 - y^2 - 4 *y - 1)*x^8 + Mod(-11843718*y^2 + 15087600*y + 43242511, y^3 - y^2 - 4*y - 1 )*x^7 + Mod(2447928994*y^2 - 3118393621*y - 8937617416, y^3 - y^2 - 4*y - 1) *x^6 + Mod(-122752473137*y^2 + 156373216132*y + 448180745635, y^3 - y^2 - 4* y - 1)*x^5 + Mod(2291810549483*y^2 - 2919515812766*y - 8367614391752, y^3 - y^2 - 4*y - 1)*x^4 + Mod(-20378966548367*y^2 + 25960573005885*y + 7440551044 5644, y^3 - y^2 - 4*y - 1)*x^3 + Mod(92972141705228*y^2 - 118436333193067*y - 339449973794721, y^3 - y^2 - 4*y - 1)*x^2 + Mod(-210119040368961*y^2 + 267 668660944174*y + 767164243383345, y^3 - y^2 - 4*y - 1)*x + Mod(1864214244966 95*y^2 - 237480491909325*y - 680642034264572, y^3 - y^2 - 4*y - 1) [y^3 - 12*y - 1, [5, y + 1]]: x^6 + Mod(249*y^2 - 22*y - 2983, y^3 - 12*y - 1)*x^5 + Mod(-78906*y^2 + 6575*y + 946331, y^3 - 12*y - 1)*x^4 + Mod(2611117 *y^2 - 217723*y - 31315230, y^3 - 12*y - 1)*x^3 + Mod(-27093232*y^2 + 225907 7*y + 324930439, y^3 - 12*y - 1)*x^2 + Mod(103641257*y^2 - 8641781*y - 12429 74520, y^3 - 12*y - 1)*x + Mod(-126674169*y^2 + 10562299*y + 1519209322, y^3 - 12*y - 1) [y^3 - y^2 - 7*y + 6, [29, y - 13]]: x^7 + Mod(-5*y^2 - 11*y + 7, y^3 - y^2 - 7*y + 6)*x^6 + Mod(143*y^2 + 254*y - 306, y^3 - y^2 - 7*y + 6)*x^5 + Mod(- 1762*y^2 - 3082*y + 3846, y^3 - y^2 - 7*y + 6)*x^4 + Mod(11513*y^2 + 20157*y - 25127, y^3 - y^2 - 7*y + 6)*x^3 + Mod(-39912*y^2 - 69904*y + 87044, y^3 - y^2 - 7*y + 6)*x^2 + Mod(67549*y^2 + 118318*y - 147287, y^3 - y^2 - 7*y + 6 )*x + Mod(-43616*y^2 - 76398*y + 95101, y^3 - y^2 - 7*y + 6) Total time spent: 112220