\\ charpoly_s4.gp
\\ This is a table of characteristic polynomials of the
\\ Hecke operators T_p acting on the space S_4(Gamma_0(N)) 
\\ of weight 4 cusp forms for Gamma_0(N).
\\ William Stein (was@math.berkeley.edu), September, 1998.

{
T=matrix(100,97,m,n,0);
T[5,2]=x + 4;
T[5,3]=x -2;
T[5,5]=x + 5;
T[5,7]=x -6;
T[5,11]=x -32;
T[5,13]=x + 38;
T[5,17]=x -26;
T[5,19]=x -100;
T[5,23]=x + 78;
T[5,29]=x + 50;
T[5,31]=x + 108;
T[5,37]=x -266;
T[5,41]=x -22;
T[5,43]=x -442;
T[5,47]=x + 514;
T[5,53]=x -2;
T[5,59]=x -500;
T[5,61]=x + 518;
T[5,67]=x -126;
T[5,71]=x -412;
T[5,73]=x + 878;
T[5,79]=x -600;
T[5,83]=x -282;
T[5,89]=x + 150;
T[5,97]=x -386;

T[6,2]=x + 2;
T[6,3]=x + 3;
T[6,5]=x -6;
T[6,7]=x + 16;
T[6,11]=x -12;
T[6,13]=x -38;
T[6,17]=x + 126;
T[6,19]=x -20;
T[6,23]=x -168;
T[6,29]=x -30;
T[6,31]=x + 88;
T[6,37]=x -254;
T[6,41]=x -42;
T[6,43]=x + 52;
T[6,47]=x + 96;
T[6,53]=x -198;
T[6,59]=x + 660;
T[6,61]=x + 538;
T[6,67]=x -884;
T[6,71]=x -792;
T[6,73]=x -218;
T[6,79]=x + 520;
T[6,83]=x + 492;
T[6,89]=x -810;
T[6,97]=x -1154;

T[7,2]=x + 1;
T[7,3]=x + 2;
T[7,5]=x -16;
T[7,7]=x + 7;
T[7,11]=x + 8;
T[7,13]=x -28;
T[7,17]=x -54;
T[7,19]=x + 110;
T[7,23]=x -48;
T[7,29]=x + 110;
T[7,31]=x -12;
T[7,37]=x + 246;
T[7,41]=x -182;
T[7,43]=x -128;
T[7,47]=x -324;
T[7,53]=x + 162;
T[7,59]=x -810;
T[7,61]=x + 488;
T[7,67]=x -244;
T[7,71]=x + 768;
T[7,73]=x + 702;
T[7,79]=x -440;
T[7,83]=x + 1302;
T[7,89]=x -730;
T[7,97]=x -294;

T[8,2]=x ;
T[8,3]=x + 4;
T[8,5]=x + 2;
T[8,7]=x -24;
T[8,11]=x + 44;
T[8,13]=x -22;
T[8,17]=x -50;
T[8,19]=x -44;
T[8,23]=x + 56;
T[8,29]=x -198;
T[8,31]=x + 160;
T[8,37]=x + 162;
T[8,41]=x + 198;
T[8,43]=x -52;
T[8,47]=x -528;
T[8,53]=x + 242;
T[8,59]=x + 668;
T[8,61]=x -550;
T[8,67]=x -188;
T[8,71]=x -728;
T[8,73]=x -154;
T[8,79]=x + 656;
T[8,83]=x -236;
T[8,89]=x -714;
T[8,97]=x + 478;

T[9,2]=x ;
T[9,3]=x ;
T[9,5]=x ;
T[9,7]=x -20;
T[9,11]=x ;
T[9,13]=x + 70;
T[9,17]=x ;
T[9,19]=x -56;
T[9,23]=x ;
T[9,29]=x ;
T[9,31]=x -308;
T[9,37]=x -110;
T[9,41]=x ;
T[9,43]=x + 520;
T[9,47]=x ;
T[9,53]=x ;
T[9,59]=x ;
T[9,61]=x -182;
T[9,67]=x + 880;
T[9,71]=x ;
T[9,73]=x -1190;
T[9,79]=x -884;
T[9,83]=x ;
T[9,89]=x ;
T[9,97]=x + 1330;

T[10,2]=(x -2)*(x^2 + 4*x + 8);
T[10,3]=(x + 8)*(x -2)^2;
T[10,5]=(x -5)*(x + 5)^2;
T[10,7]=(x + 4)*(x -6)^2;
T[10,11]=(x -12)*(x -32)^2;
T[10,13]=(x + 58)*(x + 38)^2;
T[10,17]=(x -66)*(x -26)^2;
T[10,19]=(x + 100)*(x -100)^2;
T[10,23]=(x -132)*(x + 78)^2;
T[10,29]=(x + 90)*(x + 50)^2;
T[10,31]=(x -152)*(x + 108)^2;
T[10,37]=(x + 34)*(x -266)^2;
T[10,41]=(x + 438)*(x -22)^2;
T[10,43]=(x -32)*(x -442)^2;
T[10,47]=(x + 204)*(x + 514)^2;
T[10,53]=(x -222)*(x -2)^2;
T[10,59]=(x -420)*(x -500)^2;
T[10,61]=(x -902)*(x + 518)^2;
T[10,67]=(x + 1024)*(x -126)^2;
T[10,71]=(x -432)*(x -412)^2;
T[10,73]=(x -362)*(x + 878)^2;
T[10,79]=(x + 160)*(x -600)^2;
T[10,83]=(x -72)*(x -282)^2;
T[10,89]=(x -810)*(x + 150)^2;
T[10,97]=(x -1106)*(x -386)^2;

T[11,2]=x^2 -2*x -2;
T[11,3]=x^2 + 2*x -47;
T[11,5]=x^2 -2*x -191;
T[11,7]=x^2 -20*x + 52;
T[11,11]=(x + 11)^2;
T[11,13]=x^2 -80*x + 400;
T[11,17]=x^2 + 124*x + 3412;
T[11,19]=x^2 -72*x -9504;
T[11,23]=x^2 + 98*x -1487;
T[11,29]=x^2 -144*x -4224;
T[11,31]=x^2 + 34*x -2063;
T[11,37]=x^2 -54*x + 537;
T[11,41]=x^2 -536*x + 71776;
T[11,43]=x^2 + 60*x + 132;
T[11,47]=x^2 + 272*x -24704;
T[11,53]=x^2 + 492*x + 51108;
T[11,59]=x^2 -634*x + 48217;
T[11,61]=x^2 -840*x + 74832;
T[11,67]=x^2 -754*x + 140929;
T[11,71]=x^2 + 678*x + 97593;
T[11,73]=x^2 + 400*x -617072;
T[11,79]=x^2 -316*x -1266044;
T[11,83]=x^2 -468*x + 11556;
T[11,89]=x^2 + 1842*x + 525489;
T[11,97]=x^2 -2194*x + 1141201;

T[12,2]=(x + 2)*(x )^2;
T[12,3]=(x -3)*(x + 3)^2;
T[12,5]=(x + 18)*(x -6)^2;
T[12,7]=(x -8)*(x + 16)^2;
T[12,11]=(x -36)*(x -12)^2;
T[12,13]=(x + 10)*(x -38)^2;
T[12,17]=(x -18)*(x + 126)^2;
T[12,19]=(x + 100)*(x -20)^2;
T[12,23]=(x -72)*(x -168)^2;
T[12,29]=(x + 234)*(x -30)^2;
T[12,31]=(x + 16)*(x + 88)^2;
T[12,37]=(x + 226)*(x -254)^2;
T[12,41]=(x -90)*(x -42)^2;
T[12,43]=(x -452)*(x + 52)^2;
T[12,47]=(x -432)*(x + 96)^2;
T[12,53]=(x -414)*(x -198)^2;
T[12,59]=(x + 684)*(x + 660)^2;
T[12,61]=(x -422)*(x + 538)^2;
T[12,67]=(x -332)*(x -884)^2;
T[12,71]=(x + 360)*(x -792)^2;
T[12,73]=(x -26)*(x -218)^2;
T[12,79]=(x -512)*(x + 520)^2;
T[12,83]=(x + 1188)*(x + 492)^2;
T[12,89]=(x + 630)*(x -810)^2;
T[12,97]=(x + 1054)*(x -1154)^2;

T[13,2]=(x + 5)*(x^2 -x -4);
T[13,3]=(x + 7)*(x^2 -5*x -32);
T[13,5]=(x + 7)*(x^2 + 3*x -2);
T[13,7]=(x + 13)*(x^2 + 9*x -494);
T[13,11]=(x + 26)*(x^2 -80*x + 988);
T[13,13]=(x -13)*(x + 13)^2;
T[13,17]=(x -77)*(x^2 -19*x -1138);
T[13,19]=(x + 126)*(x^2 + 84*x -2588);
T[13,23]=(x + 96)*(x^2 -196*x + 8992);
T[13,29]=(x + 82)*(x^2 + 44*x -38684);
T[13,31]=(x -196)*(x^2 + 86*x -3064);
T[13,37]=(x + 131)*(x^2 -209*x + 10814);
T[13,41]=(x -336)*(x^2 + 230*x + 11168);
T[13,43]=(x + 201)*(x^2 -287*x -66316);
T[13,47]=(x + 105)*(x^2 -435*x -14918);
T[13,53]=(x + 432)*(x^2 + 118*x -344);
T[13,59]=(x + 294)*(x^2 + 368*x -31492);
T[13,61]=(x + 56)*(x^2 + 1058*x + 126416);
T[13,67]=(x -478)*(x^2 -68*x -227596);
T[13,71]=(x -9)*(x^2 + 131*x -222494);
T[13,73]=(x -98)*(x^2 -456*x -235316);
T[13,79]=(x -1304)*(x^2 + 1008*x + 247216);
T[13,83]=(x + 308)*(x^2 -1958*x + 817664);
T[13,89]=(x + 1190)*(x^2 + 720*x -510212);
T[13,97]=(x -70)*(x^2 + 928*x -881476);

T[14,2]=(x + 2)*(x -2)*(x^2 + x + 8);
T[14,3]=(x -8)*(x + 2)^3;
T[14,5]=(x + 14)*(x + 12)*(x -16)^2;
T[14,7]=(x -7)*(x + 7)^3;
T[14,11]=(x -48)*(x + 28)*(x + 8)^2;
T[14,13]=(x -56)*(x -18)*(x -28)^2;
T[14,17]=(x -74)*(x + 114)*(x -54)^2;
T[14,19]=(x -2)*(x -80)*(x + 110)^2;
T[14,23]=(x + 112)*(x + 120)*(x -48)^2;
T[14,29]=(x + 54)*(x -190)*(x + 110)^2;
T[14,31]=(x -236)*(x -72)*(x -12)^2;
T[14,37]=(x + 346)*(x -146)*(x + 246)^2;
T[14,41]=(x -162)*(x -126)*(x -182)^2;
T[14,43]=(x + 376)*(x + 412)*(x -128)^2;
T[14,47]=(x -24)*(x + 12)*(x -324)^2;
T[14,53]=(x -174)*(x -318)*(x + 162)^2;
T[14,59]=(x + 200)*(x -138)*(x -810)^2;
T[14,61]=(x -380)*(x + 198)*(x + 488)^2;
T[14,67]=(x + 716)*(x + 484)*(x -244)^2;
T[14,71]=(x -576)*(x -392)*(x + 768)^2;
T[14,73]=(x -538)*(x + 1150)*(x + 702)^2;
T[14,79]=(x -240)*(x -776)*(x -440)^2;
T[14,83]=(x -378)*(x + 1072)*(x + 1302)^2;
T[14,89]=(x -810)*(x + 390)*(x -730)^2;
T[14,97]=(x -1354)*(x + 1330)*(x -294)^2;

T[15,2]=(x -1)*(x -3)*(x + 4)^2;
T[15,3]=(x -3)*(x + 3)*(x^2 -2*x + 27);
T[15,5]=(x -5)*(x + 5)^3;
T[15,7]=(x + 24)*(x -20)*(x -6)^2;
T[15,11]=(x + 24)*(x -52)*(x -32)^2;
T[15,13]=(x -22)*(x -74)*(x + 38)^2;
T[15,17]=(x -54)*(x + 14)*(x -26)^2;
T[15,19]=(x + 124)*(x + 20)*(x -100)^2;
T[15,23]=(x + 168)*(x + 120)*(x + 78)^2;
T[15,29]=(x -230)*(x + 78)*(x + 50)^2;
T[15,31]=(x + 288)*(x -200)*(x + 108)^2;
T[15,37]=(x + 34)*(x + 70)*(x -266)^2;
T[15,41]=(x -330)*(x -122)*(x -22)^2;
T[15,43]=(x -92)*(x + 188)*(x -442)^2;
T[15,47]=(x -256)*(x + 24)*(x + 514)^2;
T[15,53]=(x + 338)*(x -450)*(x -2)^2;
T[15,59]=(x -100)*(x -24)*(x -500)^2;
T[15,61]=(x + 322)*(x -742)*(x + 518)^2;
T[15,67]=(x + 84)*(x + 196)*(x -126)^2;
T[15,71]=(x + 328)*(x + 288)*(x -412)^2;
T[15,73]=(x + 430)*(x + 38)*(x + 878)^2;
T[15,79]=(x + 240)*(x + 520)*(x -600)^2;
T[15,83]=(x -1212)*(x -156)*(x -282)^2;
T[15,89]=(x -330)*(x -1026)*(x + 150)^2;
T[15,97]=(x + 286)*(x -866)*(x -386)^2;

T[16,2]=(x )^3;
T[16,3]=(x -4)*(x + 4)^2;
T[16,5]=(x + 2)^3;
T[16,7]=(x + 24)*(x -24)^2;
T[16,11]=(x -44)*(x + 44)^2;
T[16,13]=(x -22)^3;
T[16,17]=(x -50)^3;
T[16,19]=(x + 44)*(x -44)^2;
T[16,23]=(x -56)*(x + 56)^2;
T[16,29]=(x -198)^3;
T[16,31]=(x -160)*(x + 160)^2;
T[16,37]=(x + 162)^3;
T[16,41]=(x + 198)^3;
T[16,43]=(x + 52)*(x -52)^2;
T[16,47]=(x + 528)*(x -528)^2;
T[16,53]=(x + 242)^3;
T[16,59]=(x -668)*(x + 668)^2;
T[16,61]=(x -550)^3;
T[16,67]=(x + 188)*(x -188)^2;
T[16,71]=(x + 728)*(x -728)^2;
T[16,73]=(x -154)^3;
T[16,79]=(x -656)*(x + 656)^2;
T[16,83]=(x + 236)*(x -236)^2;
T[16,89]=(x -714)^3;
T[16,97]=(x + 478)^3;

T[17,2]=(x + 3)*(x^3 -x^2 -24*x + 32);
T[17,3]=(x + 8)*(x^3 -4*x^2 -62*x + 204);
T[17,5]=(x -6)*(x^3 + 8*x^2 -44*x + 32);
T[17,7]=(x + 28)*(x^3 -22*x^2 -138*x + 792);
T[17,11]=(x + 24)*(x^3 + 28*x^2 -1366*x -4692);
T[17,13]=(x + 58)*(x^3 -30*x^2 -1472*x -9392);
T[17,17]=(x -17)*(x + 17)^3;
T[17,19]=(x -116)*(x^3 -80*x^2 -4632*x + 340128);
T[17,23]=(x + 60)*(x^3 -142*x^2 -15770*x + 1600544);
T[17,29]=(x -30)*(x^3 + 456*x^2 + 53908*x + 1518624);
T[17,31]=(x + 172)*(x^3 -230*x^2 -11586*x -81608);
T[17,37]=(x + 58)*(x^3 -356*x^2 -17964*x + 6176752);
T[17,41]=(x + 342)*(x^3 + 294*x^2 -86564*x -1638744);
T[17,43]=(x + 148)*(x^3 -556*x^2 + 51096*x + 7270272);
T[17,47]=(x -288)*(x^3 -640*x^2 + 85328*x -1671168);
T[17,53]=(x -318)*(x^3 -302*x^2 -153460*x + 18162072);
T[17,59]=(x -252)*(x^3 -636*x^2 -101768*x + 49419072);
T[17,61]=(x -110)*(x^3 + 84*x^2 -124412*x -6792784);
T[17,67]=(x + 484)*(x^3 -1008*x^2 + 65040*x -765952);
T[17,71]=(x + 708)*(x^3 + 402*x^2 -589874*x -274866016);
T[17,73]=(x -362)*(x^3 -838*x^2 + 227852*x -19957512);
T[17,79]=(x + 484)*(x^3 + 594*x^2 -1121274*x -742135824);
T[17,83]=(x -756)*(x^3 + 2396*x^2 + 1488888*x + 142080704);
T[17,89]=(x + 774)*(x^3 + 170*x^2 -1072304*x -446571376);
T[17,97]=(x + 382)*(x^3 + 270*x^2 -586100*x -206623000);

T[18,2]=(x -2)*(x^2 + 8)*(x + 2)^2;
T[18,3]=(x + 3)*(x )^4;
T[18,5]=(x + 6)*(x -6)^2*(x )^2;
T[18,7]=(x -20)^2*(x + 16)^3;
T[18,11]=(x + 12)*(x -12)^2*(x )^2;
T[18,13]=(x + 70)^2*(x -38)^3;
T[18,17]=(x -126)*(x + 126)^2*(x )^2;
T[18,19]=(x -56)^2*(x -20)^3;
T[18,23]=(x + 168)*(x -168)^2*(x )^2;
T[18,29]=(x + 30)*(x -30)^2*(x )^2;
T[18,31]=(x -308)^2*(x + 88)^3;
T[18,37]=(x -110)^2*(x -254)^3;
T[18,41]=(x + 42)*(x -42)^2*(x )^2;
T[18,43]=(x + 520)^2*(x + 52)^3;
T[18,47]=(x -96)*(x + 96)^2*(x )^2;
T[18,53]=(x + 198)*(x -198)^2*(x )^2;
T[18,59]=(x -660)*(x + 660)^2*(x )^2;
T[18,61]=(x -182)^2*(x + 538)^3;
T[18,67]=(x + 880)^2*(x -884)^3;
T[18,71]=(x + 792)*(x -792)^2*(x )^2;
T[18,73]=(x -1190)^2*(x -218)^3;
T[18,79]=(x -884)^2*(x + 520)^3;
T[18,83]=(x -492)*(x + 492)^2*(x )^2;
T[18,89]=(x + 810)*(x -810)^2*(x )^2;
T[18,97]=(x + 1330)^2*(x -1154)^3;

T[19,2]=(x + 3)*(x^3 -3*x^2 -18*x + 38);
T[19,3]=(x + 5)*(x^3 -x^2 -64*x + 172);
T[19,5]=(x + 12)*(x^3 -14*x^2 -71*x -72);
T[19,7]=(x -11)*(x^3 + 35*x^2 + 147*x -2319);
T[19,11]=(x + 54)*(x^3 -16*x^2 -51*x + 1182);
T[19,13]=(x -11)*(x^3 -65*x^2 + 744*x + 4848);
T[19,17]=(x + 93)*(x^3 -29*x^2 -9225*x -218619);
T[19,19]=(x -19)*(x + 19)^3;
T[19,23]=(x -183)*(x^3 + 101*x^2 -4624*x -378176);
T[19,29]=(x + 249)*(x^3 -377*x^2 + 8768*x + 4544396);
T[19,31]=(x -56)*(x^3 + 140*x^2 -37616*x -2444352);
T[19,37]=(x + 250)*(x^3 + 290*x^2 -46772*x -10001448);
T[19,41]=(x -240)*(x^3 -956*x^2 + 302116*x -31578144);
T[19,43]=(x + 196)*(x^3 + 570*x^2 -92583*x -65963504);
T[19,47]=(x + 168)*(x^3 -66*x^2 -31311*x + 2940624);
T[19,53]=(x -435)*(x^3 -817*x^2 + 211080*x -16824816);
T[19,59]=(x -195)*(x^3 -265*x^2 -157992*x + 31557612);
T[19,61]=(x + 358)*(x^3 -988*x^2 + 45701*x + 76875874);
T[19,67]=(x + 961)*(x^3 + 207*x^2 -59928*x -7515248);
T[19,71]=(x + 246)*(x^3 -846*x^2 + 172860*x + 1727928);
T[19,73]=(x -353)*(x^3 -627*x^2 -355485*x + 145581839);
T[19,79]=(x + 34)*(x^3 -382*x^2 -669888*x -56023488);
T[19,83]=(x -234)*(x^3 + 766*x^2 -35648*x -78728352);
T[19,89]=(x + 168)*(x^3 + 172*x^2 -844784*x -76923456);
T[19,97]=(x -758)*(x^3 + 2450*x^2 + 1384544*x + 196438912);

T[20,2]=(x -2)*(x^2 + 4*x + 8)*(x )^3;
T[20,3]=(x -4)*(x + 8)^2*(x -2)^3;
T[20,5]=(x + 5)^3*(x -5)^3;
T[20,7]=(x + 16)*(x + 4)^2*(x -6)^3;
T[20,11]=(x + 60)*(x -12)^2*(x -32)^3;
T[20,13]=(x -86)*(x + 58)^2*(x + 38)^3;
T[20,17]=(x -18)*(x -66)^2*(x -26)^3;
T[20,19]=(x -44)*(x + 100)^2*(x -100)^3;
T[20,23]=(x -48)*(x -132)^2*(x + 78)^3;
T[20,29]=(x + 186)*(x + 90)^2*(x + 50)^3;
T[20,31]=(x -176)*(x -152)^2*(x + 108)^3;
T[20,37]=(x -254)*(x + 34)^2*(x -266)^3;
T[20,41]=(x -186)*(x + 438)^2*(x -22)^3;
T[20,43]=(x + 100)*(x -32)^2*(x -442)^3;
T[20,47]=(x -168)*(x + 204)^2*(x + 514)^3;
T[20,53]=(x + 498)*(x -222)^2*(x -2)^3;
T[20,59]=(x + 252)*(x -420)^2*(x -500)^3;
T[20,61]=(x + 58)*(x -902)^2*(x + 518)^3;
T[20,67]=(x + 1036)*(x + 1024)^2*(x -126)^3;
T[20,71]=(x -168)*(x -432)^2*(x -412)^3;
T[20,73]=(x -506)*(x -362)^2*(x + 878)^3;
T[20,79]=(x -272)*(x + 160)^2*(x -600)^3;
T[20,83]=(x -948)*(x -72)^2*(x -282)^3;
T[20,89]=(x + 1014)*(x -810)^2*(x + 150)^3;
T[20,97]=(x + 766)*(x -1106)^2*(x -386)^3;

T[21,2]=(x -4)*(x + 3)*(x^2 + 3*x -12)*(x + 1)^2;
T[21,3]=(x^2 + 2*x + 27)*(x + 3)^2*(x -3)^2;
T[21,5]=(x + 4)*(x + 18)*(x^2 -6*x -48)*(x -16)^2;
T[21,7]=(x + 7)^3*(x -7)^3;
T[21,11]=(x + 36)*(x -62)*(x^2 + 6*x -1416)*(x + 8)^2;
T[21,13]=(x + 34)*(x + 62)*(x^2 -16*x -1988)*(x -28)^2;
T[21,17]=(x -84)*(x -42)*(x^2 + 6*x -48)*(x -54)^2;
T[21,19]=(x -100)*(x + 124)*(x^2 -64*x -7184)*(x + 110)^2;
T[21,23]=(x + 42)*(x^2 -6*x -16464)*(x )*(x -48)^2;
T[21,29]=(x + 10)*(x -102)*(x^2 + 252*x + 7668)*(x + 110)^2;
T[21,31]=(x + 160)*(x + 48)*(x^2 -40*x -73472)*(x -12)^2;
T[21,37]=(x -398)*(x^2 + 248*x -3092)*(x + 246)^3;
T[21,41]=(x + 318)*(x + 248)*(x^2 + 450*x + 37800)*(x -182)^2;
T[21,43]=(x -68)*(x + 268)*(x^2 -376*x + 2512)*(x -128)^2;
T[21,47]=(x -240)*(x^2 + 12*x -65856)*(x -324)^3;
T[21,53]=(x + 498)*(x -258)*(x^2 + 1104*x + 304476)*(x + 162)^2;
T[21,59]=(x + 132)*(x -120)*(x^2 -804*x -30144)*(x -810)^2;
T[21,61]=(x -622)*(x -398)*(x^2 + 428*x -28076)*(x + 488)^2;
T[21,67]=(x -904)*(x -92)*(x^2 -148*x -160736)*(x -244)^2;
T[21,71]=(x + 678)*(x + 720)*(x^2 -954*x + 214704)*(x + 768)^2;
T[21,73]=(x + 642)*(x + 502)*(x^2 -1072*x + 285244)*(x + 702)^2;
T[21,79]=(x + 1024)*(x -740)*(x^2 + 572*x -84416)*(x -440)^2;
T[21,83]=(x + 204)*(x -468)*(x^2 -1944*x + 813456)*(x + 1302)^2;
T[21,89]=(x -200)*(x -354)*(x^2 -366*x -253848)*(x -730)^2;
T[21,97]=(x + 1266)*(x + 286)*(x^2 -808*x -922292)*(x -294)^2;

T[22,2]=(x -2)*(x^4 -2*x^3 + 14*x^2 -16*x + 64)*(x + 2)^2;
T[22,3]=(x + 7)*(x -1)*(x -4)*(x^2 + 2*x -47)^2;
T[22,5]=(x + 3)*(x + 19)*(x -14)*(x^2 -2*x -191)^2;
T[22,7]=(x -14)*(x + 8)*(x + 10)*(x^2 -20*x + 52)^2;
T[22,11]=(x -11)^2*(x + 11)^5;
T[22,13]=(x + 50)*(x + 16)*(x + 72)*(x^2 -80*x + 400)^2;
T[22,17]=(x + 46)*(x -42)*(x -130)*(x^2 + 124*x + 3412)^2;
T[22,19]=(x + 20)*(x -116)*(x + 108)*(x^2 -72*x -9504)^2;
T[22,23]=(x -189)*(x + 107)*(x + 96)*(x^2 + 98*x -1487)^2;
T[22,29]=(x -142)*(x + 120)*(x -120)*(x^2 -144*x -4224)^2;
T[22,31]=(x -117)*(x -40)*(x + 163)*(x^2 + 34*x -2063)^2;
T[22,37]=(x + 409)*(x + 201)*(x -382)*(x^2 -54*x + 537)^2;
T[22,41]=(x + 228)*(x + 118)*(x -468)*(x^2 -536*x + 71776)^2;
T[22,43]=(x + 242)*(x -110)*(x -220)*(x^2 + 60*x + 132)^2;
T[22,47]=(x + 96)*(x -144)*(x -520)*(x^2 + 272*x -24704)^2;
T[22,53]=(x -458)*(x -90)*(x -238)*(x^2 + 492*x + 51108)^2;
T[22,59]=(x + 852)*(x + 453)*(x -435)*(x^2 -634*x + 48217)^2;
T[22,61]=(x -20)*(x -190)*(x + 668)*(x^2 -840*x + 74832)^2;
T[22,67]=(x + 97)*(x -439)*(x + 12)*(x^2 -754*x + 140929)^2;
T[22,71]=(x + 1113)*(x + 465)*(x + 112)*(x^2 + 678*x + 97593)^2;
T[22,73]=(x + 72)*(x + 6)*(x -848)*(x^2 + 400*x -617072)^2;
T[22,79]=(x -304)*(x + 70)*(x + 742)*(x^2 -316*x -1266044)^2;
T[22,83]=(x -358)*(x -820)*(x -438)*(x^2 -468*x + 11556)^2;
T[22,89]=(x -202)*(x + 273)*(x -895)*(x^2 + 1842*x + 525489)^2;
T[22,97]=(x -761)*(x + 1406)*(x -409)*(x^2 -2194*x + 1141201)^2;

T[23,2]=(x + 2)*(x^4 -2*x^3 -24*x^2 + 61*x + 2);
T[23,3]=(x + 5)*(x^4 -7*x^3 -13*x^2 + 131*x -152);
T[23,5]=(x + 6)*(x^4 -14*x^3 -244*x^2 + 4832*x -19904);
T[23,7]=(x + 8)*(x^4 -16*x^3 -1168*x^2 + 11080*x + 301984);
T[23,11]=(x -34)*(x^4 -8*x^3 -2488*x^2 + 56152*x -81440);
T[23,13]=(x + 57)*(x^4 -111*x^3 + 529*x^2 + 125283*x + 1322658);
T[23,17]=(x + 80)*(x^4 -98*x^3 -1008*x^2 + 104248*x -855280);
T[23,19]=(x + 70)*(x^4 -96*x^3 -21208*x^2 + 1311040*x + 66996944);
T[23,23]=(x -23)*(x + 23)^4;
T[23,29]=(x -245)*(x^4 -21*x^3 -54527*x^2 + 2769801*x + 325399050);
T[23,31]=(x -103)*(x^4 + 193*x^3 -685*x^2 -1511421*x -58104720);
T[23,37]=(x + 298)*(x^4 -170*x^3 -135012*x^2 + 10946176*x + 2389345472);
T[23,41]=(x -95)*(x^4 + 125*x^3 -13663*x^2 -543281*x + 29467114);
T[23,43]=(x -88)*(x^4 -2*x^3 -80432*x^2 -6041088*x + 78004224);
T[23,47]=(x + 357)*(x^4 + 677*x^3 + 26651*x^2 -34063993*x -3169103456);
T[23,53]=(x + 414)*(x^4 + 230*x^3 -333612*x^2 -80558392*x + 7631805536);
T[23,59]=(x + 408)*(x^4 + 1140*x^3 + 401280*x^2 + 44165184*x + 1146071296);
T[23,61]=(x -822)*(x^4 -754*x^3 + 135708*x^2 -513304*x -621762112);
T[23,67]=(x -926)*(x^4 -488*x^3 -260568*x^2 + 130952104*x -1826338144);
T[23,71]=(x -335)*(x^4 + 401*x^3 -687701*x^2 -298072101*x -5581505296);
T[23,73]=(x + 899)*(x^4 -1509*x^3 + 425877*x^2 + 92572593*x -14695752674);
T[23,79]=(x + 1322)*(x^4 + 838*x^3 -181084*x^2 -297551352*x -61908677856);
T[23,83]=(x + 36)*(x^4 -142*x^3 -383600*x^2 + 88041768*x + 7015211408);
T[23,89]=(x + 460)*(x^4 -2342*x^3 + 1462056*x^2 + 88039456*x -213195182848);
T[23,97]=(x + 964)*(x^4 -1062*x^3 -1780792*x^2 + 721154456*x + 60054540368);

T[24,2]=(x + 2)*(x )^7;
T[24,3]=(x^2 + 4*x + 27)*(x -3)^3*(x + 3)^3;
T[24,5]=(x -14)*(x + 18)^2*(x + 2)^2*(x -6)^3;
T[24,7]=(x + 24)*(x -24)^2*(x -8)^2*(x + 16)^3;
T[24,11]=(x + 28)*(x + 44)^2*(x -36)^2*(x -12)^3;
T[24,13]=(x + 74)*(x + 10)^2*(x -22)^2*(x -38)^3;
T[24,17]=(x -82)*(x -50)^2*(x -18)^2*(x + 126)^3;
T[24,19]=(x -92)*(x -44)^2*(x + 100)^2*(x -20)^3;
T[24,23]=(x -8)*(x + 56)^2*(x -72)^2*(x -168)^3;
T[24,29]=(x + 138)*(x -198)^2*(x + 234)^2*(x -30)^3;
T[24,31]=(x -80)*(x + 16)^2*(x + 160)^2*(x + 88)^3;
T[24,37]=(x -30)*(x + 162)^2*(x + 226)^2*(x -254)^3;
T[24,41]=(x -282)*(x -90)^2*(x + 198)^2*(x -42)^3;
T[24,43]=(x -4)*(x -452)^2*(x -52)^2*(x + 52)^3;
T[24,47]=(x -240)*(x -528)^2*(x -432)^2*(x + 96)^3;
T[24,53]=(x + 130)*(x + 242)^2*(x -414)^2*(x -198)^3;
T[24,59]=(x -596)*(x + 684)^2*(x + 668)^2*(x + 660)^3;
T[24,61]=(x + 218)*(x -550)^2*(x -422)^2*(x + 538)^3;
T[24,67]=(x + 436)*(x -188)^2*(x -332)^2*(x -884)^3;
T[24,71]=(x -856)*(x + 360)^2*(x -728)^2*(x -792)^3;
T[24,73]=(x + 998)*(x -154)^2*(x -26)^2*(x -218)^3;
T[24,79]=(x + 32)*(x + 656)^2*(x -512)^2*(x + 520)^3;
T[24,83]=(x + 1508)*(x -236)^2*(x + 1188)^2*(x + 492)^3;
T[24,89]=(x + 246)*(x + 630)^2*(x -714)^2*(x -810)^3;
T[24,97]=(x -866)*(x + 1054)^2*(x + 478)^2*(x -1154)^3;

T[25,2]=(x -4)*(x + 1)*(x -1)*(x + 4)^2;
T[25,3]=(x -7)*(x + 7)*(x + 2)*(x -2)^2;
T[25,5]=(x + 5)*(x )^4;
T[25,7]=(x + 6)^2*(x -6)^3;
T[25,11]=(x + 43)^2*(x -32)^3;
T[25,13]=(x + 28)*(x -38)*(x -28)*(x + 38)^2;
T[25,17]=(x -91)*(x + 91)*(x + 26)*(x -26)^2;
T[25,19]=(x + 35)^2*(x -100)^3;
T[25,23]=(x -78)*(x + 162)*(x -162)*(x + 78)^2;
T[25,29]=(x -160)^2*(x + 50)^3;
T[25,31]=(x -42)^2*(x + 108)^3;
T[25,37]=(x + 314)*(x -314)*(x + 266)*(x -266)^2;
T[25,41]=(x + 203)^2*(x -22)^3;
T[25,43]=(x + 442)*(x + 92)*(x -92)*(x -442)^2;
T[25,47]=(x + 196)*(x -196)*(x -514)*(x + 514)^2;
T[25,53]=(x -82)*(x + 82)*(x + 2)*(x -2)^2;
T[25,59]=(x + 280)^2*(x -500)^3;
T[25,61]=(x + 518)^5;
T[25,67]=(x + 126)*(x + 141)*(x -141)*(x -126)^2;
T[25,71]=(x -412)^5;
T[25,73]=(x + 763)*(x -763)*(x -878)*(x + 878)^2;
T[25,79]=(x -510)^2*(x -600)^3;
T[25,83]=(x -777)*(x + 282)*(x + 777)*(x -282)^2;
T[25,89]=(x + 945)^2*(x + 150)^3;
T[25,97]=(x + 386)*(x + 1246)*(x -1246)*(x -386)^2;

T[26,2]=(x + 2)*(x^2 + 5*x + 8)*(x^4 -x^3 + 12*x^2 -8*x + 64)*(x -2)^2;
T[26,3]=(x + 1)*(x -3)*(x -4)*(x + 7)^2*(x^2 -5*x -32)^2;
T[26,5]=(x + 18)*(x -11)*(x -17)*(x + 7)^2*(x^2 + 3*x -2)^2;
T[26,7]=(x + 35)*(x -19)*(x -20)*(x + 13)^2*(x^2 + 9*x -494)^2;
T[26,11]=(x -2)*(x + 38)*(x + 48)*(x + 26)^2*(x^2 -80*x + 988)^2;
T[26,13]=(x -13)^4*(x + 13)^5;
T[26,17]=(x + 51)*(x -66)*(x + 19)*(x -77)^2*(x^2 -19*x -1138)^2;
T[26,19]=(x -90)*(x -94)*(x + 16)*(x + 126)^2*(x^2 + 84*x -2588)^2;
T[26,23]=(x + 52)*(x + 72)*(x -168)*(x + 96)^2*(x^2 -196*x + 8992)^2;
T[26,29]=(x -6)*(x + 190)*(x -246)*(x + 82)^2*(x^2 + 44*x -38684)^2;
T[26,31]=(x + 100)*(x -292)*(x -20)*(x -196)^2*(x^2 + 86*x -3064)^2;
T[26,37]=(x -254)*(x + 11)*(x + 441)*(x + 131)^2*(x^2 -209*x + 10814)^2;
T[26,41]=(x -312)*(x + 390)*(x + 280)*(x -336)^2*(x^2 + 230*x + 11168)^2;
T[26,43]=(x -373)*(x + 124)*(x -241)*(x + 201)^2*(x^2 -287*x -66316)^2;
T[26,47]=(x + 41)*(x -137)*(x + 468)*(x + 105)^2*(x^2 -435*x -14918)^2;
T[26,53]=(x + 232)*(x -558)*(x -468)*(x + 432)^2*(x^2 + 118*x -344)^2;
T[26,59]=(x -530)*(x + 96)*(x + 386)*(x + 294)^2*(x^2 + 368*x -31492)^2;
T[26,61]=(x + 826)*(x -64)*(x -592)*(x + 56)^2*(x^2 + 1058*x + 126416)^2;
T[26,67]=(x + 670)*(x + 160)*(x + 206)*(x -478)^2*(x^2 -68*x -227596)^2;
T[26,71]=(x + 863)*(x + 420)*(x -55)*(x -9)^2*(x^2 + 131*x -222494)^2;
T[26,73]=(x -362)*(x + 838)*(x + 322)*(x -98)^2*(x^2 -456*x -235316)^2;
T[26,79]=(x -1016)*(x -776)*(x + 460)*(x -1304)^2*(x^2 + 1008*x + 247216)^2;
T[26,83]=(x -528)*(x -420)*(x )*(x + 308)^2*(x^2 -1958*x + 817664)^2;
T[26,89]=(x -1626)*(x + 934)*(x -870)*(x + 1190)^2*(x^2 + 720*x -510212)^2;
T[26,97]=(x + 346)*(x + 1154)*(x + 1294)*(x -70)^2*(x^2 + 928*x -881476)^2;

T[27,2]=(x -3)*(x + 3)*(x^2 -18)*(x )^2;
T[27,3]=(x )^6;
T[27,5]=(x + 15)*(x -15)*(x^2 -288)*(x )^2;
T[27,7]=(x + 25)^2*(x -11)^2*(x -20)^2;
T[27,11]=(x -15)*(x + 15)*(x^2 -288)*(x )^2;
T[27,13]=(x -20)^2*(x -29)^2*(x + 70)^2;
T[27,17]=(x + 72)*(x -72)*(x^2 -2592)*(x )^2;
T[27,19]=(x -56)^2*(x -2)^2*(x -29)^2;
T[27,23]=(x + 114)*(x -114)*(x^2 -7200)*(x )^2;
T[27,29]=(x + 30)*(x -30)*(x^2 -73728)*(x )^2;
T[27,31]=(x -101)^2*(x -308)^2*(x + 268)^2;
T[27,37]=(x -110)^2*(x -83)^2*(x + 430)^2;
T[27,41]=(x + 30)*(x -30)*(x^2 -73728)*(x )^2;
T[27,43]=(x -110)^2*(x + 520)^2*(x + 232)^2;
T[27,47]=(x -330)*(x + 330)*(x^2 -152352)*(x )^2;
T[27,53]=(x -621)*(x + 621)*(x^2 -93312)*(x )^2;
T[27,59]=(x -660)*(x + 660)*(x^2 -83232)*(x )^2;
T[27,61]=(x + 376)^2*(x -767)^2*(x -182)^2;
T[27,67]=(x + 880)^2*(x + 511)^2*(x + 250)^2;
T[27,71]=(x -360)*(x + 360)*(x^2 -508032)*(x )^2;
T[27,73]=(x -785)^2*(x -137)^2*(x -1190)^2;
T[27,79]=(x -884)^2*(x -488)^2*(x + 475)^2;
T[27,83]=(x + 489)*(x -489)*(x^2 -332928)*(x )^2;
T[27,89]=(x -450)*(x + 450)*(x^2 -64800)*(x )^2;
T[27,97]=(x + 1105)^2*(x -821)^2*(x + 1330)^2;

T[28,2]=(x + 2)*(x -2)*(x^2 + x + 8)*(x )^5;
T[28,3]=(x -4)*(x + 10)*(x -8)^2*(x + 2)^5;
T[28,5]=(x -6)*(x + 8)*(x + 14)^2*(x + 12)^2*(x -16)^3;
T[28,7]=(x -7)^3*(x + 7)^6;
T[28,11]=(x + 12)*(x + 40)*(x + 28)^2*(x -48)^2*(x + 8)^3;
T[28,13]=(x + 82)*(x + 12)*(x -56)^2*(x -18)^2*(x -28)^3;
T[28,17]=(x + 30)*(x + 58)*(x -74)^2*(x + 114)^2*(x -54)^3;
T[28,19]=(x -26)*(x -68)*(x -80)^2*(x -2)^2*(x + 110)^3;
T[28,23]=(x -216)*(x + 64)*(x + 112)^2*(x + 120)^2*(x -48)^3;
T[28,29]=(x + 62)*(x -246)*(x -190)^2*(x + 54)^2*(x + 110)^3;
T[28,31]=(x + 112)*(x -252)*(x -236)^2*(x -72)^2*(x -12)^3;
T[28,37]=(x -26)*(x -110)*(x + 346)^2*(x -146)^2*(x + 246)^3;
T[28,41]=(x + 246)*(x -6)*(x -162)^2*(x -126)^2*(x -182)^3;
T[28,43]=(x -416)*(x + 172)*(x + 376)^2*(x + 412)^2*(x -128)^3;
T[28,47]=(x + 396)*(x -192)*(x + 12)^2*(x -24)^2*(x -324)^3;
T[28,53]=(x -558)*(x + 450)*(x -318)^2*(x -174)^2*(x + 162)^3;
T[28,59]=(x -274)*(x -540)*(x + 200)^2*(x -138)^2*(x -810)^3;
T[28,61]=(x + 576)*(x -110)*(x -380)^2*(x + 198)^2*(x + 488)^3;
T[28,67]=(x + 476)*(x -140)*(x + 716)^2*(x + 484)^2*(x -244)^3;
T[28,71]=(x + 448)*(x + 840)*(x -392)^2*(x -576)^2*(x + 768)^3;
T[28,73]=(x + 158)*(x + 550)*(x -538)^2*(x + 1150)^2*(x + 702)^3;
T[28,79]=(x + 936)*(x + 208)*(x -776)^2*(x -240)^2*(x -440)^3;
T[28,83]=(x -530)*(x -516)*(x -378)^2*(x + 1072)^2*(x + 1302)^3;
T[28,89]=(x + 1398)*(x -810)^2*(x -730)^3*(x + 390)^3;
T[28,97]=(x -214)*(x -1586)*(x + 1330)^2*(x -1354)^2*(x -294)^3;

T[29,2]=(x^2 + 2*x -1)*(x^5 -33*x^3 + 28*x^2 + 192*x -256);
T[29,3]=(x^2 + 10*x + 7)*(x^5 -8*x^4 -52*x^3 + 322*x^2 + 187*x -1042);
T[29,5]=(x^2 + 10*x -7)*(x^5 -10*x^4 -366*x^3 + 2904*x^2 + 21453*x -55534);
T[29,7]=(x^2 + 16*x -136)*(x^5 -40*x^4 + 84*x^3 + 10768*x^2 -100288*x + 243968);
T[29,11]=(x^2 + 26*x -2569)*(x^5 -12*x^4 -4892*x^3 + 50174*x^2 + 4398787*x + 30997958);
T[29,13]=(x^2 + 26*x -1183)*(x^5 -14*x^4 -7558*x^3 + 133312*x^2 + 1294565*x -13078418);
T[29,17]=(x^2 -60*x + 252)*(x^5 -66*x^4 -2444*x^3 + 205448*x^2 -3694112*x + 19935872);
T[29,19]=(x^2 + 220*x + 10052)*(x^5 -214*x^4 + 15136*x^3 -342272*x^2 -1091328*x + 19441152);
T[29,23]=(x^2 -52*x -3932)*(x^5 -164*x^4 -18812*x^3 + 3316000*x^2 + 24181632*x -7938109184);
T[29,29]=(x -29)^2*(x + 29)^5;
T[29,31]=(x^2 + 294*x + 13671)*(x^5 -420*x^4 + 45552*x^3 -1363354*x^2 -5574361*x -2094346);
T[29,37]=(x^2 -312*x + 18064)*(x^5 -378*x^4 -69792*x^3 + 30918912*x^2 -2452994048*x + 23564115968);
T[29,41]=(x^5 + 1158*x^4 + 462908*x^3 + 74423880*x^2 + 4409752000*x + 59613728000)*(x^2 -40*x -37688);
T[29,43]=(x^2 + 322*x -32561)*(x^5 + 204*x^4 -94388*x^3 -11715386*x^2 + 1855476667*x + 198643410886);
T[29,47]=(x^2 + 130*x -81473)*(x^5 -248*x^4 -332696*x^3 + 76509294*x^2 + 8179300863*x -203435244846);
T[29,53]=(x^2 -1002*x + 221233)*(x^5 + 554*x^4 -38334*x^3 -72740336*x^2 -14144920995*x -786854101018);
T[29,59]=(x^2 + 900*x + 79492)*(x^5 -440*x^4 -95868*x^3 + 42988400*x^2 -4107227200*x + 109032704000);
T[29,61]=(x^2 + 948*x + 161308)*(x^5 -618*x^4 -204156*x^3 + 206442728*x^2 -41066569056*x + 2140697762176);
T[29,67]=(x^2 -320*x -442912)*(x^5 -1164*x^4 -251984*x^3 + 457331392*x^2 + 25268520960*x -39308070146048);
T[29,71]=(x^5 + 692*x^4 -876848*x^3 -572202480*x^2 + 153248941872*x + 98341318953856)*(x^2 + 660*x + 106588);
T[29,73]=(x^5 + 1950*x^4 + 1168032*x^3 + 267870432*x^2 + 19306358272*x + 7201878016)*(x^2 -648*x -714224);
T[29,79]=(x^2 -258*x -215921)*(x^5 -272*x^4 -1497888*x^3 + 545111474*x^2 + 543174633815*x -240961986300538);
T[29,83]=(x^2 -1212*x + 359044)*(x^5 -512*x^4 -520156*x^3 + 118532752*x^2 + 85821473600*x + 6057622580224);
T[29,89]=(x^5 -866*x^4 -852420*x^3 + 69193352*x^2 + 138056266176*x + 21549994365568)*(x^2 -760*x -400568);
T[29,97]=(x^2 -24*x -668024)*(x^5 -1562*x^4 + 412988*x^3 + 290423688*x^2 -81033100480*x -20480102175488);

T[30,2]=(x^2 -3*x + 8)*(x^2 -x + 8)*(x^2 + 4*x + 8)^2*(x + 2)^3*(x -2)^3;
T[30,3]=(x^2 + 8*x + 27)*(x^2 -2*x + 27)^2*(x -3)^4*(x + 3)^4;
T[30,5]=(x^2 -6*x + 125)*(x -5)^5*(x + 5)^7;
T[30,7]=(x -32)*(x -20)^2*(x + 16)^2*(x + 24)^2*(x + 4)^3*(x -6)^4;
T[30,11]=(x + 48)*(x + 60)*(x -52)^2*(x + 24)^2*(x -12)^4*(x -32)^4;
T[30,13]=(x + 34)*(x -2)*(x -22)^2*(x -74)^2*(x + 58)^2*(x -38)^2*(x + 38)^4;
T[30,17]=(x -42)*(x + 114)*(x + 126)^2*(x -66)^2*(x + 14)^2*(x -54)^2*(x -26)^4;
T[30,19]=(x + 76)*(x -140)*(x + 100)^2*(x + 124)^2*(x + 20)^2*(x -20)^2*(x -100)^4;
T[30,23]=(x -72)*(x )*(x + 168)^2*(x -132)^2*(x + 120)^2*(x -168)^2*(x + 78)^4;
T[30,29]=(x -210)*(x -6)*(x -30)^2*(x -230)^2*(x + 90)^2*(x + 78)^2*(x + 50)^4;
T[30,31]=(x + 232)*(x -272)*(x + 88)^2*(x -152)^2*(x + 288)^2*(x -200)^2*(x + 108)^4;
T[30,37]=(x -134)*(x + 334)*(x + 70)^2*(x -254)^2*(x + 34)^4*(x -266)^4;
T[30,41]=(x -234)*(x + 198)*(x + 438)^2*(x -122)^2*(x -42)^2*(x -330)^2*(x -22)^4;
T[30,43]=(x + 412)*(x + 268)*(x + 188)^2*(x -32)^2*(x + 52)^2*(x -92)^2*(x -442)^4;
T[30,47]=(x + 360)*(x -216)*(x + 96)^2*(x + 204)^2*(x + 24)^2*(x -256)^2*(x + 514)^4;
T[30,53]=(x + 78)*(x -198)^2*(x -450)^2*(x + 338)^2*(x -222)^3*(x -2)^4;
T[30,59]=(x -660)*(x -240)*(x -24)^2*(x -420)^2*(x + 660)^2*(x -100)^2*(x -500)^4;
T[30,61]=(x + 490)*(x -302)*(x + 322)^2*(x -742)^2*(x -902)^2*(x + 538)^2*(x + 518)^4;
T[30,67]=(x -812)*(x -596)*(x -884)^2*(x + 84)^2*(x + 196)^2*(x + 1024)^2*(x -126)^4;
T[30,71]=(x -120)*(x + 768)*(x + 288)^2*(x -432)^2*(x + 328)^2*(x -792)^2*(x -412)^4;
T[30,73]=(x -746)*(x + 478)*(x -362)^2*(x + 38)^2*(x -218)^2*(x + 430)^2*(x + 878)^4;
T[30,79]=(x + 640)*(x -152)*(x + 160)^2*(x + 240)^2*(x -600)^4*(x + 520)^4;
T[30,83]=(x + 348)*(x + 804)*(x -72)^2*(x -1212)^2*(x -156)^2*(x + 492)^2*(x -282)^4;
T[30,89]=(x + 678)*(x -210)*(x -1026)^2*(x -330)^2*(x + 150)^4*(x -810)^4;
T[30,97]=(x -194)*(x + 1534)*(x + 286)^2*(x -1106)^2*(x -1154)^2*(x -866)^2*(x -386)^4;

T[31,2]=(x^2 + 5*x + 2)*(x^5 -3*x^4 -30*x^3 + 79*x^2 + 167*x -386);
T[31,3]=(x^2 + 2*x -16)*(x^5 -4*x^4 -74*x^3 + 188*x^2 + 856*x + 32);
T[31,5]=(x^2 + 25*x + 118)*(x^5 -15*x^4 -433*x^3 + 6375*x^2 + 35100*x -520516);
T[31,7]=(x^2 + 19*x -16)*(x^5 -9*x^4 -429*x^3 -871*x^2 + 14520*x + 47236);
T[31,11]=(x^2 + 26*x + 16)*(x^5 -88*x^4 -562*x^3 + 176124*x^2 -1159400*x -76793648);
T[31,13]=(x^2 -64*x -676)*(x^5 + 28*x^4 -3850*x^3 -99836*x^2 + 3363368*x + 85935616);
T[31,17]=(x^2 + 84*x + 1492)*(x^5 -138*x^4 -5744*x^3 + 1416680*x^2 -62408144*x + 845793728);
T[31,19]=(x^2 + 51*x -68)*(x^5 + 43*x^4 -20013*x^3 -513799*x^2 + 84833096*x -885299824);
T[31,23]=(x^2 -10*x -12368)*(x^5 -206*x^4 -4268*x^3 + 1612992*x^2 + 31264256*x -1477525504);
T[31,29]=(x^2 + 314*x + 8312)*(x^5 -474*x^4 + 70238*x^3 -2819688*x^2 -106998096*x + 6492808496);
T[31,31]=(x -31)^2*(x + 31)^5;
T[31,37]=(x^2 -32*x -103172)*(x^5 + 508*x^4 -25650*x^3 -45066092*x^2 -7010150696*x -315180705232);
T[31,41]=(x^2 + 583*x + 48214)*(x^5 -473*x^4 -132137*x^3 + 88408661*x^2 -10289561412*x + 19192433688);
T[31,43]=(x^2 -220*x -138112)*(x^5 + 82*x^4 -232370*x^3 -20709784*x^2 + 4684410240*x -154176970896);
T[31,47]=(x^2 -512*x + 64448)*(x^5 + 644*x^4 + 35236*x^3 -32733376*x^2 -3204167808*x + 197408306432);
T[31,53]=(x^2 + 54*x -47024)*(x^5 -374*x^4 -168138*x^3 + 51574928*x^2 + 4303685312*x + 79406336128);
T[31,59]=(x^2 + 609*x + 82516)*(x^5 + 541*x^4 -489537*x^3 -253089337*x^2 + 35770388652*x + 19804492743336);
T[31,61]=(x^2 -372*x + 33508)*(x^5 -440*x^4 -322674*x^3 -19295188*x^2 + 8535138216*x + 922927740352);
T[31,67]=(x^2 -424*x -199856)*(x^5 + 1884*x^4 + 946944*x^3 -65348608*x^2 -137973989376*x -22262005628928);
T[31,71]=(x^2 + 317*x -197752)*(x^5 -491*x^4 -1083549*x^3 + 466152431*x^2 + 241993512960*x -69573929276736);
T[31,73]=(x^2 + 1840*x + 781052)*(x^5 -302*x^4 -630904*x^3 + 262079248*x^2 -17267778608*x -1852644259168);
T[31,79]=(x^2 + 1132*x + 246304)*(x^5 + 1244*x^4 -778144*x^3 -963316120*x^2 -63376557280*x -59985571648);
T[31,83]=(x^2 -1458*x + 459616)*(x^5 -1544*x^4 + 521158*x^3 + 182720820*x^2 -94455176136*x + 657431598704);
T[31,89]=(x^2 -418*x -165776)*(x^5 -3056*x^4 + 2201156*x^3 + 788987256*x^2 -1002344499360*x + 68090734165536);
T[31,97]=(x^2 -1363*x + 205154)*(x^5 -583*x^4 -2505609*x^3 + 1000257787*x^2 + 1103001039468*x -31148274036888);

T[32,2]=(x )^8;
T[32,3]=(x -8)*(x + 8)*(x )*(x -4)^2*(x + 4)^3;
T[32,5]=(x -22)*(x + 10)^2*(x + 2)^5;
T[32,7]=(x + 16)*(x -16)*(x )*(x + 24)^2*(x -24)^3;
T[32,11]=(x -40)*(x + 40)*(x )*(x -44)^2*(x + 44)^3;
T[32,13]=(x + 18)*(x + 50)^2*(x -22)^5;
T[32,17]=(x + 94)*(x + 30)^2*(x -50)^5;
T[32,19]=(x -40)*(x + 40)*(x )*(x + 44)^2*(x -44)^3;
T[32,23]=(x -48)*(x + 48)*(x )*(x -56)^2*(x + 56)^3;
T[32,29]=(x + 130)*(x + 34)^2*(x -198)^5;
T[32,31]=(x -320)*(x + 320)*(x )*(x -160)^2*(x + 160)^3;
T[32,37]=(x -214)*(x -310)^2*(x + 162)^5;
T[32,41]=(x + 230)*(x -410)^2*(x + 198)^5;
T[32,43]=(x + 152)*(x -152)*(x )*(x + 52)^2*(x -52)^3;
T[32,47]=(x + 416)*(x -416)*(x )*(x + 528)^2*(x -528)^3;
T[32,53]=(x -518)*(x + 410)^2*(x + 242)^5;
T[32,59]=(x + 200)*(x -200)*(x )*(x -668)^2*(x + 668)^3;
T[32,61]=(x -830)*(x -30)^2*(x -550)^5;
T[32,67]=(x + 776)*(x -776)*(x )*(x + 188)^2*(x -188)^3;
T[32,71]=(x + 400)*(x -400)*(x )*(x + 728)^2*(x -728)^3;
T[32,73]=(x -1098)*(x + 630)^2*(x -154)^5;
T[32,79]=(x -1120)*(x + 1120)*(x )*(x -656)^2*(x + 656)^3;
T[32,83]=(x -552)*(x + 552)*(x )*(x + 236)^2*(x -236)^3;
T[32,89]=(x + 1670)*(x + 326)^2*(x -714)^5;
T[32,97]=(x -594)*(x + 110)^2*(x + 478)^5;

T[33,2]=(x + 1)*(x + 5)*(x^2 -x -8)*(x^2 -x -24)*(x^2 -2*x -2)^2;
T[33,3]=(x^4 + 2*x^3 + 7*x^2 + 54*x + 729)*(x + 3)^3*(x -3)^3;
T[33,5]=(x + 4)*(x + 14)*(x^2 -16*x -68)*(x^2 + 14*x -48)*(x^2 -2*x -191)^2;
T[33,7]=(x + 32)*(x + 26)*(x^2 -24*x -244)*(x^2 -2*x -32)*(x^2 -20*x + 52)^2;
T[33,11]=(x -11)^3*(x + 11)^7;
T[33,13]=(x + 32)*(x + 38)*(x^2 -30*x + 128)*(x^2 + 76*x + 916)*(x^2 -80*x + 400)^2;
T[33,17]=(x + 2)*(x -74)*(x^2 -106*x -1944)*(x^2 + 26*x -7256)*(x^2 + 124*x + 3412)^2;
T[33,19]=(x + 60)*(x -72)*(x^2 -50*x + 528)*(x^2 + 54*x -1944)*(x^2 -72*x -9504)^2;
T[33,23]=(x -68)*(x + 182)*(x^2 -134*x + 2064)*(x -112)^2*(x^2 + 98*x -1487)^2;
T[33,29]=(x + 54)*(x + 90)*(x^2 + 198*x + 8928)*(x^2 -222*x -5136)*(x^2 -144*x -4224)^2;
T[33,31]=(x + 8)*(x + 152)*(x^2 -360*x + 30848)*(x^2 + 40*x -88832)*(x^2 + 34*x -2063)^2;
T[33,37]=(x -174)*(x + 66)*(x^2 + 48*x -15396)*(x^2 + 328*x -38676)*(x^2 -54*x + 537)^2;
T[33,41]=(x -94)*(x -422)*(x^2 + 494*x + 60976)*(x^2 + 782*x + 148128)*(x^2 -536*x + 71776)^2;
T[33,43]=(x -408)*(x + 528)*(x^2 -386*x + 20856)*(x^2 + 66*x -59928)*(x^2 + 60*x + 132)^2;
T[33,47]=(x + 506)*(x + 340)*(x^2 -266*x -115104)*(x^2 + 64*x -17984)*(x^2 + 272*x -24704)^2;
T[33,53]=(x -348)*(x + 438)*(x^2 + 84*x -133404)*(x^2 + 522*x -2592)*(x^2 + 492*x + 51108)^2;
T[33,59]=(x + 200)*(x -20)*(x^2 + 172*x -235104)*(x -196)^2*(x^2 -634*x + 48217)^2;
T[33,61]=(x -132)*(x -570)*(x^2 + 1104*x + 282396)*(x^2 + 778*x + 123288)*(x^2 -840*x + 74832)^2;
T[33,67]=(x + 460)*(x + 1036)*(x^2 -928*x + 24688)*(x^2 + 776*x -72944)*(x^2 -754*x + 140929)^2;
T[33,71]=(x -762)*(x + 1092)*(x^2 -630*x + 28512)*(x^2 -456*x -227328)*(x^2 + 678*x + 97593)^2;
T[33,73]=(x + 542)*(x -562)*(x^2 -1296*x + 400892)*(x^2 + 592*x -436292)*(x^2 + 400*x -617072)^2;
T[33,79]=(x + 550)*(x + 16)*(x^2 + 230*x -31952)*(x^2 -652*x -396572)*(x^2 -316*x -1266044)^2;
T[33,83]=(x + 132)*(x -372)*(x^2 -348*x -835776)*(x^2 + 324*x -563904)*(x^2 -468*x + 11556)^2;
T[33,89]=(x + 966)*(x -570)*(x^2 -972*x + 235668)*(x^2 + 756*x + 17172)*(x^2 + 1842*x + 525489)^2;
T[33,97]=(x -14)*(x + 526)*(x^2 + 452*x -842876)*(x^2 + 1184*x -1104836)*(x^2 -2194*x + 1141201)^2;

T[34,2]=(x^2 + 3*x + 8)*(x^6 -x^5 + 16*x^3 -64*x + 512)*(x -2)^2*(x + 2)^2;
T[34,3]=(x^2 -6*x -4)*(x + 2)^2*(x + 8)^2*(x^3 -4*x^2 -62*x + 204)^2;
T[34,5]=(x -16)*(x + 18)*(x^2 + 4*x -204)*(x -6)^2*(x^3 + 8*x^2 -44*x + 32)^2;
T[34,7]=(x -24)*(x + 10)*(x^2 + 6*x -4)*(x + 28)^2*(x^3 -22*x^2 -138*x + 792)^2;
T[34,11]=(x -62)*(x + 6)*(x^2 + 6*x -2916)*(x + 24)^2*(x^3 + 28*x^2 -1366*x -4692)^2;
T[34,13]=(x -74)*(x + 62)*(x^2 + 64*x -1524)*(x + 58)^2*(x^3 -30*x^2 -1472*x -9392)^2;
T[34,17]=(x -17)^5*(x + 17)^7;
T[34,19]=(x + 88)*(x + 20)*(x^2 + 36*x -2224)*(x -116)^2*(x^3 -80*x^2 -4632*x + 340128)^2;
T[34,23]=(x + 12)*(x + 114)*(x^2 -42*x -612)*(x + 60)^2*(x^3 -142*x^2 -15770*x + 1600544)^2;
T[34,29]=(x -80)*(x + 90)*(x^2 -428*x + 40596)*(x -30)^2*(x^3 + 456*x^2 + 53908*x + 1518624)^2;
T[34,31]=(x + 310)*(x + 208)*(x^2 -86*x -5028)*(x + 172)^2*(x^3 -230*x^2 -11586*x -81608)^2;
T[34,37]=(x -86)*(x + 356)*(x^2 -340*x + 21412)*(x + 58)^2*(x^3 -356*x^2 -17964*x + 6176752)^2;
T[34,41]=(x -22)*(x -90)*(x^2 -404*x -59868)*(x + 342)^2*(x^3 + 294*x^2 -86564*x -1638744)^2;
T[34,43]=(x + 312)*(x -368)*(x^2 + 620*x + 91888)*(x + 148)^2*(x^3 -556*x^2 + 51096*x + 7270272)^2;
T[34,47]=(x + 384)*(x -24)*(x^2 + 56*x -283968)*(x -288)^2*(x^3 -640*x^2 + 85328*x -1671168)^2;
T[34,53]=(x + 258)*(x + 462)*(x^2 -28*x -300156)*(x -318)^2*(x^3 -302*x^2 -153460*x + 18162072)^2;
T[34,59]=(x^2 -276*x + 7344)*(x -240)^2*(x -252)^2*(x^3 -636*x^2 -101768*x + 49419072)^2;
T[34,61]=(x -812)*(x -302)*(x^2 + 236*x -16028)*(x -110)^2*(x^3 + 84*x^2 -124412*x -6792784)^2;
T[34,67]=(x + 964)*(x + 216)*(x^2 -536*x -141168)*(x + 484)^2*(x^3 -1008*x^2 + 65040*x -765952)^2;
T[34,71]=(x -732)*(x + 390)*(x^2 -1542*x + 574668)*(x + 708)^2*(x^3 + 402*x^2 -589874*x -274866016)^2;
T[34,73]=(x -722)*(x -178)*(x^2 + 164*x -309644)*(x -362)^2*(x^3 -838*x^2 + 227852*x -19957512)^2;
T[34,79]=(x -700)*(x + 898)*(x^2 + 1854*x + 704876)*(x + 484)^2*(x^3 + 594*x^2 -1121274*x -742135824)^2;
T[34,83]=(x + 992)*(x -912)*(x^2 + 372*x -22032)*(x -756)^2*(x^3 + 2396*x^2 + 1488888*x + 142080704)^2;
T[34,89]=(x -1446)*(x + 390)*(x^2 + 1976*x + 974844)*(x + 774)^2*(x^3 + 170*x^2 -1072304*x -446571376)^2;
T[34,97]=(x + 1438)*(x + 146)*(x^2 + 220*x -71100)*(x + 382)^2*(x^3 + 270*x^2 -586100*x -206623000)^2;

T[35,2]=(x -1)*(x^2 -8*x + 14)*(x^3 + 3*x^2 -14*x -30)*(x + 4)^2*(x + 1)^2;
T[35,3]=(x + 8)*(x^2 -2*x -31)*(x^3 -2*x^2 -79*x + 68)*(x -2)^2*(x + 2)^2;
T[35,5]=(x^2 -16*x + 125)*(x -5)^3*(x + 5)^5;
T[35,7]=(x^2 -6*x + 343)*(x + 7)^4*(x -7)^4;
T[35,11]=(x -12)*(x^2 + 14*x -1999)*(x^3 + 74*x^2 + 1577*x + 7692)*(x + 8)^2*(x -32)^2;
T[35,13]=(x + 78)*(x^2 -50*x + 593)*(x^3 -44*x^2 -3491*x -44870)*(x + 38)^2*(x -28)^2;
T[35,17]=(x + 94)*(x^2 + 50*x -3247)*(x^3 + 52*x^2 -11747*x -56706)*(x -26)^2*(x -54)^2;
T[35,19]=(x -40)*(x^2 -36*x -3548)*(x^3 -168*x^2 + 5620*x -28720)*(x -100)^2*(x + 110)^2;
T[35,23]=(x -32)*(x^2 -244*x + 5636)*(x^3 + 124*x^2 + 1732*x -94368)*(x -48)^2*(x + 78)^2;
T[35,29]=(x^2 + 26*x -983)*(x^3 -332*x^2 + 7405*x + 2565450)*(x + 110)^2*(x + 50)^3;
T[35,31]=(x + 248)*(x^2 + 120*x -61200)*(x^3 -320*x^2 + 23968*x + 50176)*(x + 108)^2*(x -12)^2;
T[35,37]=(x + 434)*(x^2 -564*x + 72324)*(x^3 + 54*x^2 -12116*x + 25736)*(x + 246)^2*(x -266)^2;
T[35,41]=(x -402)*(x^2 + 328*x -3856)*(x^3 -362*x^2 + 41536*x -1536192)*(x -22)^2*(x -182)^2;
T[35,43]=(x + 68)*(x^2 + 260*x + 7652)*(x^3 + 16*x^2 -89516*x -1524560)*(x -442)^2*(x -128)^2;
T[35,47]=(x -536)*(x^2 + 350*x -4223)*(x^3 + 730*x^2 + 116057*x + 4968912)*(x -324)^2*(x + 514)^2;
T[35,53]=(x -22)*(x^2 + 56*x -31984)*(x^3 -110*x^2 -340672*x + 90318336)*(x + 162)^2*(x -2)^2;
T[35,59]=(x + 560)*(x^3 + 180*x^2 -612560*x -202459200)*(x -500)^2*(x + 616)^2*(x -810)^2;
T[35,61]=(x + 278)*(x^2 -336*x + 4896)*(x^3 -1222*x^2 + 422816*x -38393792)*(x + 518)^2*(x + 488)^2;
T[35,67]=(x + 164)*(x^2 + 152*x -2416)*(x^3 -204*x^2 -810240*x + 324944128)*(x -126)^2*(x -244)^2;
T[35,71]=(x -672)*(x^3 + 136*x^2 -173056*x + 15575040)*(x + 952)^2*(x + 768)^2*(x -412)^2;
T[35,73]=(x -82)*(x^2 -676*x -122428)*(x^3 -310*x^2 -716772*x + 48718616)*(x + 702)^2*(x + 878)^2;
T[35,79]=(x + 1000)*(x^2 -1014*x + 134041)*(x^3 + 1034*x^2 -384855*x -343615600)*(x -600)^2*(x -440)^2;
T[35,83]=(x + 448)*(x^2 + 376*x -684656)*(x^3 + 1660*x^2 + 489008*x -42727104)*(x -282)^2*(x + 1302)^2;
T[35,89]=(x + 870)*(x^2 + 216*x + 7792)*(x^3 -242*x^2 -687680*x -6359520)*(x + 150)^2*(x -730)^2;
T[35,97]=(x -1026)*(x^2 -2742*x + 1782841)*(x^3 -100*x^2 -471963*x -1978018)*(x -294)^2*(x -386)^2;

T[36,2]=(x -2)*(x^2 + 8)*(x + 2)^2*(x )^7;
T[36,3]=(x -3)*(x + 3)^2*(x )^9;
T[36,5]=(x -18)*(x + 6)^2*(x + 18)^2*(x )^3*(x -6)^4;
T[36,7]=(x -8)^3*(x -20)^3*(x + 16)^6;
T[36,11]=(x + 36)*(x + 12)^2*(x -36)^2*(x )^3*(x -12)^4;
T[36,13]=(x + 70)^3*(x + 10)^3*(x -38)^6;
T[36,17]=(x + 18)*(x -18)^2*(x -126)^2*(x )^3*(x + 126)^4;
T[36,19]=(x -56)^3*(x + 100)^3*(x -20)^6;
T[36,23]=(x + 72)*(x + 168)^2*(x -72)^2*(x )^3*(x -168)^4;
T[36,29]=(x -234)*(x + 234)^2*(x + 30)^2*(x )^3*(x -30)^4;
T[36,31]=(x + 16)^3*(x -308)^3*(x + 88)^6;
T[36,37]=(x -110)^3*(x + 226)^3*(x -254)^6;
T[36,41]=(x + 90)*(x + 42)^2*(x -90)^2*(x )^3*(x -42)^4;
T[36,43]=(x -452)^3*(x + 520)^3*(x + 52)^6;
T[36,47]=(x + 432)*(x -96)^2*(x -432)^2*(x )^3*(x + 96)^4;
T[36,53]=(x + 414)*(x -414)^2*(x + 198)^2*(x )^3*(x -198)^4;
T[36,59]=(x -684)*(x + 684)^2*(x -660)^2*(x )^3*(x + 660)^4;
T[36,61]=(x -182)^3*(x -422)^3*(x + 538)^6;
T[36,67]=(x + 880)^3*(x -332)^3*(x -884)^6;
T[36,71]=(x -360)*(x + 360)^2*(x + 792)^2*(x )^3*(x -792)^4;
T[36,73]=(x -1190)^3*(x -26)^3*(x -218)^6;
T[36,79]=(x -512)^3*(x -884)^3*(x + 520)^6;
T[36,83]=(x -1188)*(x -492)^2*(x + 1188)^2*(x )^3*(x + 492)^4;
T[36,89]=(x -630)*(x + 630)^2*(x + 810)^2*(x )^3*(x -810)^4;
T[36,97]=(x + 1330)^3*(x + 1054)^3*(x -1154)^6;

T[37,2]=(x^4 + 6*x^3 -x^2 -16*x + 6)*(x^5 -4*x^4 -21*x^3 + 74*x^2 + 102*x -296);
T[37,3]=(x^4 + 11*x^3 + 6*x^2 -89*x + 23)*(x^5 -13*x^4 -6*x^3 + 419*x^2 -125*x -2868);
T[37,5]=(x^4 + 29*x^3 + 125*x^2 -1672*x -8592)*(x^5 -11*x^4 -265*x^3 + 3518*x^2 -6044*x + 2072);
T[37,7]=(x^4 + 32*x^3 -967*x^2 -39618*x -265324)*(x^5 -24*x^4 -95*x^3 + 5358*x^2 -31692*x + 26768);
T[37,11]=(x^4 + 11*x^3 -1432*x^2 -18301*x + 169317)*(x^5 -61*x^4 -1604*x^3 + 68919*x^2 + 1640601*x + 5135996);
T[37,13]=(x^4 + 45*x^3 -4635*x^2 -307600*x -4630592)*(x^5 + 37*x^4 -4705*x^3 -114346*x^2 + 3328324*x -7098184);
T[37,17]=(x^4 + 56*x^3 + 344*x^2 -8224*x -1776)*(x^5 -130*x^4 -7572*x^3 + 1700232*x^2 -78208768*x + 1123875456);
T[37,19]=(x^4 + 144*x^3 -13640*x^2 -2961344*x -115380208)*(x^5 + 22*x^4 -15140*x^3 -1114968*x^2 -21414080*x -69604224);
T[37,23]=(x^4 + 275*x^3 + 12461*x^2 -1528864*x -93600684)*(x^5 -73*x^4 -53485*x^3 + 2380382*x^2 + 545396084*x + 14836947832);
T[37,29]=(x^4 + 29*x^3 -24515*x^2 -1763168*x -20921868)*(x^5 -271*x^4 -31001*x^3 + 8240054*x^2 + 355008724*x -45459799656);
T[37,31]=(x^4 -111*x^3 -40665*x^2 + 2426408*x + 443578864)*(x^5 -363*x^4 + 28525*x^3 + 2259006*x^2 -360398496*x + 11228647136);
T[37,37]=(x -37)^4*(x + 37)^5;
T[37,41]=(x^4 + 9*x^3 -55962*x^2 -2562219*x + 239475447)*(x^5 -381*x^4 -97656*x^3 + 36452569*x^2 + 2709102209*x -762162331986);
T[37,43]=(x^4 + 190*x^3 -41956*x^2 -1558016*x + 118152128)*(x^5 + 408*x^4 -180756*x^3 -29526168*x^2 + 13076853312*x -965840235296);
T[37,47]=(x^4 + 472*x^3 -140511*x^2 -63380002*x -4884453612)*(x^5 -276*x^4 -21719*x^3 + 3688882*x^2 + 92096020*x -11399037456);
T[37,53]=(x^4 -318*x^3 -4891*x^2 + 133348*x + 1515396)*(x^5 -156*x^4 -557343*x^3 + 146651062*x^2 + 45944762364*x -12174094047032);
T[37,59]=(x^4 + 1530*x^3 + 687780*x^2 + 45543168*x -19839940416)*(x^5 -100*x^4 -371968*x^3 + 92816520*x^2 -7523341760*x + 199509626624);
T[37,61]=(x^4 + 31*x^3 -404631*x^2 + 76291616*x -1974966496)*(x^5 + 1711*x^4 + 670783*x^3 -180371922*x^2 -100881205264*x + 5262207537472);
T[37,67]=(x^4 + 5*x^3 -234035*x^2 -31714408*x + 3584880464)*(x^5 -787*x^4 -883479*x^3 + 539987068*x^2 + 224685531712*x -69671300293888);
T[37,71]=(x^4 -390*x^3 -548443*x^2 + 225705452*x -21095220732)*(x^5 -1578*x^4 -2235*x^3 + 763989184*x^2 -74998874428*x -105494295472656);
T[37,73]=(x^4 + 967*x^3 -141322*x^2 -240493869*x -10092864749)*(x^5 + 313*x^4 -724148*x^3 -158432169*x^2 + 100663626345*x + 24654270137062);
T[37,79]=(x^4 -17*x^3 -653187*x^2 + 266725624*x -29390715884)*(x^5 -569*x^4 -207829*x^3 + 34996590*x^2 + 9143394496*x + 429381365248);
T[37,83]=(x^4 + 3138*x^3 + 3026753*x^2 + 725722108*x -146330370096)*(x^5 -2422*x^4 + 1554649*x^3 + 28555740*x^2 -203104302320*x + 8663698210944);
T[37,89]=(x^4 -224*x^3 -1689756*x^2 + 1237975760*x -212866753728)*(x^5 + 2466*x^4 + 1325320*x^3 -103478304*x^2 -92968874496*x -2194912910336);
T[37,97]=(x^4 + 2532*x^3 + 1996596*x^2 + 487325120*x + 3402009472)*(x^5 + 2406*x^4 + 651324*x^3 -1160056152*x^2 -387360172992*x + 108205552171136);

T[38,2]=(x^2 + 3*x + 8)*(x^6 -3*x^5 + 6*x^4 -10*x^3 + 48*x^2 -192*x + 512)*(x -2)^2*(x + 2)^3;
T[38,3]=(x + 2)*(x^2 -x -44)*(x^2 -9*x + 2)*(x + 5)^2*(x^3 -x^2 -64*x + 172)^2;
T[38,5]=(x + 9)*(x^2 + 9*x -144)*(x^2 -10*x -152)*(x + 12)^2*(x^3 -14*x^2 -71*x -72)^2;
T[38,7]=(x + 31)*(x^2 -57*x + 768)*(x^2 + 18*x -211)*(x -11)^2*(x^3 + 35*x^2 + 147*x -2319)^2;
T[38,11]=(x -57)*(x^2 + 17*x + 54)*(x^2 -10*x -152)*(x + 54)^2*(x^3 -16*x^2 -51*x + 1182)^2;
T[38,13]=(x + 52)*(x^2 -17*x -3012)*(x^2 -13*x -2126)*(x -11)^2*(x^3 -65*x^2 + 744*x + 4848)^2;
T[38,17]=(x -69)*(x^2 + 51*x -9306)*(x^2 + 80*x + 1527)*(x + 93)^2*(x^3 -29*x^2 -9225*x -218619)^2;
T[38,19]=(x -19)^5*(x + 19)^8;
T[38,23]=(x + 72)*(x^2 -73*x -1752)*(x^2 + 155*x -1472)*(x -183)^2*(x^3 + 101*x^2 -4624*x -378176)^2;
T[38,29]=(x + 150)*(x^2 + 79*x -35654)*(x^2 -3*x -8046)*(x + 249)^2*(x^3 -377*x^2 + 8768*x + 4544396)^2;
T[38,31]=(x -32)*(x^2 -212*x -24096)*(x^2 + 16*x -11264)*(x -56)^2*(x^3 + 140*x^2 -37616*x -2444352)^2;
T[38,37]=(x + 226)*(x^2 -192*x -5092)*(x^2 -380*x + 24772)*(x + 250)^2*(x^3 + 290*x^2 -46772*x -10001448)^2;
T[38,41]=(x + 258)*(x^2 + 50*x -1200)*(x^2 + 790*x + 154432)*(x -240)^2*(x^3 -956*x^2 + 302116*x -31578144)^2;
T[38,43]=(x + 67)*(x^2 -296*x -80048)*(x^2 -677*x + 113688)*(x + 196)^2*(x^3 + 570*x^2 -92583*x -65963504)^2;
T[38,47]=(x -579)*(x^2 + 200*x -60800)*(x^2 + 389*x -54168)*(x + 168)^2*(x^3 -66*x^2 -31311*x + 2940624)^2;
T[38,53]=(x + 432)*(x^2 + 1219*x + 366216)*(x^2 -397*x + 35818)*(x -435)^2*(x^3 -817*x^2 + 211080*x -16824816)^2;
T[38,59]=(x + 330)*(x^2 + 287*x + 9186)*(x^2 -201*x -212964)*(x -195)^2*(x^3 -265*x^2 -157992*x + 31557612)^2;
T[38,61]=(x + 13)*(x^2 -313*x -200366)*(x^2 + 680*x + 29932)*(x + 358)^2*(x^3 -988*x^2 + 45701*x + 76875874)^2;
T[38,67]=(x + 856)*(x^2 + 939*x + 138612)*(x^2 -1223*x + 265728)*(x + 961)^2*(x^3 + 207*x^2 -59928*x -7515248)^2;
T[38,71]=(x -642)*(x^2 -200*x -235572)*(x^2 -406*x + 19792)*(x + 246)^2*(x^3 -846*x^2 + 172860*x + 1727928)^2;
T[38,73]=(x + 487)*(x^2 -123*x + 3738)*(x^2 -378*x -582151)*(x -353)^2*(x^3 -627*x^2 -355485*x + 145581839)^2;
T[38,79]=(x + 700)*(x^2 -1350*x + 394232)*(x^2 -106*x -146048)*(x + 34)^2*(x^3 -382*x^2 -669888*x -56023488)^2;
T[38,83]=(x + 12)*(x^2 -2226*x + 1237176)*(x^2 + 670*x -574632)*(x -234)^2*(x^3 + 766*x^2 -35648*x -78728352)^2;
T[38,89]=(x + 600)*(x^2 + 236*x -631104)*(x^2 + 870*x + 184800)*(x + 168)^2*(x^3 + 172*x^2 -844784*x -76923456)^2;
T[38,97]=(x -1424)*(x^2 + 1864*x + 613036)*(x^2 -1294*x + 228736)*(x -758)^2*(x^3 + 2450*x^2 + 1384544*x + 196438912)^2;

T[39,2]=(x^2 -2*x -13)*(x^3 -2*x^2 -15*x + 24)*(x )*(x + 5)^2*(x^2 -x -4)^2;
T[39,3]=(x^2 + 7*x + 27)*(x^4 -5*x^3 + 22*x^2 -135*x + 729)*(x -3)^3*(x + 3)^3;
T[39,5]=(x + 12)*(x^2 -24*x + 88)*(x^3 -4*x^2 -252*x -864)*(x + 7)^2*(x^2 + 3*x -2)^2;
T[39,7]=(x -2)*(x^2 -56)*(x^3 -30*x^2 -288*x + 1984)*(x + 13)^2*(x^2 + 9*x -494)^2;
T[39,11]=(x + 36)*(x^2 + 44*x -1532)*(x^3 + 16*x^2 -2256*x + 30336)*(x + 26)^2*(x^2 -80*x + 988)^2;
T[39,13]=(x -13)^6*(x + 13)^6;
T[39,17]=(x + 78)*(x^2 -164*x + 6500)*(x^3 + 146*x^2 + 6060*x + 71256)*(x -77)^2*(x^2 -19*x -1138)^2;
T[39,19]=(x -74)*(x^2 -48*x + 520)*(x^3 -94*x^2 -14432*x + 779616)*(x + 126)^2*(x^2 + 84*x -2588)^2;
T[39,23]=(x^2 -8*x -32240)*(x^3 + 48*x^2 -20928*x + 534528)*(x^2 -196*x + 8992)^2*(x + 96)^3;
T[39,29]=(x -18)*(x^2 -404*x + 32740)*(x^3 + 2*x^2 -10116*x -199176)*(x + 82)^2*(x^2 + 44*x -38684)^2;
T[39,31]=(x + 214)*(x^2 -40*x -9064)*(x^3 -302*x^2 -17536*x + 7197248)*(x -196)^2*(x^2 + 86*x -3064)^2;
T[39,37]=(x + 286)*(x^2 + 100*x -8476)*(x^3 -374*x^2 -36964*x + 7758104)*(x + 131)^2*(x^2 -209*x + 10814)^2;
T[39,41]=(x + 384)*(x^2 -200*x -113704)*(x^3 -480*x^2 + 1716*x + 12919824)*(x -336)^2*(x^2 + 230*x + 11168)^2;
T[39,43]=(x -524)*(x^2 + 616*x + 57008)*(x^3 + 260*x^2 -38096*x -3663168)*(x + 201)^2*(x^2 -287*x -66316)^2;
T[39,47]=(x -300)*(x^2 + 324*x + 11908)*(x^3 + 24*x^2 -168480*x + 18102528)*(x + 105)^2*(x^2 -435*x -14918)^2;
T[39,53]=(x -558)*(x^2 + 164*x -194876)*(x^3 + 678*x^2 -42228*x -1471608)*(x + 432)^2*(x^2 + 118*x -344)^2;
T[39,59]=(x -576)*(x^2 -140*x -17500)*(x^3 + 1788*x^2 + 956112*x + 137423808)*(x + 294)^2*(x^2 + 368*x -31492)^2;
T[39,61]=(x -74)*(x^2 -628*x -160348)*(x^3 -230*x^2 -44452*x + 6279512)*(x + 56)^2*(x^2 + 1058*x + 126416)^2;
T[39,67]=(x -38)*(x^2 + 472*x -348904)*(x^3 -74*x^2 -409216*x + 4260896)*(x -478)^2*(x^2 -68*x -227596)^2;
T[39,71]=(x + 456)*(x^2 -428*x -52988)*(x^3 + 948*x^2 -12576*x -70464384)*(x -9)^2*(x^2 + 131*x -222494)^2;
T[39,73]=(x + 682)*(x^2 + 900*x + 121636)*(x^3 + 222*x^2 -943236*x + 22780552)*(x -98)^2*(x^2 -456*x -235316)^2;
T[39,79]=(x -704)*(x^2 + 432*x -61760)*(x^3 + 24*x^2 -78336*x + 7757824)*(x -1304)^2*(x^2 + 1008*x + 247216)^2;
T[39,83]=(x + 888)*(x^2 + 1388*x + 424292)*(x^3 + 796*x^2 + 189072*x + 13963968)*(x + 308)^2*(x^2 -1958*x + 817664)^2;
T[39,89]=(x + 1020)*(x^2 -960*x -275000)*(x^3 -1436*x^2 + 421284*x -30129888)*(x + 1190)^2*(x^2 + 720*x -510212)^2;
T[39,97]=(x -110)*(x^2 + 532*x -606844)*(x^3 -3242*x^2 + 3465500*x -1218481048)*(x -70)^2*(x^2 + 928*x -881476)^2;

T[40,2]=(x -2)*(x^2 + 4*x + 8)*(x )^11;
T[40,3]=(x + 6)*(x -10)*(x + 4)^2*(x -4)^3*(x + 8)^3*(x -2)^4;
T[40,5]=(x^2 + 2*x + 125)*(x -5)^6*(x + 5)^6;
T[40,7]=(x -16)*(x + 34)*(x + 18)*(x -24)^2*(x + 16)^2*(x + 4)^3*(x -6)^4;
T[40,11]=(x -16)*(x + 16)*(x -36)*(x + 44)^2*(x + 60)^2*(x -12)^3*(x -32)^4;
T[40,13]=(x + 42)*(x -58)*(x + 6)*(x -86)^2*(x -22)^2*(x + 58)^3*(x + 38)^4;
T[40,17]=(x + 70)*(x + 6)*(x + 110)*(x -50)^2*(x -18)^2*(x -66)^3*(x -26)^4;
T[40,19]=(x + 116)*(x + 124)*(x -4)*(x + 100)^3*(x -100)^4*(x -44)^4;
T[40,23]=(x -42)*(x -16)*(x + 134)*(x -48)^2*(x + 56)^2*(x -132)^3*(x + 78)^4;
T[40,29]=(x -142)*(x + 242)*(x + 186)^2*(x + 90)^3*(x -198)^3*(x + 50)^4;
T[40,31]=(x + 188)*(x -240)*(x -100)*(x -176)^2*(x + 160)^2*(x -152)^3*(x + 108)^4;
T[40,37]=(x + 258)*(x + 438)*(x -202)*(x + 162)^2*(x -254)^2*(x + 34)^3*(x -266)^4;
T[40,41]=(x + 138)*(x -442)*(x -54)*(x -186)^2*(x + 198)^2*(x + 438)^3*(x -22)^4;
T[40,43]=(x -66)*(x -178)*(x + 292)*(x + 100)^2*(x -52)^2*(x -32)^3*(x -442)^4;
T[40,47]=(x -38)*(x -392)*(x -22)*(x -168)^2*(x -528)^2*(x + 204)^3*(x + 514)^4;
T[40,53]=(x -162)*(x -738)*(x -142)*(x + 498)^2*(x + 242)^2*(x -222)^3*(x -2)^4;
T[40,59]=(x -564)*(x + 348)*(x + 268)*(x + 252)^2*(x + 668)^2*(x -420)^3*(x -500)^4;
T[40,61]=(x + 262)*(x -250)*(x + 570)*(x + 58)^2*(x -550)^2*(x -902)^3*(x + 518)^4;
T[40,67]=(x + 554)*(x -692)*(x -422)*(x + 1036)^2*(x -188)^2*(x + 1024)^3*(x -126)^4;
T[40,71]=(x -140)*(x + 852)*(x -728)^2*(x -432)^3*(x -168)^3*(x -412)^4;
T[40,73]=(x -306)*(x -882)*(x + 134)*(x -506)^2*(x -154)^2*(x -362)^3*(x + 878)^4;
T[40,79]=(x + 456)*(x + 1160)*(x -784)*(x -272)^2*(x + 656)^2*(x + 160)^3*(x -600)^4;
T[40,83]=(x -564)*(x -434)*(x -642)*(x -948)^2*(x -236)^2*(x -72)^3*(x -282)^4;
T[40,89]=(x -1034)*(x + 726)*(x + 854)*(x -714)^2*(x + 1014)^2*(x -810)^3*(x + 150)^4;
T[40,97]=(x + 382)*(x -1378)*(x + 766)^2*(x + 478)^3*(x -1106)^3*(x -386)^4;

T[41,2]=(x^3 + 3*x^2 -5*x -3)*(x^7 -x^6 -49*x^5 + 33*x^4 + 720*x^3 -320*x^2 -3200*x + 512);
T[41,3]=(x^3 + 8*x^2 -4*x -14)*(x^7 -4*x^6 -136*x^5 + 478*x^4 + 4782*x^3 -7936*x^2 -57348*x -31928);
T[41,5]=(x^3 + 10*x^2 -36*x + 28)*(x^7 -10*x^6 -472*x^5 + 3676*x^4 + 74996*x^3 -362184*x^2 -4145568*x + 5811008);
T[41,7]=(x^3 + 50*x^2 + 456*x -1186)*(x^7 -48*x^6 -388*x^5 + 40070*x^4 -192326*x^3 -6957748*x^2 + 35805564*x + 217277488);
T[41,11]=(x^3 + 38*x^2 -420*x -15406)*(x^7 -34*x^6 -2508*x^5 + 110814*x^4 -209482*x^3 -24094808*x^2 + 22347676*x + 1089373224);
T[41,13]=(x^3 -30*x^2 -3852*x + 60088)*(x^7 + 60*x^6 -9704*x^5 -636240*x^4 + 24746832*x^3 + 1867347392*x^2 -11148462080*x -1344939417600);
T[41,17]=(x^3 -42*x^2 -6068*x + 298312)*(x^7 + 82*x^6 -17372*x^5 -1533560*x^4 + 33244208*x^3 + 4546607456*x^2 + 80768220352*x + 359921618304);
T[41,19]=(x^3 + 148*x^2 + 1200*x -158858)*(x^7 -144*x^6 -26948*x^5 + 4708014*x^4 + 43392270*x^3 -30947952320*x^2 + 1232568437644*x -10579181757624);
T[41,23]=(x^3 -52*x^2 -19616*x + 1456736)*(x^7 -204*x^6 -18856*x^5 + 4237024*x^4 + 117899456*x^3 -20336796672*x^2 -539299833344*x + 5799910821888);
T[41,29]=(x^3 + 54*x^2 -16100*x + 418264)*(x^7 -68*x^6 -127576*x^5 + 14211584*x^4 + 3426728976*x^3 -677360438656*x^2 + 36725787219712*x -503094100381696);
T[41,31]=(x^3 + 464*x^2 + 58560*x + 2155104)*(x^7 -696*x^6 + 164712*x^5 -11748832*x^4 -881889472*x^3 + 126754484480*x^2 + 534052076032*x -298979937161216);
T[41,37]=(x^3 + 126*x^2 -10020*x -53804)*(x^7 -730*x^6 + 139480*x^5 + 24744068*x^4 -14647604428*x^3 + 2491458236808*x^2 -192960213630624*x + 5810127077428416);
T[41,41]=(x -41)^3*(x + 41)^7;
T[41,43]=(x^3 + 204*x^2 -142728*x -32636368)*(x^7 -368*x^6 -301808*x^5 + 141548080*x^4 + 8181501984*x^3 -10582056704640*x^2 + 1380943189365248*x -43272910337652736);
T[41,47]=(x^3 -424*x^2 -22472*x + 17543834)*(x^7 + 26*x^6 -236780*x^5 + 5550018*x^4 + 14894851714*x^3 -1074896050036*x^2 -132550860710356*x + 10122560081916432);
T[41,53]=(x^3 -438*x^2 -346340*x + 85879048)*(x^7 + 892*x^6 -62800*x^5 -238392912*x^4 -46797561808*x^3 + 10458228051520*x^2 + 3876948294875392*x + 299031005866466304);
T[41,59]=(x^3 + 48*x^2 -190800*x + 28298592)*(x^7 + 916*x^6 -123208*x^5 -233985696*x^4 -47491257408*x^3 -531465445888*x^2 + 505521966148096*x + 28479386482163712);
T[41,61]=(x^3 -74*x^2 -593524*x + 33968088)*(x^7 + 450*x^6 -235812*x^5 -183652824*x^4 -40851480640*x^3 -3296787753600*x^2 + 10292052238592*x + 9498640387486464);
T[41,67]=(x^3 + 874*x^2 -185092*x -208397554)*(x^7 + 142*x^6 -642332*x^5 + 65653938*x^4 + 112929359326*x^3 -35666201486416*x^2 + 2884417851730348*x + 5868184351378472);
T[41,71]=(x^3 + 1140*x^2 + 293476*x + 9118614)*(x^7 -390*x^6 -1391616*x^5 + 443320258*x^4 + 559373970554*x^3 -111811019797612*x^2 -62722205428135828*x -2757114227142688416);
T[41,73]=(x^3 -1038*x^2 + 111436*x + 57058708)*(x^7 -882*x^6 -490176*x^5 + 366465940*x^4 + 97669252004*x^3 -38660731216696*x^2 -7871564940677120*x + 327134913183527168);
T[41,79]=(x^3 + 2760*x^2 + 2532568*x + 772481422)*(x^7 -2890*x^6 + 2502740*x^5 -404172954*x^4 -340489735902*x^3 + 141593598053428*x^2 -18014507230596692*x + 709712543616204176);
T[41,83]=(x^3 -136*x^2 -1364672*x -520782976)*(x^7 -1368*x^6 -868528*x^5 + 1619985024*x^4 -61918829696*x^3 -440419564711424*x^2 + 102896348923426816*x + 3618080979671425024);
T[41,89]=(x^3 + 1446*x^2 + 647116*x + 88757928)*(x^7 + 2006*x^6 + 452612*x^5 -968272360*x^4 -391846554768*x^3 + 42966566995104*x^2 + 175172262213056*x -12035202380657024);
T[41,97]=(x^3 -262*x^2 -1523124*x + 869315832)*(x^7 + 1950*x^6 -1232588*x^5 -2262993896*x^4 + 958171398448*x^3 + 101509360477088*x^2 -33390013908232256*x + 1490479386278373504);

T[42,2]=(x^2 + 3*x + 8)*(x^2 -4*x + 8)*(x^4 + 3*x^3 + 4*x^2 + 24*x + 64)*(x^2 + x + 8)^2*(x + 2)^4*(x -2)^4;
T[42,3]=(x^2 -8*x + 27)*(x^2 + 2*x + 27)^3*(x -3)^5*(x + 3)^7;
T[42,5]=(x -18)*(x -2)*(x + 4)^2*(x + 14)^2*(x -6)^2*(x + 12)^2*(x + 18)^2*(x^2 -6*x -48)^2*(x -16)^4;
T[42,7]=(x^2 + 16*x + 343)*(x -7)^9*(x + 7)^9;
T[42,11]=(x + 72)*(x + 36)^2*(x -62)^2*(x -12)^2*(x + 28)^2*(x -48)^2*(x^2 + 6*x -1416)^2*(x + 8)^5;
T[42,13]=(x + 42)*(x + 62)^2*(x -38)^2*(x -18)^2*(x -56)^2*(x^2 -16*x -1988)^2*(x + 34)^3*(x -28)^4;
T[42,17]=(x + 2)*(x -6)*(x -74)^2*(x -84)^2*(x + 114)^2*(x + 126)^2*(x -42)^2*(x^2 + 6*x -48)^2*(x -54)^4;
T[42,19]=(x -92)*(x -2)^2*(x -80)^2*(x -20)^2*(x -100)^2*(x^2 -64*x -7184)^2*(x + 124)^3*(x + 110)^4;
T[42,23]=(x -76)*(x + 180)*(x + 120)^2*(x + 112)^2*(x + 42)^2*(x -168)^2*(x^2 -6*x -16464)^2*(x )^2*(x -48)^4;
T[42,29]=(x + 114)*(x -254)*(x -190)^2*(x + 10)^2*(x -102)^2*(x -30)^2*(x + 54)^2*(x^2 + 252*x + 7668)^2*(x + 110)^4;
T[42,31]=(x -56)*(x + 72)*(x + 48)^2*(x + 88)^2*(x + 160)^2*(x -72)^2*(x -236)^2*(x^2 -40*x -73472)^2*(x -12)^4;
T[42,37]=(x + 34)*(x -146)^2*(x + 346)^2*(x -254)^2*(x^2 + 248*x -3092)^2*(x -398)^3*(x + 246)^6;
T[42,41]=(x -6)*(x -462)*(x -42)^2*(x + 248)^2*(x -126)^2*(x -162)^2*(x + 318)^2*(x^2 + 450*x + 37800)^2*(x -182)^4;
T[42,43]=(x -212)*(x -164)*(x + 412)^2*(x -68)^2*(x + 376)^2*(x + 52)^2*(x + 268)^2*(x^2 -376*x + 2512)^2*(x -128)^4;
T[42,47]=(x -168)*(x + 264)*(x -240)^2*(x + 12)^2*(x + 96)^2*(x -24)^2*(x^2 + 12*x -65856)^2*(x -324)^6;
T[42,53]=(x -654)*(x -258)^2*(x + 498)^2*(x -174)^2*(x -318)^2*(x -198)^2*(x^2 + 1104*x + 304476)^2*(x + 162)^5;
T[42,59]=(x + 492)*(x + 772)*(x + 132)^2*(x + 660)^2*(x -120)^2*(x + 200)^2*(x -138)^2*(x^2 -804*x -30144)^2*(x -810)^4;
T[42,61]=(x + 250)*(x -30)*(x + 198)^2*(x -622)^2*(x + 538)^2*(x -398)^2*(x -380)^2*(x^2 + 428*x -28076)^2*(x + 488)^4;
T[42,67]=(x + 124)*(x + 764)*(x -92)^2*(x -884)^2*(x -904)^2*(x + 484)^2*(x + 716)^2*(x^2 -148*x -160736)^2*(x -244)^4;
T[42,71]=(x -36)*(x + 236)*(x + 720)^2*(x -792)^2*(x -392)^2*(x + 678)^2*(x -576)^2*(x^2 -954*x + 214704)^2*(x + 768)^4;
T[42,73]=(x -1010)*(x -418)*(x + 642)^2*(x + 1150)^2*(x -218)^2*(x + 502)^2*(x -538)^2*(x^2 -1072*x + 285244)^2*(x + 702)^4;
T[42,79]=(x -56)*(x -552)*(x + 1024)^2*(x -776)^2*(x -240)^2*(x -740)^2*(x + 520)^2*(x^2 + 572*x -84416)^2*(x -440)^4;
T[42,83]=(x -1036)*(x -228)*(x + 204)^2*(x -468)^2*(x + 1072)^2*(x + 492)^2*(x -378)^2*(x^2 -1944*x + 813456)^2*(x + 1302)^4;
T[42,89]=(x -30)*(x -390)*(x -200)^2*(x -354)^2*(x + 390)^2*(x^2 -366*x -253848)^2*(x -730)^4*(x -810)^4;
T[42,97]=(x + 1190)*(x + 70)*(x -1154)^2*(x + 286)^2*(x -1354)^2*(x + 1266)^2*(x + 1330)^2*(x^2 -808*x -922292)^2*(x -294)^4;

T[43,2]=(x^6 -6*x^5 -17*x^4 + 124*x^3 + 26*x^2 -608*x + 540)*(x^4 + 4*x^3 -9*x^2 -14*x + 2);
T[43,3]=(x^4 + 11*x^3 + 11*x^2 -52*x + 28)*(x^6 -7*x^5 -97*x^4 + 588*x^3 + 2140*x^2 -11756*x + 11156);
T[43,5]=(x^4 + 27*x^3 + 165*x^2 -276*x -728)*(x^6 -43*x^5 + 497*x^4 + 508*x^3 -30356*x^2 + 106884*x -92116);
T[43,7]=(x^4 + 20*x^3 -604*x^2 -7472*x + 23392)*(x^6 -8*x^5 -1172*x^4 + 9640*x^3 + 285404*x^2 -3729072*x + 10690992);
T[43,11]=(x^4 + 62*x^3 -2247*x^2 -207604*x -3329968)*(x^6 + 28*x^5 -4842*x^4 -145260*x^3 + 3182929*x^2 + 87126072*x -53187648);
T[43,13]=(x^4 + 2*x^3 -515*x^2 + 4056*x -7252)*(x^6 -56*x^5 -4406*x^4 + 84276*x^3 + 3791673*x^2 -3215268*x -458957340);
T[43,17]=(x^4 + 207*x^3 -5394*x^2 -3241005*x -162866753)*(x^6 -19*x^5 -6335*x^4 -76658*x^3 + 3967071*x^2 + 65687277*x + 181639863);
T[43,19]=(x^4 -99*x^3 -5235*x^2 + 375048*x + 12456052)*(x^6 + 75*x^5 -2895*x^4 -206344*x^3 + 3291160*x^2 + 113047600*x -673814000);
T[43,23]=(x^4 + 103*x^3 -14950*x^2 -966381*x + 62171919)*(x^6 -131*x^5 -20807*x^4 + 4291590*x^3 -233173145*x^2 + 4069168837*x -9170218345);
T[43,29]=(x^4 + 99*x^3 -111123*x^2 -7411500*x + 2739631572)*(x^6 -515*x^5 + 58249*x^4 + 4732868*x^3 -704330628*x^2 -16936584300*x + 331483322700);
T[43,31]=(x^6 -237*x^5 -53373*x^4 + 14285746*x^3 + 368947627*x^2 -204439793629*x + 8546933895145)*(x^4 -131*x^3 -54728*x^2 + 8011389*x -113939343);
T[43,37]=(x^4 + 449*x^3 + 64205*x^2 + 3162648*x + 43975584)*(x^6 -269*x^5 -177607*x^4 + 37379592*x^3 + 5676973984*x^2 -80718597120*x -15081152424000);
T[43,41]=(x^4 + 491*x^3 -88254*x^2 -46107433*x -226001461)*(x^6 -471*x^5 -63763*x^4 + 49708910*x^3 -3213994857*x^2 -827086183663*x + 84893308383715);
T[43,43]=(x -43)^4*(x + 43)^6;
T[43,47]=(x^4 -19*x^3 -306715*x^2 -9155736*x + 10139289552)*(x^6 -415*x^5 -201307*x^4 + 98566408*x^3 -675059768*x^2 -2018901432752*x -68794630166960);
T[43,53]=(x^6 -450*x^5 -571558*x^4 + 184990872*x^3 + 85831493161*x^2 -11537303514238*x -2796076662325740)*(x^4 + 1220*x^3 + 406905*x^2 + 7048730*x -7756027948);
T[43,59]=(x^4 -816*x^3 + 166428*x^2 -10363392*x + 125277376)*(x^6 -356*x^5 -78324*x^4 + 17967392*x^3 + 2268932784*x^2 -181544427840*x -18355561214400);
T[43,61]=(x^4 -372*x^3 -64456*x^2 + 26782384*x -912187696)*(x^6 + 1328*x^5 + 434108*x^4 -52724216*x^3 -30113941508*x^2 + 779382380976*x + 51013136843120);
T[43,67]=(x^4 -110*x^3 -347411*x^2 -73127508*x -1865644524)*(x^6 + 632*x^5 -876950*x^4 -697381148*x^3 -122185236567*x^2 -5235646534404*x + 119387526352596);
T[43,71]=(x^6 + 144*x^5 -1284236*x^4 -184951424*x^3 + 392378097392*x^2 + 76457292519680*x -1133110269466432)*(x^4 -468*x^3 -505840*x^2 + 7713936*x + 983961904);
T[43,73]=(x^4 -628*x^3 -428296*x^2 + 188735472*x + 53103596112)*(x^6 -864*x^5 -1253444*x^4 + 1240846952*x^3 + 138693949724*x^2 -350187317967184*x + 75431034605642544);
T[43,79]=(x^6 + 1613*x^5 -227153*x^4 -845482784*x^3 + 70634693192*x^2 + 129229651676016*x -24008230108815760)*(x^4 -1095*x^3 -308305*x^2 + 219906424*x + 41301634784);
T[43,83]=(x^4 + 980*x^3 -718383*x^2 -975452518*x -243170481652)*(x^6 + 682*x^5 -2310718*x^4 -166505888*x^3 + 1672505022177*x^2 -794994150872130*x + 108732474040310676);
T[43,89]=(x^4 + 738*x^3 -1031868*x^2 -529656192*x + 93359062944)*(x^6 -3378*x^5 + 3622036*x^4 -1148334440*x^3 -298079697748*x^2 + 198773575263992*x -17611748593784080);
T[43,97]=(x^4 + 1765*x^3 + 145766*x^2 -653571367*x -82907544713)*(x^6 + 55*x^5 -2979167*x^4 -1191302086*x^3 + 1699324914399*x^2 + 1097497984768263*x + 162742133524474039);

T[44,2]=(x -2)*(x^4 -2*x^3 + 14*x^2 -16*x + 64)*(x + 2)^2*(x )^8;
T[44,3]=(x + 5)*(x^2 -9*x -4)*(x -4)^2*(x -1)^2*(x + 7)^2*(x^2 + 2*x -47)^3;
T[44,5]=(x + 7)*(x^2 -11*x + 6)*(x + 3)^2*(x -14)^2*(x + 19)^2*(x^2 -2*x -191)^3;
T[44,7]=(x + 26)*(x^2 -10*x -848)*(x -14)^2*(x + 8)^2*(x + 10)^2*(x^2 -20*x + 52)^3;
T[44,11]=(x -11)^6*(x + 11)^9;
T[44,13]=(x -52)*(x^2 + 22*x + 24)*(x + 16)^2*(x + 72)^2*(x + 50)^2*(x^2 -80*x + 400)^3;
T[44,17]=(x -46)*(x^2 + 160*x + 6012)*(x -130)^2*(x + 46)^2*(x -42)^2*(x^2 + 124*x + 3412)^3;
T[44,19]=(x + 96)*(x^2 -12*x -9664)*(x + 108)^2*(x -116)^2*(x + 20)^2*(x^2 -72*x -9504)^3;
T[44,23]=(x -27)*(x^2 + 119*x -9288)*(x + 107)^2*(x + 96)^2*(x -189)^2*(x^2 + 98*x -1487)^3;
T[44,29]=(x -16)*(x^2 + 138*x -38016)*(x + 120)^2*(x -120)^2*(x -142)^2*(x^2 -144*x -4224)^3;
T[44,31]=(x + 293)*(x^2 -401*x + 40176)*(x -117)^2*(x -40)^2*(x + 163)^2*(x^2 + 34*x -2063)^3;
T[44,37]=(x + 29)*(x^2 -341*x + 16242)*(x + 201)^2*(x + 409)^2*(x -382)^2*(x^2 -54*x + 537)^3;
T[44,41]=(x + 472)*(x^2 + 318*x + 17424)*(x + 118)^2*(x -468)^2*(x + 228)^2*(x^2 -536*x + 71776)^3;
T[44,43]=(x + 110)*(x^2 -450*x + 34232)*(x + 242)^2*(x -110)^2*(x -220)^2*(x^2 + 60*x + 132)^3;
T[44,47]=(x + 224)*(x^2 + 312*x -101376)*(x -520)^2*(x -144)^2*(x + 96)^2*(x^2 + 272*x -24704)^3;
T[44,53]=(x -754)*(x^2 + 400*x + 30300)*(x -90)^2*(x -238)^2*(x -458)^2*(x^2 + 492*x + 51108)^3;
T[44,59]=(x -825)*(x^2 + 21*x -62964)*(x -435)^2*(x + 453)^2*(x + 852)^2*(x^2 -634*x + 48217)^3;
T[44,61]=(x + 548)*(x^2 + 462*x + 18344)*(x -20)^2*(x + 668)^2*(x -190)^2*(x^2 -840*x + 74832)^3;
T[44,67]=(x + 123)*(x^2 -327*x -192124)*(x -439)^2*(x + 12)^2*(x + 97)^2*(x^2 -754*x + 140929)^3;
T[44,71]=(x -1001)*(x^2 -603*x -24552)*(x + 112)^2*(x + 465)^2*(x + 1113)^2*(x^2 + 678*x + 97593)^3;
T[44,73]=(x + 1020)*(x^2 -206*x -70968)*(x + 72)^2*(x -848)^2*(x + 6)^2*(x^2 + 400*x -617072)^3;
T[44,79]=(x -526)*(x^2 -2026*x + 983392)*(x + 742)^2*(x + 70)^2*(x -304)^2*(x^2 -316*x -1266044)^3;
T[44,83]=(x + 158)*(x^2 + 1046*x + 110472)*(x -820)^2*(x -438)^2*(x -358)^2*(x^2 -468*x + 11556)^3;
T[44,89]=(x + 1217)*(x^2 -721*x -647034)*(x + 273)^2*(x -202)^2*(x -895)^2*(x^2 + 1842*x + 525489)^3;
T[44,97]=(x + 263)*(x^2 -1467*x -603886)*(x -761)^2*(x + 1406)^2*(x -409)^2*(x^2 -2194*x + 1141201)^3;

T[45,2]=(x -4)*(x -5)*(x + 5)*(x + 1)*(x + 3)*(x -3)^2*(x -1)^2*(x )^2*(x + 4)^3;
T[45,3]=(x + 3)*(x -3)*(x^2 -2*x + 27)*(x )^10;
T[45,5]=(x^2 + 125)*(x -5)^5*(x + 5)^7;
T[45,7]=(x + 30)^2*(x + 24)^3*(x -6)^4*(x -20)^5;
T[45,11]=(x + 32)*(x + 50)*(x -50)*(x -24)*(x + 52)*(x + 24)^2*(x -52)^2*(x )^2*(x -32)^3;
T[45,13]=(x + 70)^2*(x + 20)^2*(x -74)^3*(x -22)^3*(x + 38)^4;
T[45,17]=(x + 54)*(x -14)*(x + 26)*(x -10)*(x + 10)*(x -54)^2*(x + 14)^2*(x )^2*(x -26)^3;
T[45,19]=(x + 44)^2*(x -56)^2*(x + 20)^3*(x + 124)^3*(x -100)^4;
T[45,23]=(x -168)*(x -78)*(x -120)^2*(x + 168)^2*(x )^2*(x + 120)^3*(x + 78)^3;
T[45,29]=(x + 230)*(x -78)*(x -230)^2*(x -50)^2*(x + 78)^2*(x )^2*(x + 50)^4;
T[45,31]=(x -108)^2*(x -308)^2*(x + 288)^3*(x -200)^3*(x + 108)^4;
T[45,37]=(x -110)^2*(x + 40)^2*(x + 70)^3*(x + 34)^3*(x -266)^4;
T[45,41]=(x + 400)*(x + 330)*(x -400)*(x + 22)*(x + 122)*(x -122)^2*(x -330)^2*(x )^2*(x -22)^3;
T[45,43]=(x + 520)^2*(x -280)^2*(x -92)^3*(x + 188)^3*(x -442)^4;
T[45,47]=(x -24)*(x -514)*(x + 256)*(x + 280)*(x -280)*(x + 24)^2*(x -256)^2*(x )^2*(x + 514)^3;
T[45,53]=(x -610)*(x + 2)*(x + 450)*(x + 610)*(x -338)*(x + 338)^2*(x -450)^2*(x )^2*(x -2)^3;
T[45,59]=(x + 500)*(x + 24)*(x + 50)*(x + 100)*(x -50)*(x -24)^2*(x -100)^2*(x )^2*(x -500)^3;
T[45,61]=(x -182)^2*(x -742)^3*(x + 322)^3*(x + 518)^6;
T[45,67]=(x + 880)^2*(x + 180)^2*(x + 84)^3*(x + 196)^3*(x -126)^4;
T[45,71]=(x -328)*(x -288)*(x -700)*(x + 700)*(x + 412)*(x + 288)^2*(x + 328)^2*(x )^2*(x -412)^3;
T[45,73]=(x + 410)^2*(x -1190)^2*(x + 430)^3*(x + 38)^3*(x + 878)^4;
T[45,79]=(x + 516)^2*(x -884)^2*(x + 240)^3*(x + 520)^3*(x -600)^4;
T[45,83]=(x -660)*(x + 660)*(x + 282)*(x + 156)*(x + 1212)*(x -156)^2*(x -1212)^2*(x )^2*(x -282)^3;
T[45,89]=(x + 1500)*(x -150)*(x + 1026)*(x + 330)*(x -1500)*(x -330)^2*(x -1026)^2*(x )^2*(x + 150)^3;
T[45,97]=(x + 1330)^2*(x + 1630)^2*(x -866)^3*(x + 286)^3*(x -386)^4;

T[46,2]=(x^2 + 2*x + 8)*(x^8 -2*x^7 + 8*x^6 + 13*x^5 + 2*x^4 + 104*x^3 + 512*x^2 -1024*x + 4096)*(x + 2)^3*(x -2)^3;
T[46,3]=(x + 9)*(x + 1)*(x^2 -3*x -16)*(x^2 + x -92)*(x + 5)^2*(x^4 -7*x^3 -13*x^2 + 131*x -152)^2;
T[46,5]=(x + 20)*(x + 10)*(x^2 -10*x -16)*(x^2 -10*x -48)*(x + 6)^2*(x^4 -14*x^3 -244*x^2 + 4832*x -19904)^2;
T[46,7]=(x + 12)*(x -2)*(x^2 -6*x -32)*(x^2 -12*x -256)*(x + 8)^2*(x^4 -16*x^3 -1168*x^2 + 11080*x + 301984)^2;
T[46,11]=(x + 52)*(x + 42)*(x^2 -72*x + 640)*(x -34)^2*(x + 6)^2*(x^4 -8*x^3 -2488*x^2 + 56152*x -81440)^2;
T[46,13]=(x -43)*(x -7)*(x^2 + 51*x -1558)*(x^2 + 111*x + 2578)*(x + 57)^2*(x^4 -111*x^3 + 529*x^2 + 125283*x + 1322658)^2;
T[46,17]=(x + 50)*(x -20)*(x^2 + 66*x + 432)*(x^2 -124*x -2060)*(x + 80)^2*(x^4 -98*x^3 -1008*x^2 + 104248*x -855280)^2;
T[46,19]=(x -106)*(x + 74)*(x^2 + 16*x -7236)*(x^2 -22*x -3200)*(x + 70)^2*(x^4 -96*x^3 -21208*x^2 + 1311040*x + 66996944)^2;
T[46,23]=(x -23)^5*(x + 23)^11;
T[46,29]=(x + 7)*(x + 227)*(x^2 + 57*x -19062)*(x^2 -15*x -43250)*(x -245)^2*(x^4 -21*x^3 -54527*x^2 + 2769801*x + 325399050)^2;
T[46,31]=(x -67)*(x + 273)*(x^2 -67*x -1840)*(x^2 + 17*x -86816)*(x -103)^2*(x^4 + 193*x^3 -685*x^2 -1511421*x -58104720)^2;
T[46,37]=(x + 4)*(x -74)*(x^2 -206*x -15744)*(x^2 -18*x -50144)*(x + 298)^2*(x^4 -170*x^3 -135012*x^2 + 10946176*x + 2389345472)^2;
T[46,41]=(x -123)*(x + 497)*(x^2 -373*x + 19434)*(x^2 -485*x + 54286)*(x -95)^2*(x^4 + 125*x^3 -13663*x^2 -543281*x + 29467114)^2;
T[46,43]=(x + 88)*(x + 152)*(x^2 -314*x -98064)*(x^2 + 440*x + 16256)*(x -88)^2*(x^4 -2*x^3 -80432*x^2 -6041088*x + 78004224)^2;
T[46,47]=(x -75)*(x -215)*(x^2 -859*x + 173064)*(x^2 -215*x -77096)*(x + 357)^2*(x^4 + 677*x^3 + 26651*x^2 -34063993*x -3169103456)^2;
T[46,53]=(x -86)*(x -314)*(x^2 -240*x -143204)*(x^2 -50*x -25728)*(x + 414)^2*(x^4 + 230*x^3 -333612*x^2 -80558392*x + 7631805536)^2;
T[46,59]=(x -176)*(x + 444)*(x^2 -612*x + 27936)*(x^2 -792*x + 146320)*(x + 408)^2*(x^4 + 1140*x^3 + 401280*x^2 + 44165184*x + 1146071296)^2;
T[46,61]=(x -262)*(x + 298)*(x^2 + 1062*x + 220568)*(x^2 -456*x -408692)*(x -822)^2*(x^4 -754*x^3 + 135708*x^2 -513304*x -621762112)^2;
T[46,67]=(x -266)*(x -764)*(x^2 -240*x -9216)*(x^2 + 844*x + 120852)*(x -926)^2*(x^4 -488*x^3 -260568*x^2 + 130952104*x -1826338144)^2;
T[46,71]=(x + 21)*(x + 981)*(x^2 -399*x + 31752)*(x^2 + 705*x + 39376)*(x -335)^2*(x^4 + 401*x^3 -687701*x^2 -298072101*x -5581505296)^2;
T[46,73]=(x -681)*(x + 411)*(x^2 + 1277*x + 407518)*(x^2 -27*x -8438)*(x + 899)^2*(x^4 -1509*x^3 + 425877*x^2 + 92572593*x -14695752674)^2;
T[46,79]=(x -806)*(x -426)*(x^2 -594*x + 32080)*(x^2 -122*x -8616)*(x + 1322)^2*(x^4 + 838*x^3 -181084*x^2 -297551352*x -61908677856)^2;
T[46,83]=(x + 952)*(x -902)*(x^2 -1802*x + 802968)*(x^2 -394*x -285952)*(x + 36)^2*(x^4 -142*x^3 -383600*x^2 + 88041768*x + 7015211408)^2;
T[46,89]=(x + 1332)*(x + 1272)*(x^2 + 486*x -31520)*(x^2 -2046*x + 1040616)*(x + 460)^2*(x^4 -2342*x^3 + 1462056*x^2 + 88039456*x -213195182848)^2;
T[46,97]=(x + 1328)*(x + 342)*(x^2 -2152*x + 882092)*(x^2 + 910*x -1163112)*(x + 964)^2*(x^4 -1062*x^3 -1780792*x^2 + 721154456*x + 60054540368)^2;

T[47,2]=(x^3 + 5*x^2 -2*x -12)*(x^8 -3*x^7 -50*x^6 + 124*x^5 + 844*x^4 -1549*x^3 -5393*x^2 + 5418*x + 10316);
T[47,3]=(x^3 + 5*x^2 -7*x -8)*(x^8 -7*x^7 -130*x^6 + 813*x^5 + 4394*x^4 -24059*x^3 -27331*x^2 + 234792*x -256552);
T[47,5]=(x^3 + 6*x^2 -84*x -512)*(x^8 -14*x^7 -622*x^6 + 8284*x^5 + 103232*x^4 -1258208*x^3 -3074592*x^2 + 20604288*x + 39992832);
T[47,7]=(x^3 + 45*x^2 + 483*x + 1152)*(x^8 -39*x^7 -944*x^6 + 41357*x^5 + 210360*x^4 -10944611*x^3 -4356853*x^2 + 338747864*x -671832924);
T[47,11]=(x^3 -2*x^2 -1280*x + 18432)*(x^8 -68*x^7 -4798*x^6 + 318208*x^5 + 5788744*x^4 -363519952*x^3 -88280864*x^2 + 8147010816*x -13840895616);
T[47,13]=(x^3 + 80*x^2 + 1184*x + 4288)*(x^8 -112*x^7 -1546*x^6 + 642304*x^5 -26196360*x^4 + 149011472*x^3 + 8719852640*x^2 -73811734464*x -1112419583616);
T[47,17]=(x^3 + 39*x^2 -3975*x -114146)*(x^8 + 7*x^7 -23320*x^6 -354121*x^5 + 166437128*x^4 + 3102715351*x^3 -382040834865*x^2 -7702985044896*x + 48362680514304);
T[47,19]=(x^3 + 24*x^2 -696*x -16776)*(x^8 -74*x^7 -33358*x^6 + 1817628*x^5 + 382516376*x^4 -13790443760*x^3 -1748089190784*x^2 + 30357821411712*x + 2596859258815872);
T[47,23]=(x^3 -120*x^2 -7932*x + 997488)*(x^8 -64*x^7 -38804*x^6 + 3029656*x^5 + 316754640*x^4 -30584761664*x^3 + 287448745920*x^2 + 19433116173312*x -320479281547776);
T[47,29]=(x^3 + 184*x^2 -33216*x -5017536)*(x^8 -20*x^7 -102346*x^6 + 1336120*x^5 + 3084251896*x^4 -48443761360*x^3 -32271013386656*x^2 + 329310208994048*x + 104791020527695744);
T[47,31]=(x^3 + 4*x^2 -83344*x + 8556992)*(x^8 -176*x^7 -165580*x^6 + 27979112*x^5 + 7076032656*x^4 -1091877259232*x^3 -75701799605824*x^2 + 12199138842875136*x -319363443748035072);
T[47,37]=(x^3 + 589*x^2 + 115181*x + 7475042)*(x^8 -811*x^7 + 157516*x^6 + 18281869*x^5 -9470103352*x^4 + 1157143432285*x^3 -56402962337465*x^2 + 690124390222176*x + 15328716811839732);
T[47,41]=(x^3 + 92*x^2 -41656*x -4686008)*(x^8 -466*x^7 -200392*x^6 + 100764000*x^5 + 4933401760*x^4 -5414356002592*x^3 + 511241171834880*x^2 -12698566614372608*x + 91183287123932928);
T[47,43]=(x^3 + 250*x^2 -67156*x + 2995448)*(x^8 -1164*x^7 + 433086*x^6 -37628928*x^5 -9060788592*x^4 + 1725584003888*x^3 -98259714557024*x^2 + 1768339824310080*x + 4450792499078016);
T[47,47]=(x -47)^3*(x + 47)^8;
T[47,53]=(x^3 -459*x^2 -165759*x + 72682394)*(x^8 -747*x^7 -227608*x^6 + 299022597*x^5 -59259397860*x^4 -4597133637435*x^3 + 1727688609326707*x^2 + 3607257207060976*x -12873691917849308028);
T[47,59]=(x^3 -579*x^2 -387165*x + 143703316)*(x^8 + 1661*x^7 + 879348*x^6 + 126366121*x^5 -23892232072*x^4 -6046615751311*x^3 + 116185362837843*x^2 + 48122650970734968*x -1862054478084816432);
T[47,61]=(x^3 -267*x^2 -137259*x -9210494)*(x^8 -1051*x^7 -11908*x^6 + 300019941*x^5 -59452933960*x^4 -19727561007035*x^3 + 5075280430189991*x^2 + 46142142795796632*x -2846506897799082988);
T[47,67]=(x^3 + 540*x^2 -782688*x -467662264)*(x^8 -174*x^7 -855042*x^6 + 171747996*x^5 + 105624750224*x^4 -36134223087520*x^3 + 2665175943820448*x^2 + 168106203418674304*x -19962444050647321088);
T[47,71]=(x^3 -749*x^2 -444983*x + 335163288)*(x^8 + 631*x^7 -1823698*x^6 -1150450493*x^5 + 891809875894*x^4 + 541868307388883*x^3 -59137292241107207*x^2 -20796205943179362168*x + 309916878039086167116);
T[47,73]=(x^3 + 1924*x^2 + 947384*x + 63904184)*(x^8 -1982*x^7 + 499652*x^6 + 1195598280*x^5 -752886934208*x^4 -46847779368224*x^3 + 106191696320560192*x^2 -10154899976047948928*x -2342534010023633891072);
T[47,79]=(x^3 -805*x^2 -291551*x + 122645808)*(x^8 + 2387*x^7 + 83542*x^6 -3670534073*x^5 -2565669461198*x^4 + 717287442744519*x^3 + 1349049442602443557*x^2 + 492784930223750207104*x + 58250483150935177508352);
T[47,83]=(x^3 -712*x^2 -293264*x + 211373952)*(x^8 + 3064*x^7 + 1739048*x^6 -2688552960*x^5 -2751372011648*x^4 + 238900323616256*x^3 + 670822405637257216*x^2 + 21161590971273707520*x -26226518064429236584448);
T[47,89]=(x^3 -835*x^2 -75051*x + 112057878)*(x^8 -1167*x^7 -2015144*x^6 + 1978597009*x^5 + 1135152143224*x^4 -785975726852991*x^3 -75678287911006513*x^2 + 82126871001375047648*x -9343597390272153759488);
T[47,97]=(x^3 + 2243*x^2 + 1075601*x + 137445082)*(x^8 -1901*x^7 -342508*x^6 + 1987817411*x^5 -228709263928*x^4 -620328629784925*x^3 + 36442624852218743*x^2 + 67478016791460726072*x + 7931162617221720590412);

T[48,2]=(x + 2)*(x )^17;
T[48,3]=(x^2 -4*x + 27)*(x^2 + 4*x + 27)^2*(x + 3)^6*(x -3)^6;
T[48,5]=(x -14)^3*(x + 18)^4*(x -6)^5*(x + 2)^6;
T[48,7]=(x -16)*(x + 8)*(x -8)^3*(x + 16)^4*(x + 24)^4*(x -24)^5;
T[48,11]=(x + 36)*(x + 12)*(x -28)*(x + 28)^2*(x -44)^2*(x -36)^3*(x + 44)^4*(x -12)^4;
T[48,13]=(x + 74)^3*(x + 10)^4*(x -38)^5*(x -22)^6;
T[48,17]=(x -82)^3*(x -18)^4*(x + 126)^5*(x -50)^6;
T[48,19]=(x -100)*(x + 92)*(x + 20)*(x -92)^2*(x + 44)^2*(x + 100)^3*(x -20)^4*(x -44)^4;
T[48,23]=(x + 168)*(x + 72)*(x + 8)*(x -56)^2*(x -8)^2*(x -72)^3*(x + 56)^4*(x -168)^4;
T[48,29]=(x + 138)^3*(x + 234)^4*(x -30)^5*(x -198)^6;
T[48,31]=(x -88)*(x -16)*(x + 80)*(x -80)^2*(x -160)^2*(x + 16)^3*(x + 88)^4*(x + 160)^4;
T[48,37]=(x -30)^3*(x + 226)^4*(x -254)^5*(x + 162)^6;
T[48,41]=(x -282)^3*(x -90)^4*(x -42)^5*(x + 198)^6;
T[48,43]=(x + 452)*(x + 4)*(x -4)^2*(x -452)^3*(x -52)^5*(x + 52)^6;
T[48,47]=(x + 432)*(x + 240)*(x -96)*(x -240)^2*(x + 528)^2*(x -432)^3*(x -528)^4*(x + 96)^4;
T[48,53]=(x + 130)^3*(x -414)^4*(x -198)^5*(x + 242)^6;
T[48,59]=(x + 596)*(x -684)*(x -660)*(x -668)^2*(x -596)^2*(x + 684)^3*(x + 668)^4*(x + 660)^4;
T[48,61]=(x + 218)^3*(x -422)^4*(x + 538)^5*(x -550)^6;
T[48,67]=(x + 332)*(x + 884)*(x -436)*(x + 436)^2*(x + 188)^2*(x -332)^3*(x -188)^4*(x -884)^4;
T[48,71]=(x + 856)*(x -360)*(x + 792)*(x + 728)^2*(x -856)^2*(x + 360)^3*(x -728)^4*(x -792)^4;
T[48,73]=(x + 998)^3*(x -26)^4*(x -218)^5*(x -154)^6;
T[48,79]=(x + 512)*(x -520)*(x -32)*(x -656)^2*(x + 32)^2*(x -512)^3*(x + 656)^4*(x + 520)^4;
T[48,83]=(x -492)*(x -1508)*(x -1188)*(x + 1508)^2*(x + 236)^2*(x + 1188)^3*(x -236)^4*(x + 492)^4;
T[48,89]=(x + 246)^3*(x + 630)^4*(x -810)^5*(x -714)^6;
T[48,97]=(x -866)^3*(x + 1054)^4*(x -1154)^5*(x + 478)^6;

T[49,2]=(x + 5)*(x -2)^2*(x^2 -x -16)^2*(x + 1)^3;
T[49,3]=(x -2)*(x -7)*(x + 7)*(x^4 -74*x^2 + 784)*(x )*(x + 2)^2;
T[49,5]=(x + 16)*(x + 7)*(x -7)*(x^4 -186*x^2 + 784)*(x )*(x -16)^2;
T[49,7]=(x + 7)*(x )^9;
T[49,11]=(x + 68)*(x + 5)^2*(x^2 -50*x + 40)^2*(x + 8)^3;
T[49,13]=(x + 14)*(x + 28)*(x -14)*(x^4 -3234*x^2 + 2458624)*(x )*(x -28)^2;
T[49,17]=(x -21)*(x + 21)*(x + 54)*(x^4 -14564*x^2 + 9746884)*(x )*(x -54)^2;
T[49,19]=(x -110)*(x -49)*(x + 49)*(x^4 -14746*x^2 + 52591504)*(x )*(x + 110)^2;
T[49,23]=(x + 40)*(x + 159)^2*(x^2 -176*x + 6704)^2*(x -48)^3;
T[49,29]=(x + 166)*(x -58)^2*(x^2 -130*x + 1040)^2*(x + 110)^3;
T[49,31]=(x -147)*(x + 12)*(x + 147)*(x^4 -100104*x^2 + 629407744)*(x )*(x -12)^2;
T[49,37]=(x -450)*(x -219)^2*(x^2 -106*x + 2224)^2*(x + 246)^3;
T[49,41]=(x -350)*(x + 182)*(x + 350)*(x^4 -66836*x^2 + 307721764)*(x )*(x -182)^2;
T[49,43]=(x + 180)*(x + 124)^2*(x^2 -270*x -61400)^2*(x -128)^3;
T[49,47]=(x + 324)*(x -525)*(x + 525)*(x^4 -187240*x^2 + 8332038400)*(x )*(x -324)^2;
T[49,53]=(x -590)*(x -303)^2*(x^2 -8*x -21044)^2*(x + 162)^3;
T[49,59]=(x + 105)*(x -105)*(x + 810)*(x^4 -189354*x^2 + 1600960144)*(x )*(x -810)^2;
T[49,61]=(x -488)*(x -413)*(x + 413)*(x^4 -360266*x^2 + 5022273424)*(x )*(x + 488)^2;
T[49,67]=(x + 740)*(x -415)^2*(x^2 + 972*x + 142336)^2*(x -244)^3;
T[49,71]=(x -688)*(x + 432)^2*(x^2 -1124*x + 303104)^2*(x + 768)^3;
T[49,73]=(x -1113)*(x + 1113)*(x -702)*(x^4 -276756*x^2 + 12428236324)*(x )*(x + 702)^2;
T[49,79]=(x + 1384)*(x + 103)^2*(x^2 + 524*x -505696)^2*(x -440)^3;
T[49,83]=(x + 1092)*(x -1302)*(x -1092)*(x^4 -11466*x^2 + 6492304)*(x )*(x + 1302)^2;
T[49,89]=(x + 329)*(x -329)*(x + 730)*(x^4 -3623876*x^2 + 2844693770884)*(x )*(x -730)^2;
T[49,97]=(x -882)*(x + 294)*(x + 882)*(x^4 -3082884*x^2 + 841222821124)*(x )*(x -294)^2;

T[50,2]=(x^2 -x + 8)*(x^2 + x + 8)*(x^2 -4*x + 8)*(x^2 + 4*x + 8)^2*(x + 2)^3*(x -2)^4;
T[50,3]=(x -8)*(x + 8)^2*(x + 7)^3*(x + 2)^3*(x -7)^3*(x -2)^5;
T[50,5]=(x -5)*(x + 5)^2*(x )^14;
T[50,7]=(x -26)*(x + 26)*(x -4)*(x -34)*(x + 34)*(x + 4)^2*(x + 6)^4*(x -6)^6;
T[50,11]=(x + 28)^2*(x -27)^2*(x -12)^3*(x + 43)^4*(x -32)^6;
T[50,13]=(x -12)*(x + 12)*(x -58)*(x -38)^2*(x + 58)^2*(x + 28)^3*(x -28)^3*(x + 38)^4;
T[50,17]=(x + 21)*(x + 66)*(x -21)*(x + 64)*(x -64)*(x + 26)^2*(x + 91)^2*(x -66)^2*(x -91)^2*(x -26)^4;
T[50,19]=(x + 60)^2*(x -35)^2*(x + 100)^3*(x + 35)^4*(x -100)^6;
T[50,23]=(x -58)*(x + 58)*(x + 132)*(x -132)^2*(x + 162)^2*(x -162)^2*(x -78)^3*(x + 78)^5;
T[50,29]=(x -90)^2*(x + 120)^2*(x + 90)^3*(x -160)^4*(x + 50)^6;
T[50,31]=(x + 128)^2*(x -182)^2*(x -152)^3*(x -42)^4*(x + 108)^6;
T[50,37]=(x + 146)*(x -236)*(x -34)*(x -146)*(x + 236)*(x + 314)^2*(x -314)^2*(x + 266)^2*(x + 34)^2*(x -266)^4;
T[50,41]=(x -357)^2*(x -242)^2*(x + 438)^3*(x + 203)^4*(x -22)^6;
T[50,43]=(x + 362)*(x -362)*(x + 32)*(x + 148)*(x -148)*(x -92)^2*(x -32)^2*(x + 92)^2*(x + 442)^2*(x -442)^4;
T[50,47]=(x -226)*(x -204)*(x + 84)*(x -84)*(x + 226)*(x -196)^2*(x -514)^2*(x + 196)^2*(x + 204)^2*(x + 514)^4;
T[50,53]=(x -108)*(x -702)*(x + 702)*(x + 222)*(x + 108)*(x -82)^2*(x + 2)^2*(x -222)^2*(x + 82)^2*(x -2)^4;
T[50,59]=(x + 20)^2*(x + 840)^2*(x -420)^3*(x + 280)^4*(x -500)^6;
T[50,61]=(x + 238)^2*(x -542)^2*(x -902)^3*(x + 518)^10;
T[50,67]=(x -461)*(x -434)*(x -1024)*(x + 461)*(x + 434)*(x -141)^2*(x + 1024)^2*(x + 141)^2*(x + 126)^2*(x -126)^4;
T[50,71]=(x + 1128)^2*(x + 708)^2*(x -432)^3*(x -412)^10;
T[50,73]=(x -133)*(x + 632)*(x + 362)*(x + 133)*(x -632)*(x -362)^2*(x -763)^2*(x -878)^2*(x + 763)^2*(x + 878)^4;
T[50,79]=(x + 720)^2*(x -650)^2*(x + 160)^3*(x -510)^4*(x -600)^6;
T[50,83]=(x -478)*(x -903)*(x + 478)*(x + 72)*(x + 903)*(x -777)^2*(x + 282)^2*(x + 777)^2*(x -72)^2*(x -282)^4;
T[50,89]=(x + 490)^2*(x -735)^2*(x -810)^3*(x + 945)^4*(x + 150)^6;
T[50,97]=(x + 1456)*(x -1456)*(x + 1246)^2*(x -1246)^2*(x + 386)^2*(x + 1106)^2*(x -1106)^3*(x -386)^4;

T[51,2]=(x -1)*(x^2 -18)*(x^3 -5*x^2 -6*x + 34)*(x + 3)^2*(x + 1)^2*(x^3 -x^2 -24*x + 32)^2;
T[51,3]=(x^2 + 8*x + 27)*(x^6 -4*x^5 + 19*x^4 -12*x^3 + 513*x^2 -2916*x + 19683)*(x -3)^4*(x + 3)^4;
T[51,5]=(x + 10)*(x -16)*(x + 20)*(x^2 -6*x -279)*(x^3 -8*x^2 -59*x + 466)*(x -6)^2*(x^3 + 8*x^2 -44*x + 32)^2;
T[51,7]=(x -34)*(x + 2)*(x + 8)*(x^2 + 8*x -272)*(x^3 + 8*x^2 -672*x + 2304)*(x + 28)^2*(x^3 -22*x^2 -138*x + 792)^2;
T[51,11]=(x -12)*(x^2 -66*x + 801)*(x^3 -34*x^2 -1543*x -8964)*(x + 48)^2*(x + 24)^2*(x^3 + 28*x^2 -1366*x -4692)^2;
T[51,13]=(x + 14)*(x + 26)*(x -58)*(x^2 + 2*x -1151)*(x^3 -36*x^2 -5531*x + 122698)*(x + 58)^2*(x^3 -30*x^2 -1472*x -9392)^2;
T[51,17]=(x -17)^6*(x + 17)^10;
T[51,19]=(x -92)*(x + 148)*(x -20)*(x^2 + 26*x -4439)*(x^3 + 142*x^2 + 4113*x + 8244)*(x -116)^2*(x^3 -80*x^2 -4632*x + 340128)^2;
T[51,23]=(x -152)*(x -58)*(x + 122)*(x^2 + 198*x + 9513)*(x^3 -110*x^2 -5687*x -53240)*(x + 60)^2*(x^3 -142*x^2 -15770*x + 1600544)^2;
T[51,29]=(x + 36)*(x + 66)*(x^2 -444*x + 44676)*(x^3 -90*x^2 -37028*x -415320)*(x )*(x -30)^2*(x^3 + 456*x^2 + 53908*x + 1518624)^2;
T[51,31]=(x + 182)*(x + 218)*(x + 32)*(x^2 -532*x + 69604)*(x^3 + 148*x^2 -6972*x -640448)*(x + 172)^2*(x^3 -230*x^2 -11586*x -81608)^2;
T[51,37]=(x + 266)*(x -184)*(x -76)*(x^2 -88*x -71792)*(x^3 -110*x^2 -80928*x -5969792)*(x + 58)^2*(x^3 -356*x^2 -17964*x + 6176752)^2;
T[51,41]=(x + 6)*(x -294)*(x + 138)*(x^2 -570*x + 57897)*(x^3 -720*x^2 + 159445*x -10440042)*(x + 342)^2*(x^3 + 294*x^2 -86564*x -1638744)^2;
T[51,43]=(x + 428)*(x -148)*(x + 92)*(x^2 + 182*x + 3673)*(x^3 + 146*x^2 -278703*x -62624916)*(x + 148)^2*(x^3 -556*x^2 + 51096*x + 7270272)^2;
T[51,47]=(x + 12)*(x + 516)*(x + 288)*(x^2 -420*x + 41508)*(x^3 -500*x^2 -93916*x + 30472896)*(x -288)^2*(x^3 -640*x^2 + 85328*x -1671168)^2;
T[51,53]=(x + 546)*(x + 234)*(x + 162)*(x^2 + 300*x -254268)*(x^3 -610*x^2 -105700*x + 80447688)*(x -318)^2*(x^3 -302*x^2 -153460*x + 18162072)^2;
T[51,59]=(x + 180)*(x -420)*(x + 540)*(x^2 -444*x -116604)*(x^3 + 216*x^2 -39788*x + 1302384)*(x -252)^2*(x^3 -636*x^2 -101768*x + 49419072)^2;
T[51,61]=(x -350)*(x -152)*(x + 820)*(x^2 -400*x -398048)*(x^3 + 18*x^2 -141152*x + 8127200)*(x -110)^2*(x^3 + 84*x^2 -124412*x -6792784)^2;
T[51,67]=(x + 956)*(x -940)*(x -700)*(x^2 + 968*x + 140944)*(x^3 + 1404*x^2 + 575088*x + 62069312)*(x + 484)^2*(x^3 -1008*x^2 + 65040*x -765952)^2;
T[51,71]=(x + 538)*(x -424)*(x -794)*(x^2 + 1848*x + 797328)*(x^3 + 960*x^2 -217136*x -227624576)*(x + 708)^2*(x^3 + 402*x^2 -589874*x -274866016)^2;
T[51,73]=(x + 462)*(x + 1038)*(x -378)*(x^2 -868*x + 185764)*(x^3 + 794*x^2 -258820*x -227482344)*(x -362)^2*(x^3 -838*x^2 + 227852*x -19957512)^2;
T[51,79]=(x -858)*(x -288)*(x -390)*(x^3 + 276*x^2 -1146204*x -220814208)*(x + 484)^2*(x -254)^2*(x^3 + 594*x^2 -1121274*x -742135824)^2;
T[51,83]=(x -748)*(x -1268)*(x -1052)*(x^2 -996*x + 245412)*(x^3 + 1552*x^2 + 541140*x + 11261392)*(x -756)^2*(x^3 + 2396*x^2 + 1488888*x + 142080704)^2;
T[51,89]=(x + 1558)*(x + 770)*(x -1102)*(x^2 + 288*x -1122336)*(x^3 -1394*x^2 + 101056*x + 278458912)*(x + 774)^2*(x^3 + 170*x^2 -1072304*x -446571376)^2;
T[51,97]=(x -530)*(x -710)*(x -494)*(x^2 -1024*x + 213472)*(x^3 -402*x^2 -2618432*x + 2026068032)*(x + 382)^2*(x^3 + 270*x^2 -586100*x -206623000)^2;

T[52,2]=(x + 2)*(x^2 + 5*x + 8)*(x^4 -x^3 + 12*x^2 -8*x + 64)*(x -2)^2*(x )^9;
T[52,3]=(x + 3)*(x^2 + 3*x -52)*(x -3)^2*(x + 1)^2*(x -4)^2*(x + 7)^3*(x^2 -5*x -32)^3;
T[52,5]=(x + 13)*(x^2 -23*x + 78)*(x -17)^2*(x -11)^2*(x + 18)^2*(x + 7)^3*(x^2 + 3*x -2)^3;
T[52,7]=(x + 11)*(x^2 -27*x + 128)*(x -19)^2*(x -20)^2*(x + 35)^2*(x + 13)^3*(x^2 + 9*x -494)^3;
T[52,11]=(x + 2)*(x^2 -2*x -216)*(x -2)^2*(x + 38)^2*(x + 48)^2*(x + 26)^3*(x^2 -80*x + 988)^3;
T[52,13]=(x + 13)^9*(x -13)^9;
T[52,17]=(x^2 + x -54)*(x -66)^2*(x + 19)^2*(x -77)^3*(x + 51)^3*(x^2 -19*x -1138)^3;
T[52,19]=(x -150)*(x^2 + 42*x -4984)*(x -90)^2*(x -94)^2*(x + 16)^2*(x + 126)^3*(x^2 + 84*x -2588)^3;
T[52,23]=(x + 4)*(x^2 -24*x -31104)*(x + 52)^2*(x -168)^2*(x + 72)^2*(x + 96)^3*(x^2 -196*x + 8992)^3;
T[52,29]=(x + 118)*(x^2 + 60*x -30348)*(x -246)^2*(x + 190)^2*(x -6)^2*(x + 82)^3*(x^2 + 44*x -38684)^3;
T[52,31]=(x + 116)*(x^2 + 404*x + 32992)*(x -20)^2*(x -292)^2*(x + 100)^2*(x -196)^3*(x^2 + 86*x -3064)^3;
T[52,37]=(x -63)*(x^2 -75*x -65050)*(x -254)^2*(x + 441)^2*(x + 11)^2*(x + 131)^3*(x^2 -209*x + 10814)^3;
T[52,41]=(x + 288)*(x^2 -506*x + 53376)*(x + 390)^2*(x + 280)^2*(x -312)^2*(x -336)^3*(x^2 + 230*x + 11168)^3;
T[52,43]=(x + 293)*(x^2 + 381*x + 36236)*(x -373)^2*(x + 124)^2*(x -241)^2*(x + 201)^3*(x^2 -287*x -66316)^3;
T[52,47]=(x + 335)*(x^2 -455*x + 45192)*(x -137)^2*(x + 468)^2*(x + 41)^2*(x + 105)^3*(x^2 -435*x -14918)^3;
T[52,53]=(x + 708)*(x^2 -494*x + 34752)*(x -558)^2*(x -468)^2*(x + 232)^2*(x + 432)^3*(x^2 + 118*x -344)^3;
T[52,59]=(x -566)*(x^2 -262*x -9096)*(x + 386)^2*(x -530)^2*(x + 96)^2*(x + 294)^3*(x^2 + 368*x -31492)^3;
T[52,61]=(x -904)*(x^2 + 258*x -280432)*(x -592)^2*(x -64)^2*(x + 826)^2*(x + 56)^3*(x^2 + 1058*x + 126416)^3;
T[52,67]=(x -382)*(x^2 + 638*x + 84184)*(x + 206)^2*(x + 670)^2*(x + 160)^2*(x -478)^3*(x^2 -68*x -227596)^3;
T[52,71]=(x -7)*(x^2 -1393*x + 283248)*(x + 420)^2*(x + 863)^2*(x -55)^2*(x -9)^3*(x^2 + 131*x -222494)^3;
T[52,73]=(x -518)*(x^2 + 116*x -277868)*(x + 322)^2*(x -362)^2*(x + 838)^2*(x -98)^3*(x^2 -456*x -235316)^3;
T[52,79]=(x + 100)*(x^2 + 104*x -278528)*(x -1016)^2*(x + 460)^2*(x -776)^2*(x -1304)^3*(x^2 + 1008*x + 247216)^3;
T[52,83]=(x + 1440)*(x^2 + 1392*x + 453168)*(x -420)^2*(x -528)^2*(x )^2*(x + 308)^3*(x^2 -1958*x + 817664)^3;
T[52,89]=(x -1254)*(x^2 -356*x -315516)*(x + 934)^2*(x -870)^2*(x -1626)^2*(x + 1190)^3*(x^2 + 720*x -510212)^3;
T[52,97]=(x -1262)*(x^2 -312*x -1434772)*(x + 346)^2*(x + 1154)^2*(x + 1294)^2*(x -70)^3*(x^2 + 928*x -881476)^3;

T[53,2]=(x^4 + 4*x^3 -16*x^2 -42*x + 49)*(x^8 -2*x^7 -52*x^6 + 94*x^5 + 823*x^4 -1136*x^3 -4480*x^2 + 3296*x + 6784)*(x );
T[53,3]=(x -1)*(x^4 + 15*x^3 + 45*x^2 -85*x -354)*(x^8 -16*x^7 -21*x^6 + 1374*x^5 -3567*x^4 -33338*x^3 + 132071*x^2 + 158980*x -792692);
T[53,5]=(x + 18)*(x^4 + x^3 -218*x^2 -256*x + 1908)*(x^8 -x^7 -662*x^6 + 2352*x^5 + 127364*x^4 -673448*x^3 -6975872*x^2 + 50030656*x -77064064);
T[53,7]=(x -2)*(x^4 + 46*x^3 + 488*x^2 -2684*x -40984)*(x^8 -68*x^7 + 596*x^6 + 47492*x^5 -1229832*x^4 + 8670720*x^3 + 3018432*x^2 -133261440*x + 103866368);
T[53,11]=(x -54)*(x^4 + 63*x^3 -856*x^2 -52064*x + 309732)*(x^8 -79*x^7 -1378*x^6 + 250712*x^5 -3986700*x^4 -156877984*x^3 + 5009710720*x^2 -35141398336*x -2600290048);
T[53,13]=(x + 43)*(x^4 + 113*x^3 -1481*x^2 -498629*x -12946788)*(x^8 -104*x^7 -5869*x^6 + 725118*x^5 + 6649615*x^4 -1107552388*x^3 -7335029611*x^2 + 119118892558*x -169477925464);
T[53,17]=(x + 99)*(x^4 -142*x^3 + 204*x^2 + 354478*x -1566669)*(x^8 -103*x^7 -13197*x^6 + 1428809*x^5 + 36473349*x^4 -5116037613*x^3 + 35504571881*x^2 + 2452356229515*x -31555937943778);
T[53,19]=(x + 61)*(x^4 + 145*x^3 -1003*x^2 -383625*x + 2706524)*(x^8 -160*x^7 -18341*x^6 + 2794076*x^5 + 118190657*x^4 -10888961846*x^3 -434587059573*x^2 -2774637944942*x + 12024773417656);
T[53,23]=(x -207)*(x^4 + 348*x^3 + 32424*x^2 -153170*x -86540675)*(x^8 + 105*x^7 -14485*x^6 -1879965*x^5 -8520307*x^4 + 3298323267*x^3 + 10470637797*x^2 -1853655544023*x + 15938232086714);
T[53,29]=(x + 99)*(x^4 -437*x^3 + 61505*x^2 -3060699*x + 48761386)*(x^8 + 6*x^7 -62885*x^6 + 2376544*x^5 + 914482031*x^4 -54205446230*x^3 -1994850303703*x^2 + 183074474903360*x -2953987633139332);
T[53,31]=(x + 160)*(x^4 + 283*x^3 -29878*x^2 -10476576*x -380714716)*(x^8 -45*x^7 -159772*x^6 + 9302580*x^5 + 7898112316*x^4 -439115165768*x^3 -136383552284960*x^2 + 4753443385278592*x + 760584917202091648);
T[53,37]=(x + 7)*(x^4 -29*x^3 -159171*x^2 + 3623153*x + 1860166658)*(x^8 -422*x^7 -34125*x^6 + 26779192*x^5 + 164697479*x^4 -552614578506*x^3 + 466491349673*x^2 + 2881975103569448*x -80601581055737492);
T[53,41]=(x + 414)*(x^4 -384*x^3 -6400*x^2 + 14635888*x -1256123376)*(x^8 -188*x^7 -374728*x^6 + 45128288*x^5 + 47257243360*x^4 -2125058716864*x^3 -2072482524023936*x^2 -62289678617011200*x + 11101506145767634176);
T[53,43]=(x + 268)*(x^4 + 911*x^3 + 231294*x^2 + 17778028*x + 40612988)*(x^8 -1149*x^7 + 418950*x^6 -33719112*x^5 -8136911932*x^4 + 822814438616*x^3 + 75732617002064*x^2 -1173421782741664*x -100944763523824768);
T[53,47]=(x -270)*(x^4 + 566*x^3 + 23492*x^2 -14627416*x -679807072)*(x^8 -736*x^7 -218900*x^6 + 176256208*x^5 + 23320827248*x^4 -11672647743616*x^3 -1155870418661568*x^2 + 199263048814724352*x + 18222139546869075968);
T[53,53]=(x -53)^5*(x + 53)^8;
T[53,59]=(x -450)*(x^4 + 271*x^3 -495646*x^2 -205279140*x -19406808952)*(x^8 + 73*x^7 -1062340*x^6 -208158452*x^5 + 312676766256*x^4 + 75046973946384*x^3 -25845598613851264*x^2 -4585830880002084672*x + 754948404004029522688);
T[53,61]=(x -182)*(x^4 -604*x^3 + 118652*x^2 -8494876*x + 136574648)*(x^8 + 112*x^7 -1087844*x^6 + 67331484*x^5 + 325303114720*x^4 -62098719434928*x^3 -10381907039899328*x^2 + 753931615521071360*x -11788772566802948864);
T[53,67]=(x + 556)*(x^4 + 254*x^3 -522560*x^2 -68605676*x + 68587419456)*(x^8 -2196*x^7 + 1419724*x^6 + 6749012*x^5 -317203304632*x^4 + 102360692254400*x^3 -8580471115347840*x^2 + 24784141961867904*x + 3664320860796185088);
T[53,71]=(x -693)*(x^4 -587*x^3 -1239021*x^2 + 393638217*x + 303485934892)*(x^8 + 1666*x^7 + 620087*x^6 -189591348*x^5 -92032151467*x^4 + 14901599536916*x^3 + 3025758915968507*x^2 -619679652075503850*x + 26664689759111410072);
T[53,73]=(x + 862)*(x^4 + 74*x^3 -726052*x^2 -227209428*x -17978128816)*(x^8 + 634*x^7 -720244*x^6 -496335444*x^5 + 134322531400*x^4 + 122215391920032*x^3 + 1731803887241024*x^2 -9179435949983640448*x -1301542809539744887808);
T[53,79]=(x -119)*(x^4 + 998*x^3 + 348532*x^2 + 51660524*x + 2776554977)*(x^8 + 651*x^7 -2945315*x^6 -1375643309*x^5 + 2541471137821*x^4 + 653725605810981*x^3 -589293651481552137*x^2 -127349827692756472027*x + 18609096117190150955638);
T[53,83]=(x + 333)*(x^4 + 835*x^3 -422217*x^2 -249580267*x + 87741480482)*(x^8 + 246*x^7 -4033605*x^6 -1012070834*x^5 + 4972158702405*x^4 + 1043304249170068*x^3 -2086971754073580341*x^2 -369533760366768268944*x + 210087065703177462305828);
T[53,89]=(x -1350)*(x^4 -279*x^3 -654006*x^2 -16822580*x + 1003211368)*(x^8 + 2649*x^7 + 889978*x^6 -2409835436*x^5 -1342590313624*x^4 + 738509496136368*x^3 + 329803645534859488*x^2 -96874553009464567360*x + 5133434169709997385344);
T[53,97]=(x + 187)*(x^4 -506*x^3 -794120*x^2 + 376083070*x + 27605213147)*(x^8 -1363*x^7 -906341*x^6 + 1620963309*x^5 + 142562837473*x^4 -518403734836137*x^3 -41034262176191695*x^2 + 59066631583831358223*x + 10441336126751413188818);

T[54,2]=(x^2 + 3*x + 8)*(x^2 -3*x + 8)*(x^4 -2*x^2 + 64)*(x^2 + 8)^2*(x -2)^4*(x + 2)^5;
T[54,3]=(x + 3)*(x )^20;
T[54,5]=(x -12)*(x -3)*(x + 12)*(x + 3)*(x + 6)^2*(x -15)^2*(x + 15)^2*(x^2 -288)^2*(x -6)^3*(x )^4;
T[54,7]=(x + 7)^2*(x -29)^2*(x -20)^4*(x + 25)^4*(x -11)^4*(x + 16)^5;
T[54,11]=(x -60)*(x + 57)*(x + 60)*(x -57)*(x + 12)^2*(x -15)^2*(x + 15)^2*(x^2 -288)^2*(x -12)^3*(x )^4;
T[54,13]=(x + 79)^2*(x -29)^4*(x + 70)^4*(x -38)^5*(x -20)^6;
T[54,17]=(x -108)*(x + 108)*(x -126)^2*(x^2 -2592)^2*(x -72)^3*(x + 126)^3*(x + 72)^3*(x )^4;
T[54,19]=(x + 106)^2*(x -11)^2*(x -29)^4*(x -56)^4*(x -2)^4*(x -20)^5;
T[54,23]=(x -132)*(x + 132)*(x -174)*(x + 174)*(x + 114)^2*(x + 168)^2*(x -114)^2*(x^2 -7200)^2*(x -168)^3*(x )^4;
T[54,29]=(x -210)*(x + 210)*(x + 96)*(x -96)*(x^2 -73728)^2*(x + 30)^4*(x )^4*(x -30)^5;
T[54,31]=(x -20)^2*(x -47)^2*(x -308)^4*(x -101)^4*(x + 268)^4*(x + 88)^5;
T[54,37]=(x + 169)^2*(x -2)^2*(x -83)^4*(x + 430)^4*(x -110)^4*(x -254)^5;
T[54,41]=(x -192)*(x + 6)*(x + 192)*(x -6)*(x + 30)^2*(x -30)^2*(x + 42)^2*(x^2 -73728)^2*(x -42)^3*(x )^4;
T[54,43]=(x -218)^2*(x -488)^2*(x + 232)^4*(x -110)^4*(x + 520)^4*(x + 52)^5;
T[54,47]=(x -204)*(x + 474)*(x -474)*(x + 204)*(x -330)^2*(x -96)^2*(x + 330)^2*(x^2 -152352)^2*(x + 96)^3*(x )^4;
T[54,53]=(x -81)*(x + 81)*(x -360)*(x + 360)*(x -621)^2*(x + 621)^2*(x + 198)^2*(x^2 -93312)^2*(x -198)^3*(x )^4;
T[54,59]=(x -84)*(x -156)*(x + 84)*(x + 156)*(x^2 -83232)^2*(x -660)^4*(x )^4*(x + 660)^5;
T[54,61]=(x -83)^2*(x -56)^2*(x + 376)^4*(x -182)^4*(x -767)^4*(x + 538)^5;
T[54,67]=(x -47)^2*(x + 142)^2*(x + 880)^4*(x + 511)^4*(x + 250)^4*(x -884)^5;
T[54,71]=(x + 216)*(x -216)*(x + 792)^2*(x^2 -508032)^2*(x + 360)^3*(x -360)^3*(x -792)^3*(x )^4;
T[54,73]=(x + 1159)^2*(x + 511)^2*(x -785)^4*(x -1190)^4*(x -137)^4*(x -218)^5;
T[54,79]=(x + 529)^2*(x + 160)^2*(x + 475)^4*(x -488)^4*(x -884)^4*(x + 520)^5;
T[54,83]=(x + 735)*(x -735)*(x -1128)*(x + 1128)*(x + 489)^2*(x -489)^2*(x -492)^2*(x^2 -332928)^2*(x + 492)^3*(x )^4;
T[54,89]=(x -954)*(x -36)*(x + 954)*(x + 36)*(x + 450)^2*(x + 810)^2*(x -450)^2*(x^2 -64800)^2*(x -810)^3*(x )^4;
T[54,97]=(x -191)^2*(x -605)^2*(x + 1105)^4*(x -821)^4*(x + 1330)^4*(x -1154)^5;

T[55,2]=(x -1)*(x^2 + 7*x + 8)*(x^3 -5*x^2 -11*x + 59)*(x^4 -x^3 -25*x^2 + 9*x + 96)*(x + 4)^2*(x^2 -2*x -2)^2;
T[55,3]=(x + 3)*(x^2 + 3*x -2)*(x^3 + 3*x^2 -72*x -40)*(x^4 -9*x^3 -38*x^2 + 288*x + 352)*(x -2)^2*(x^2 + 2*x -47)^2;
T[55,5]=(x^4 -2*x^3 + 59*x^2 -250*x + 15625)*(x -5)^6*(x + 5)^6;
T[55,7]=(x + 9)*(x^2 + 25*x -188)*(x^3 + 15*x^2 -1048*x -18740)*(x^4 -9*x^3 -664*x^2 + 1376*x + 87296)*(x -6)^2*(x^2 -20*x + 52)^2;
T[55,11]=(x^2 -32*x + 1331)*(x -11)^5*(x + 11)^9;
T[55,13]=(x -2)*(x^2 + 50*x + 200)*(x^3 + 14*x^2 -3960*x + 50800)*(x^4 -70*x^3 -2740*x^2 + 247448*x -2887232)*(x + 38)^2*(x^2 -80*x + 400)^2;
T[55,17]=(x -21)*(x^2 + 151*x + 4472)*(x^3 -91*x^2 -1960*x + 1256)*(x^4 -103*x^3 -5860*x^2 + 630180*x + 199152)*(x -26)^2*(x^2 + 124*x + 3412)^2;
T[55,19]=(x + 85)*(x^2 + 3*x -8604)*(x^3 + 19*x^2 -12496*x -549824)*(x^4 + 205*x^3 + 7540*x^2 -344400*x -5224000)*(x -100)^2*(x^2 -72*x -9504)^2;
T[55,23]=(x -22)*(x^2 -48*x + 508)*(x^3 -330*x^2 + 18824*x + 1346224)*(x^4 + 56*x^3 -1748*x^2 -44352*x -221568)*(x + 78)^2*(x^2 + 98*x -1487)^2;
T[55,29]=(x + 165)*(x^2 + 221*x -9214)*(x^3 -413*x^2 + 43992*x -296164)*(x^4 + 79*x^3 -70738*x^2 -1815900*x + 1106175480)*(x + 50)^2*(x^2 -144*x -4224)^2;
T[55,31]=(x + 83)*(x^2 -141*x -53208)*(x^3 + 127*x^2 -176*x -7744)*(x^4 -49*x^3 -24656*x^2 + 441600*x + 126259200)*(x + 108)^2*(x^2 + 34*x -2063)^2;
T[55,37]=(x -1)*(x^2 + 559*x + 70262)*(x^3 + 543*x^2 + 93168*x + 4866188)*(x^4 -289*x^3 -126202*x^2 + 49296452*x -4092453032)*(x -266)^2*(x^2 -54*x + 537)^2;
T[55,41]=(x + 478)*(x^2 + 144*x -98244)*(x^3 -58*x^2 -93172*x + 8259848)*(x^4 -736*x^3 + 165368*x^2 -13118592*x + 329735184)*(x -22)^2*(x^2 -536*x + 71776)^2;
T[55,43]=(x + 8)*(x^2 + 60*x -102528)*(x^3 -532*x^2 -15548*x + 26232736)*(x^4 + 152*x^3 -159136*x^2 -8893312*x + 2589511936)*(x -442)^2*(x^2 + 60*x + 132)^2;
T[55,47]=(x -126)*(x^2 + 48*x -41924)*(x^3 -478*x^2 + 48328*x + 907024)*(x^4 -412*x^3 -276956*x^2 + 55185024*x + 19971136128)*(x + 514)^2*(x^2 + 272*x -24704)^2;
T[55,53]=(x + 683)*(x^2 -117*x -117962)*(x^3 -261*x^2 + 21776*x -581092)*(x^4 -1685*x^3 + 994694*x^2 -243439308*x + 20698646424)*(x -2)^2*(x^2 + 492*x + 51108)^2;
T[55,59]=(x + 290)*(x^2 + 86*x -104248)*(x^3 + 630*x^2 -2944*x -215392)*(x^4 + 842*x^3 -469496*x^2 -565278240*x -123367943040)*(x -500)^2*(x^2 -634*x + 48217)^2;
T[55,61]=(x -257)*(x^2 + 155*x -54178)*(x^3 -1095*x^2 + 332672*x -20829740)*(x^4 + 1097*x^3 + 438386*x^2 + 75016700*x + 4578287464)*(x + 518)^2*(x^2 -840*x + 74832)^2;
T[55,67]=(x -776)*(x^2 -266*x -77936)*(x^3 + 976*x^2 + 255192*x + 20007488)*(x^4 + 122*x^3 -1260496*x^2 -119015968*x + 316737807616)*(x -126)^2*(x^2 -754*x + 140929)^2;
T[55,71]=(x + 313)*(x^2 -1587*x + 613828)*(x^3 + 445*x^2 -526976*x + 69739136)*(x^4 + 521*x^3 -504364*x^2 -67083648*x + 1139751168)*(x -412)^2*(x^2 + 678*x + 97593)^2;
T[55,73]=(x -902)*(x^2 -70*x -13072)*(x^3 + 1838*x^2 + 1016968*x + 163030384)*(x^4 + 590*x^3 -990940*x^2 -245889112*x + 138483587488)*(x + 878)^2*(x^2 + 400*x -617072)^2;
T[55,79]=(x -830)*(x^2 + 1294*x + 363376)*(x^3 -318*x^2 -1063072*x + 502905248)*(x^4 + 1118*x^3 -783344*x^2 -1160540160*x -289419632640)*(x -600)^2*(x^2 -316*x -1266044)^2;
T[55,83]=(x -842)*(x^2 + 558*x -231984)*(x^3 + 330*x^2 -342468*x + 37348312)*(x^4 + 122*x^3 -1411016*x^2 + 114487968*x + 340395563136)*(x -282)^2*(x^2 -468*x + 11556)^2;
T[55,89]=(x -25)*(x^2 + 1777*x + 781574)*(x^3 -2573*x^2 + 819584*x + 1186825660)*(x^4 + 181*x^3 -540634*x^2 + 54788940*x + 27515045400)*(x + 150)^2*(x^2 + 1842*x + 525489)^2;
T[55,97]=(x + 1784)*(x^2 + 334*x -848104)*(x^3 + 2744*x^2 + 1648596*x -146434160)*(x^4 -1474*x^3 -331732*x^2 + 539068232*x + 144669247168)*(x -386)^2*(x^2 -2194*x + 1141201)^2;

T[56,2]=(x + 2)*(x -2)*(x^2 + x + 8)*(x )^16;
T[56,3]=(x -6)*(x^2 + 2*x -56)*(x + 4)^2*(x -4)^2*(x + 10)^2*(x -8)^3*(x + 2)^8;
T[56,5]=(x + 16)*(x -8)*(x^2 -22*x + 64)*(x -6)^2*(x + 2)^2*(x + 8)^2*(x + 14)^3*(x + 12)^3*(x -16)^4;
T[56,7]=(x^2 -24*x + 343)*(x -7)^7*(x + 7)^11;
T[56,11]=(x -24)*(x -56)*(x^2 -36*x -1728)*(x + 40)^2*(x + 44)^2*(x + 12)^2*(x + 28)^3*(x -48)^3*(x + 8)^4;
T[56,13]=(x + 28)*(x + 68)*(x^2 -42*x -984)*(x + 82)^2*(x + 12)^2*(x -22)^2*(x -56)^3*(x -18)^3*(x -28)^4;
T[56,17]=(x + 90)*(x^2 -8*x -2036)*(x -50)^2*(x + 30)^2*(x + 58)^2*(x -74)^3*(x + 114)^3*(x -54)^5;
T[56,19]=(x -74)*(x + 46)*(x^2 + 118*x -6152)*(x -44)^2*(x -26)^2*(x -68)^2*(x -80)^3*(x -2)^3*(x + 110)^4;
T[56,23]=(x + 96)*(x -176)*(x^2 + 104*x + 1792)*(x -216)^2*(x + 56)^2*(x + 64)^2*(x + 120)^3*(x + 112)^3*(x -48)^4;
T[56,29]=(x + 174)*(x + 222)*(x^2 + 56*x -26804)*(x -246)^2*(x + 62)^2*(x -198)^2*(x + 54)^3*(x -190)^3*(x + 110)^4;
T[56,31]=(x + 116)*(x + 100)*(x^2 -20*x -11072)*(x + 112)^2*(x + 160)^2*(x -252)^2*(x -72)^3*(x -236)^3*(x -12)^4;
T[56,37]=(x -74)*(x -58)*(x^2 -504*x + 57804)*(x -26)^2*(x -110)^2*(x + 162)^2*(x + 346)^3*(x -146)^3*(x + 246)^4;
T[56,41]=(x + 10)*(x -422)*(x^2 + 544*x + 55516)*(x + 198)^2*(x + 246)^2*(x -6)^2*(x -126)^3*(x -162)^3*(x -182)^4;
T[56,43]=(x -512)*(x + 480)*(x^2 -412*x + 31264)*(x -52)^2*(x + 172)^2*(x -416)^2*(x + 376)^3*(x + 412)^3*(x -128)^4;
T[56,47]=(x -148)*(x + 572)*(x^2 + 500*x + 51328)*(x -528)^2*(x -192)^2*(x + 396)^2*(x + 12)^3*(x -24)^3*(x -324)^4;
T[56,53]=(x + 642)*(x^2 -268*x -277532)*(x -558)^2*(x + 242)^2*(x + 450)^2*(x -174)^3*(x -318)^3*(x + 162)^5;
T[56,59]=(x + 318)*(x + 86)*(x^2 + 198*x + 168)*(x -540)^2*(x + 668)^2*(x -274)^2*(x + 200)^3*(x -138)^3*(x -810)^4;
T[56,61]=(x + 904)*(x -720)*(x^2 + 346*x -24848)*(x -550)^2*(x + 576)^2*(x -110)^2*(x + 198)^3*(x -380)^3*(x + 488)^4;
T[56,67]=(x -660)*(x + 412)*(x^2 -1008*x -9552)*(x -140)^2*(x + 476)^2*(x -188)^2*(x + 484)^3*(x + 716)^3*(x -244)^4;
T[56,71]=(x -448)*(x -1024)*(x^2 + 1224*x + 264192)*(x + 448)^2*(x + 840)^2*(x -728)^2*(x -392)^3*(x -576)^3*(x + 768)^4;
T[56,73]=(x -994)*(x -770)*(x^2 -716*x + 54292)*(x -154)^2*(x + 158)^2*(x + 550)^2*(x + 1150)^3*(x -538)^3*(x + 702)^4;
T[56,79]=(x + 296)*(x + 904)*(x^2 -584*x + 11392)*(x + 208)^2*(x + 936)^2*(x + 656)^2*(x -240)^3*(x -776)^3*(x -440)^4;
T[56,83]=(x -386)*(x -682)*(x^2 + 1230*x + 252312)*(x -236)^2*(x -530)^2*(x -516)^2*(x -378)^3*(x + 1072)^3*(x + 1302)^4;
T[56,89]=(x + 102)*(x + 6)*(x^2 -596*x -1370396)*(x -714)^2*(x + 1398)^2*(x -810)^3*(x -730)^4*(x + 390)^5;
T[56,97]=(x + 138)*(x + 218)*(x^2 + 856*x -96116)*(x -1586)^2*(x + 478)^2*(x -214)^2*(x -1354)^3*(x + 1330)^3*(x -294)^4;

T[57,2]=(x + 1)*(x^2 -x -8)*(x^3 + 3*x^2 -12*x + 6)*(x^4 -3*x^3 -24*x^2 + 66*x + 48)*(x + 3)^2*(x^3 -3*x^2 -18*x + 38)^2;
T[57,3]=(x^2 + 5*x + 27)*(x^6 -x^5 + 17*x^4 + 118*x^3 + 459*x^2 -729*x + 19683)*(x -3)^5*(x + 3)^5;
T[57,5]=(x^2 -22*x + 88)*(x^3 + 12*x^2 -147*x + 294)*(x^4 + 6*x^3 -291*x^2 -672*x + 19596)*(x^3 -14*x^2 -71*x -72)^2*(x + 12)^3;
T[57,7]=(x + 20)*(x^2 -36*x + 192)*(x^3 + 18*x^2 -327*x + 1096)*(x^4 -38*x^3 -231*x^2 + 17440*x -86336)*(x -11)^2*(x^3 + 35*x^2 + 147*x -2319)^2;
T[57,11]=(x + 4)*(x^2 -30*x -1392)*(x^3 + 54*x^2 -2943*x -123768)*(x^4 -3555*x^2 + 56106*x + 611496)*(x + 54)^2*(x^3 -16*x^2 -51*x + 1182)^2;
T[57,13]=(x + 76)*(x^2 + 54*x -96)*(x^3 + 66*x^2 -2868*x -118952)*(x^4 -68*x^3 -2208*x^2 + 68368*x + 1448560)*(x -11)^2*(x^3 -65*x^2 + 744*x + 4848)^2;
T[57,17]=(x -22)*(x^2 + 12*x -4716)*(x^3 + 48*x^2 -8787*x + 197646)*(x^4 -30*x^3 -7275*x^2 + 84000*x + 12247500)*(x + 93)^2*(x^3 -29*x^2 -9225*x -218619)^2;
T[57,19]=(x -19)^9*(x + 19)^9;
T[57,23]=(x -82)*(x^2 -244*x + 10132)*(x^3 + 456*x^2 + 66192*x + 2984448)*(x^4 + 246*x^3 + 8352*x^2 -630048*x -23258112)*(x -183)^2*(x^3 + 101*x^2 -4624*x -378176)^2;
T[57,29]=(x -242)*(x^2 -50*x -200)*(x^3 -30*x^2 -11460*x -322440)*(x^4 -6*x^3 -36828*x^2 + 599352*x + 266996640)*(x + 249)^2*(x^3 -377*x^2 + 8768*x + 4544396)^2;
T[57,31]=(x + 126)*(x^2 -118*x -2096)*(x^3 + 144*x^2 -65388*x -4391408)*(x^4 -188*x^3 -6684*x^2 + 1351456*x + 26116096)*(x -56)^2*(x^3 + 140*x^2 -37616*x -2444352)^2;
T[57,37]=(x + 180)*(x^2 + 218*x -73952)*(x^3 -162*x^2 -40512*x -1184384)*(x^4 -620*x^3 + 10884*x^2 + 36054592*x -2908078592)*(x + 250)^2*(x^3 + 290*x^2 -46772*x -10001448)^2;
T[57,41]=(x + 390)*(x^2 + 50*x -8912)*(x^3 + 354*x^2 -78528*x + 2020992)*(x^4 + 294*x^3 -163968*x^2 -33628416*x + 5830938624)*(x -240)^2*(x^3 -956*x^2 + 302116*x -31578144)^2;
T[57,43]=(x -308)*(x^2 -196*x -152096)*(x^3 + 246*x^2 -36663*x -1958012)*(x^4 -218*x^3 -234615*x^2 + 50539828*x + 4295336224)*(x + 196)^2*(x^3 + 570*x^2 -92583*x -65963504)^2;
T[57,47]=(x + 522)*(x^2 -792*x + 146124)*(x^3 + 258*x^2 -10767*x -4021584)*(x^4 -672*x^3 + 35157*x^2 + 34030518*x -2545654992)*(x + 168)^2*(x^3 -66*x^2 -31311*x + 2940624)^2;
T[57,53]=(x + 70)*(x^2 + 486*x + 23112)*(x^3 + 906*x^2 -38388*x -123717192)*(x^4 -294*x^3 -288732*x^2 + 8585880*x + 8557525344)*(x -435)^2*(x^3 -817*x^2 + 211080*x -16824816)^2;
T[57,59]=(x -188)*(x^2 -588*x -75264)*(x^3 -420*x^2 + 21120*x + 3603840)*(x^4 -588*x^3 -280320*x^2 + 185443968*x -15363391488)*(x -195)^2*(x^3 -265*x^2 -157992*x + 31557612)^2;
T[57,61]=(x + 706)*(x^2 + 64*x -164)*(x^3 -996*x^2 + 134517*x + 2953882)*(x^4 + 514*x^3 -126579*x^2 -32097848*x + 1866482620)*(x + 358)^2*(x^3 -988*x^2 + 45701*x + 76875874)^2;
T[57,67]=(x -104)*(x^2 + 44*x -592064)*(x^3 -492*x^2 -33792*x + 28256896)*(x^4 -368*x^3 -773904*x^2 + 97803904*x + 108714503680)*(x + 961)^2*(x^3 + 207*x^2 -59928*x -7515248)^2;
T[57,71]=(x + 432)*(x^2 + 684*x -44736)*(x^3 + 624*x^2 + 54672*x -13790208)*(x^4 -516*x^3 -1003536*x^2 + 265052352*x + 94181583360)*(x + 246)^2*(x^3 -846*x^2 + 172860*x + 1727928)^2;
T[57,73]=(x -718)*(x^2 + 172*x -81836)*(x^3 -564*x^2 -99843*x + 52873318)*(x^4 + 166*x^3 -981579*x^2 -486815720*x -61797409892)*(x -353)^2*(x^3 -627*x^2 -355485*x + 145581839)^2;
T[57,79]=(x -94)*(x^2 + 918*x + 186624)*(x^3 + 300*x^2 -395520*x -67955840)*(x^4 + 616*x^3 -546528*x^2 -126201344*x + 56420337664)*(x + 34)^2*(x^3 -382*x^2 -669888*x -56023488)^2;
T[57,83]=(x + 1296)*(x^2 -838*x -30392)*(x^3 -504*x^2 -98928*x + 10222848)*(x^4 + 1062*x^3 -1667736*x^2 -1357120224*x + 526934353536)*(x -234)^2*(x^3 + 766*x^2 -35648*x -78728352)^2;
T[57,89]=(x -846)*(x^2 -58*x -812576)*(x^3 -930*x^2 -653700*x + 482046600)*(x^4 + 3162*x^3 + 3167772*x^2 + 824720568*x -181099849920)*(x + 168)^2*(x^3 + 172*x^2 -844784*x -76923456)^2;
T[57,97]=(x -830)*(x^2 -1340*x + 313732)*(x^3 + 618*x^2 -369252*x + 35556376)*(x^4 + 2188*x^3 + 1005744*x^2 -75025712*x -73056760016)*(x -758)^2*(x^3 + 2450*x^2 + 1384544*x + 196438912)^2;

T[58,2]=(x^10 + 7*x^8 + 28*x^7 + 40*x^6 + 192*x^5 + 320*x^4 + 1792*x^3 + 3584*x^2 + 32768)*(x^4 + 2*x^3 + 15*x^2 + 16*x + 64)*(x + 2)^3*(x -2)^4;
T[58,3]=(x -7)*(x + 7)*(x^2 + 2*x -5)*(x^3 -2*x^2 -41*x + 96)*(x^2 + 10*x + 7)^2*(x^5 -8*x^4 -52*x^3 + 322*x^2 + 187*x -1042)^2;
T[58,5]=(x -5)*(x + 15)*(x^2 + 10*x -191)*(x^3 -20*x^2 -27*x + 162)*(x^2 + 10*x -7)^2*(x^5 -10*x^4 -366*x^3 + 2904*x^2 + 21453*x -55534)^2;
T[58,7]=(x + 2)*(x + 18)*(x^2 + 16*x -320)*(x^3 -24*x^2 -496*x + 5376)*(x^2 + 16*x -136)^2*(x^5 -40*x^4 + 84*x^3 + 10768*x^2 -100288*x + 243968)^2;
T[58,11]=(x -37)*(x -27)*(x^2 + 90*x + 1971)*(x^3 -10*x^2 -233*x + 2424)*(x^2 + 26*x -2569)^2*(x^5 -12*x^4 -4892*x^3 + 50174*x^2 + 4398787*x + 30997958)^2;
T[58,13]=(x -27)*(x + 57)*(x^2 + 50*x + 241)*(x^3 + 4*x^2 -5619*x + 131706)*(x^2 + 26*x -1183)^2*(x^5 -14*x^4 -7558*x^3 + 133312*x^2 + 1294565*x -13078418)^2;
T[58,17]=(x -24)*(x + 44)*(x^2 + 44*x -1052)*(x^3 + 66*x^2 -10660*x -679368)*(x^2 -60*x + 252)^2*(x^5 -66*x^4 -2444*x^3 + 205448*x^2 -3694112*x + 19935872)^2;
T[58,19]=(x + 88)*(x -152)*(x^2 -108*x + 2820)*(x^3 + 164*x^2 -124*x -664448)*(x^2 + 220*x + 10052)^2*(x^5 -214*x^4 + 15136*x^3 -342272*x^2 -1091328*x + 19441152)^2;
T[58,23]=(x + 152)*(x + 28)*(x^2 + 28*x -36308)*(x^3 + 204*x^2 + 4284*x -677376)*(x^2 -52*x -3932)^2*(x^5 -164*x^4 -18812*x^3 + 3316000*x^2 + 24181632*x -7938109184)^2;
T[58,29]=(x -29)^9*(x + 29)^12;
T[58,31]=(x + 143)*(x + 173)*(x^2 -66*x -70197)*(x^3 + 86*x^2 -48089*x -4766172)*(x^2 + 294*x + 13671)^2*(x^5 -420*x^4 + 45552*x^3 -1363354*x^2 -5574361*x -2094346)^2;
T[58,37]=(x + 360)*(x + 120)*(x^2 -40*x + 304)*(x^3 + 42*x^2 -79456*x -7684896)*(x^2 -312*x + 18064)^2*(x^5 -378*x^4 -69792*x^3 + 30918912*x^2 -2452994048*x + 23564115968)^2;
T[58,41]=(x -386)*(x + 314)*(x^2 -304*x -15296)*(x^3 -562*x^2 + 102432*x -5982048)*(x^5 + 1158*x^4 + 462908*x^3 + 74423880*x^2 + 4409752000*x + 59613728000)^2*(x^2 -40*x -37688)^2;
T[58,43]=(x -381)*(x -339)*(x^2 + 130*x -12629)*(x^3 -18*x^2 -10369*x + 196488)*(x^2 + 322*x -32561)^2*(x^5 + 204*x^4 -94388*x^3 -11715386*x^2 + 1855476667*x + 198643410886)^2;
T[58,47]=(x + 357)*(x + 103)*(x^2 + 514*x + 7243)*(x^3 -654*x^2 + 98015*x -3425124)*(x^2 + 130*x -81473)^2*(x^5 -248*x^4 -332696*x^3 + 76509294*x^2 + 8179300863*x -203435244846)^2;
T[58,53]=(x + 59)*(x + 431)*(x^2 + 958*x + 213217)*(x^3 -712*x^2 -350571*x + 252120546)*(x^2 -1002*x + 221233)^2*(x^5 + 554*x^4 -38334*x^3 -72740336*x^2 -14144920995*x -786854101018)^2;
T[58,59]=(x -288)*(x + 572)*(x^2 + 180*x -366900)*(x^3 -184*x^2 -311444*x + 57362928)*(x^2 + 900*x + 79492)^2*(x^5 -440*x^4 -95868*x^3 + 42988400*x^2 -4107227200*x + 109032704000)^2;
T[58,61]=(x + 840)*(x + 420)*(x^2 -1028*x + 263332)*(x^3 -322*x^2 -388372*x -5254424)*(x^2 + 948*x + 161308)^2*(x^5 -618*x^4 -204156*x^3 + 206442728*x^2 -41066569056*x + 2140697762176)^2;
T[58,67]=(x + 180)*(x -660)*(x^2 + 912*x + 205536)*(x^3 + 228*x^2 -327840*x + 47608192)*(x^2 -320*x -442912)^2*(x^5 -1164*x^4 -251984*x^3 + 457331392*x^2 + 25268520960*x -39308070146048)^2;
T[58,71]=(x -706)*(x -726)*(x^2 -796*x + 151468)*(x^3 + 52*x^2 -164*x -672)*(x^5 + 692*x^4 -876848*x^3 -572202480*x^2 + 153248941872*x + 98341318953856)^2*(x^2 + 660*x + 106588)^2;
T[58,73]=(x -716)*(x -1004)*(x^2 + 856*x -2672)*(x^3 + 494*x^2 + 6112*x -9410208)*(x^5 + 1950*x^4 + 1168032*x^3 + 267870432*x^2 + 19306358272*x + 7201878016)^2*(x^2 -648*x -714224)^2;
T[58,79]=(x -931)*(x -361)*(x^2 + 318*x -756645)*(x^3 + 2110*x^2 + 1400543*x + 285187172)*(x^2 -258*x -215921)^2*(x^5 -272*x^4 -1497888*x^3 + 545111474*x^2 + 543174633815*x -240961986300538)^2;
T[58,83]=(x + 168)*(x -1188)*(x^2 + 1828*x + 826732)*(x^3 + 288*x^2 -1038996*x -437606064)*(x^2 -1212*x + 359044)^2*(x^5 -512*x^4 -520156*x^3 + 118532752*x^2 + 85821473600*x + 6057622580224)^2;
T[58,89]=(x -58)*(x + 642)*(x^2 + 944*x + 191680)*(x^3 -914*x^2 -664800*x + 598011552)*(x^5 -866*x^4 -852420*x^3 + 69193352*x^2 + 138056266176*x + 21549994365568)^2*(x^2 -760*x -400568)^2;
T[58,97]=(x + 1206)*(x -486)*(x^2 -368*x -26144)*(x^3 -218*x^2 -1500768*x -17006112)*(x^2 -24*x -668024)^2*(x^5 -1562*x^4 + 412988*x^3 + 290423688*x^2 -81033100480*x -20480102175488)^2;

T[59,2]=(x^2 + 4*x -1)*(x^2 -x -4)*(x^10 -3*x^9 -63*x^8 + 163*x^7 + 1392*x^6 -2766*x^5 -13388*x^4 + 15252*x^3 + 55232*x^2 -13688*x -52384);
T[59,3]=(x^2 + x -38)*(x^10 -3*x^9 -197*x^8 + 683*x^7 + 12891*x^6 -47257*x^5 -314786*x^4 + 1072154*x^3 + 2597305*x^2 -6645573*x -1900042)*(x + 1)^2;
T[59,5]=(x^2 + 31*x + 202)*(x^2 -6*x -11)*(x^10 -15*x^9 -809*x^8 + 11847*x^7 + 206899*x^6 -2868933*x^5 -19234846*x^4 + 226760762*x^3 + 812500177*x^2 -5606540001*x -14797006578);
T[59,7]=(x^2 + 22*x + 101)*(x^2 + 8*x -1)*(x^10 -40*x^9 -1352*x^8 + 57170*x^7 + 679874*x^6 -28032918*x^5 -172313375*x^4 + 5493688198*x^3 + 21998772911*x^2 -342056879090*x -712724024627);
T[59,11]=(x^2 + 48*x + 556)*(x^2 -13*x + 38)*(x^10 -75*x^9 -6030*x^8 + 550740*x^7 + 4566728*x^6 -1053916960*x^5 + 15137376704*x^4 + 178100232256*x^3 -1509695415680*x^2 -9735968294400*x + 13722116224000);
T[59,13]=(x^2 + 95*x + 1912)*(x^2 + 32*x -2164)*(x^10 -159*x^9 -1508*x^8 + 1379780*x^7 -47878448*x^6 -3102567312*x^5 + 181694218624*x^4 + 797300555264*x^3 -161334880787200*x^2 + 910242055090944*x + 34069807722525696);
T[59,17]=(x^2 -169*x + 7102)*(x^2 + 84*x -1116)*(x^10 + 157*x^9 -10053*x^8 -2106583*x^7 + 31286133*x^6 + 10191378875*x^5 -49577513047*x^4 -21580448458901*x^3 + 115355343094158*x^2 + 17090766295161108*x -174948550309008232);
T[59,19]=(x^2 + 107*x -236)*(x^2 + 2*x -1999)*(x^10 -149*x^9 -20295*x^8 + 3501449*x^7 + 68639125*x^6 -20382455195*x^5 + 103871049416*x^4 + 31225495111802*x^3 -399843414130683*x^2 -6061014678060847*x + 6262019381530504);
T[59,23]=(x^2 -164*x + 6704)*(x^2 + 96*x -144)*(x^10 + 36*x^9 -72748*x^8 -1405040*x^7 + 1736952880*x^6 -158425152*x^5 -14991328813824*x^4 + 276907106476544*x^3 + 31857313959464704*x^2 -702466419426754560*x -9366872161104412672);
T[59,29]=(x^2 + 307*x + 7748)*(x^2 -114*x -24131)*(x^10 -139*x^9 -83047*x^8 + 7625255*x^7 + 1905313201*x^6 -163281621253*x^5 -12038096344728*x^4 + 1248469465842278*x^3 -17408163293240083*x^2 -239503414676977961*x + 2840504319792977228);
T[59,31]=(x^2 + 124*x + 3124)*(x^2 -56*x -9008)*(x^10 -216*x^9 -142200*x^8 + 24235952*x^7 + 6892334992*x^6 -1018546746560*x^5 -135080700542144*x^4 + 18881745874760704*x^3 + 841938394880880640*x^2 -129635057038434713600*x + 1525711733055444992000);
T[59,37]=(x^2 + 292*x + 21136)*(x^2 + 291*x + 9232)*(x^10 -663*x^9 + 20540*x^8 + 81648792*x^7 -21981359584*x^6 + 801315322432*x^5 + 415925098687232*x^4 -51630936731236224*x^3 -551742337617698560*x^2 + 376685574200777517824*x -15913160376822348577792);
T[59,41]=(x^2 + 418*x + 35681)*(x^2 -452*x + 36779)*(x^10 -402*x^9 -258122*x^8 + 133314752*x^7 -2067684096*x^6 -6154530843828*x^5 + 859038986029003*x^4 -22710896251652338*x^3 -1124276832661791965*x^2 + 28835836850613121736*x + 135261977460513095851);
T[59,43]=(x^2 + 35*x -11632)*(x^2 + 292*x -4604)*(x^10 -803*x^9 -73160*x^8 + 157223128*x^7 -5360818560*x^6 -9125668481008*x^5 -56707729288320*x^4 + 164151167227699008*x^3 + 13206575956533961216*x^2 + 351453382970301683712*x + 2731972992135860994048);
T[59,47]=(x^2 -26*x -47584)*(x^2 -48*x -51444)*(x^10 -210*x^9 -240196*x^8 + 72139512*x^7 + 6168340640*x^6 -3773311190528*x^5 + 331363760555008*x^4 -1730309183739904*x^3 -180455866388979712*x^2 + 1259680939262312448*x + 3764472378202128384);
T[59,53]=(x^2 -326*x + 20789)*(x^2 + 641*x + 5816)*(x^10 -837*x^9 -490543*x^8 + 519012521*x^7 + 63502422161*x^6 -118582935939683*x^5 + 3572645755233584*x^4 + 11778785634282185586*x^3 -1256149005775746101987*x^2 -427549898499031252805623*x + 65466789860866725953607436);
T[59,59]=(x -59)^4*(x + 59)^10;
T[59,61]=(x^2 + 268*x -346544)*(x^2 + 604*x + 30004)*(x^10 -2128*x^9 + 1663552*x^8 -500700176*x^7 -40538203088*x^6 + 69702829953216*x^5 -19623733074880960*x^4 + 2482562715731924736*x^3 -133959500451939697920*x^2 + 1643108160630945042432*x -4511459825087635351552);
T[59,67]=(x^2 -920*x + 159580)*(x^2 + 1326*x + 322456)*(x^10 + 1278*x^9 -1531752*x^8 -2686064144*x^7 + 25115561072*x^6 + 1511841090357024*x^5 + 563060263807605696*x^4 -143447287658965041024*x^3 -104402014223098084716544*x^2 -10357734573421576741837824*x + 1171055718796470755204386816);
T[59,71]=(x^2 -656*x -170896)*(x^2 -289*x -805664)*(x^10 -783*x^9 -2041227*x^8 + 1876133397*x^7 + 1261230583203*x^6 -1521725207475661*x^5 -144970836200888281*x^4 + 477428718464972244135*x^3 -73468834835820274089984*x^2 -42611192963683337572812320*x + 10771654011924836959807734784);
T[59,73]=(x^2 -232*x -304064)*(x^2 -48*x -252452)*(x^10 -1204*x^9 -514712*x^8 + 730969792*x^7 + 59316311744*x^6 -70380240650368*x^5 -1505880668421440*x^4 + 1955366093341298944*x^3 -42481410501891686656*x^2 -16760133505606545127424*x + 874564692446661382421504);
T[59,79]=(x^2 + 114*x -1177731)*(x^2 + 224*x + 9671)*(x^10 + 1488*x^9 -1544840*x^8 -2993269378*x^7 + 275196795226*x^6 + 1801502462076070*x^5 + 315618425897674713*x^4 -342665931328477576662*x^3 -79647499257459861719209*x^2 + 20523611807347737878196666*x + 4610367674476132216891674069);
T[59,83]=(x^2 -8*x -1601764)*(x^2 -1963*x + 939436)*(x^10 + 3303*x^9 + 2466024*x^8 -2924654480*x^7 -5064687569888*x^6 -1275531385624016*x^5 + 1657953562321380224*x^4 + 1187046061879934299200*x^3 + 231389898588974183696384*x^2 + 516434477837880932053248*x -413541965031108183864059904);
T[59,89]=(x^2 + 852*x -642704)*(x^2 -688*x -420292)*(x^10 + 2592*x^9 + 635632*x^8 -2906853680*x^7 -1861142761360*x^6 + 631883150353472*x^5 + 565598472371471168*x^4 + 11053246588531233536*x^3 -10817175645353504418048*x^2 + 179443522363639514705920*x + 24624561830263741452924928);
T[59,97]=(x^2 + 480*x -392400)*(x^2 -356*x -1887548)*(x^10 -1584*x^9 -4120316*x^8 + 6817925392*x^7 + 5016722253264*x^6 -9052851309333120*x^5 -1750554890928203008*x^4 + 3823271495594345461248*x^3 -32708742062323557723648*x^2 -99041270443332368156574720*x + 3706935513207248948573146112);

T[60,2]=(x^2 -3*x + 8)*(x^2 -x + 8)*(x^2 + 4*x + 8)^2*(x -2)^3*(x + 2)^3*(x )^16;
T[60,3]=(x^2 -4*x + 27)*(x^2 + 8*x + 27)^2*(x^2 -2*x + 27)^3*(x + 3)^9*(x -3)^9;
T[60,5]=(x^2 + 18*x + 125)*(x^2 -6*x + 125)^2*(x -5)^12*(x + 5)^12;
T[60,7]=(x + 28)*(x -8)^2*(x -32)^3*(x -20)^3*(x + 24)^3*(x + 4)^6*(x -6)^6*(x + 16)^6;
T[60,11]=(x + 48)^2*(x -52)^3*(x -36)^3*(x + 24)^4*(x + 60)^4*(x -32)^6*(x -12)^8;
T[60,13]=(x + 70)*(x + 34)^2*(x -2)^2*(x -86)^2*(x + 10)^3*(x -22)^3*(x -74)^3*(x -38)^4*(x + 58)^4*(x + 38)^6;
T[60,17]=(x -102)*(x + 78)*(x + 114)^2*(x -42)^2*(x + 14)^3*(x -54)^3*(x -18)^4*(x -66)^4*(x + 126)^4*(x -26)^6;
T[60,19]=(x + 76)^2*(x -44)^2*(x + 124)^3*(x + 20)^3*(x -140)^3*(x -20)^5*(x + 100)^6*(x -100)^6;
T[60,23]=(x + 192)*(x + 72)*(x -48)^2*(x )^2*(x + 168)^3*(x + 120)^3*(x -132)^4*(x -168)^4*(x -72)^4*(x + 78)^6;
T[60,29]=(x -306)*(x + 234)^2*(x + 186)^2*(x -210)^2*(x -6)^3*(x -230)^3*(x + 78)^3*(x -30)^4*(x + 90)^4*(x + 50)^6;
T[60,31]=(x + 136)*(x -272)^2*(x -176)^2*(x + 232)^2*(x -200)^3*(x + 288)^3*(x + 16)^3*(x -152)^4*(x + 88)^4*(x + 108)^6;
T[60,37]=(x + 214)*(x + 226)^2*(x + 334)^2*(x -134)^2*(x + 70)^3*(x -266)^6*(x -254)^6*(x + 34)^8;
T[60,41]=(x + 150)*(x + 390)*(x -90)^2*(x -186)^2*(x + 198)^2*(x -234)^2*(x -122)^3*(x -330)^3*(x -42)^4*(x + 438)^4*(x -22)^6;
T[60,43]=(x + 292)*(x + 412)^2*(x + 268)^2*(x + 100)^2*(x -452)^2*(x + 188)^3*(x -92)^3*(x -32)^4*(x + 52)^5*(x -442)^6;
T[60,47]=(x -408)*(x + 72)*(x -216)^2*(x -168)^2*(x + 360)^2*(x -432)^2*(x + 24)^3*(x -256)^3*(x + 204)^4*(x + 96)^4*(x + 514)^6;
T[60,53]=(x + 414)*(x + 114)*(x + 78)^2*(x + 498)^2*(x -414)^2*(x + 338)^3*(x -450)^3*(x -198)^4*(x -222)^6*(x -2)^6;
T[60,59]=(x -516)*(x + 744)*(x -240)^2*(x + 252)^2*(x -660)^2*(x + 684)^2*(x -100)^3*(x -24)^3*(x + 660)^4*(x -420)^4*(x -500)^6;
T[60,61]=(x + 418)*(x + 490)^2*(x -422)^2*(x -302)^2*(x -742)^3*(x + 322)^3*(x + 58)^3*(x + 538)^4*(x -902)^4*(x + 518)^6;
T[60,67]=(x + 892)*(x -188)*(x + 1036)^2*(x -596)^2*(x -812)^2*(x -332)^2*(x + 84)^3*(x + 196)^3*(x -884)^4*(x + 1024)^4*(x -126)^6;
T[60,71]=(x -480)*(x + 120)*(x -120)^2*(x + 768)^2*(x -168)^2*(x + 360)^2*(x + 288)^3*(x + 328)^3*(x -792)^4*(x -432)^4*(x -412)^6;
T[60,73]=(x + 646)*(x -434)*(x -746)^2*(x -26)^2*(x -506)^2*(x + 478)^2*(x + 38)^3*(x + 430)^3*(x -362)^4*(x -218)^4*(x + 878)^6;
T[60,79]=(x -1352)*(x + 1168)*(x + 640)^2*(x -152)^2*(x -512)^2*(x -272)^2*(x + 240)^3*(x + 160)^4*(x -600)^6*(x + 520)^7;
T[60,83]=(x + 732)*(x + 612)*(x + 1188)^2*(x + 804)^2*(x -948)^2*(x + 348)^2*(x -156)^3*(x -1212)^3*(x -72)^4*(x + 492)^4*(x -282)^6;
T[60,89]=(x + 30)*(x + 1590)*(x + 678)^2*(x -210)^2*(x + 630)^2*(x + 1014)^2*(x -330)^3*(x -1026)^3*(x + 150)^6*(x -810)^8;
T[60,97]=(x + 1534)^2*(x + 766)^2*(x + 1054)^2*(x -866)^3*(x -194)^3*(x -1154)^4*(x -1106)^4*(x + 286)^4*(x -386)^6;

T[61,2]=(x^9 -3*x^8 -58*x^7 + 154*x^6 + 1145*x^5 -2511*x^4 -9096*x^3 + 13216*x^2 + 24608*x -3712)*(x^6 + 7*x^5 -8*x^4 -106*x^3 -29*x^2 + 279*x -8);
T[61,3]=(x^9 -11*x^8 -121*x^7 + 1482*x^6 + 3604*x^5 -60940*x^4 + 9048*x^3 + 731536*x^2 -402016*x -2021248)*(x^6 + 13*x^5 + 11*x^4 -298*x^3 -1184*x^2 -1660*x -800);
T[61,5]=(x^9 -24*x^8 -209*x^7 + 7654*x^6 -8541*x^5 -678472*x^4 + 2702597*x^3 + 15433258*x^2 -79189608*x + 21274656)*(x^6 + 16*x^5 -282*x^4 -5316*x^3 -2051*x^2 + 194352*x + 472832);
T[61,7]=(x^9 -x^8 -2064*x^7 + 19101*x^6 + 1309986*x^5 -21872267*x^4 -164651754*x^3 + 5579581565*x^2 -36585509121*x + 60552697842)*(x^6 + 27*x^5 -863*x^4 -33692*x^3 -247817*x^2 + 1125731*x + 11497081);
T[61,11]=(x^9 -150*x^8 + 5859*x^7 + 80622*x^6 -8259875*x^5 + 73410388*x^4 + 2141216143*x^3 -21625485628*x^2 -196948876624*x + 590470684120)*(x^6 + 180*x^5 + 10962*x^4 + 218940*x^3 -1846273*x^2 -91456878*x -466864276);
T[61,13]=(x^9 + 2*x^8 -9485*x^7 -106688*x^6 + 27089935*x^5 + 418213858*x^4 -24104675019*x^3 -300173457868*x^2 + 6889711170024*x + 33553151014536)*(x^6 + 54*x^5 -7550*x^4 -275280*x^3 + 14806537*x^2 + 226438770*x -8488919332);
T[61,17]=(x^9 -32*x^8 -25088*x^7 -329956*x^6 + 184536784*x^5 + 9834141120*x^4 -28275645920*x^3 -12696287585920*x^2 -306717201529344*x -2278612990582272)*(x^6 + 50*x^5 -21240*x^4 -1053396*x^3 + 120645088*x^2 + 4965615456*x -143269989728);
T[61,19]=(x^9 + 25*x^8 -37703*x^7 -1375942*x^6 + 422728900*x^5 + 21182468052*x^4 -1369380773744*x^3 -84293774462272*x^2 + 541717729624512*x + 59006118504858368)*(x^6 -7*x^5 -8935*x^4 -296694*x^3 + 6918284*x^2 + 417853484*x + 4638942824);
T[61,23]=(x^9 -187*x^8 -40616*x^7 + 7486931*x^6 + 478761664*x^5 -82922051517*x^4 -1907570834866*x^3 + 273525441888847*x^2 + 2148111337590561*x -252424545444903594)*(x^6 + 77*x^5 -9911*x^4 -248040*x^3 + 15021761*x^2 + 339914681*x -627072937);
T[61,29]=(x^9 -209*x^8 -107719*x^7 + 25644750*x^6 + 2208207064*x^5 -757318505068*x^4 + 15864589451664*x^3 + 4288069050513600*x^2 -166111095854567232*x -2698263564198912576)*(x^6 + 463*x^5 + 27119*x^4 -11019000*x^3 -1067561664*x^2 + 38380947452*x + 4374345201856);
T[61,31]=(x^9 -85*x^8 -149743*x^7 + 14168896*x^6 + 5713916492*x^5 -469609032836*x^4 -79221140906120*x^3 + 4565088051693952*x^2 + 368590310449678464*x -8283254314706463360)*(x^6 + 235*x^5 -34553*x^4 -12477522*x^3 -953275984*x^2 -19264602572*x + 93654026144);
T[61,37]=(x^9 -57*x^8 -194123*x^7 -7415786*x^6 + 10920740400*x^5 + 1187832216956*x^4 -141155102216344*x^3 -28991436509248256*x^2 -1561520425476886080*x -26679119004114726528)*(x^6 + 99*x^5 -114517*x^4 -20741296*x^3 + 278387244*x^2 + 176902831260*x + 6189610788216);
T[61,41]=(x^9 -67*x^8 -272894*x^7 + 27502329*x^6 + 22462767158*x^5 -2463529963911*x^4 -692929346470182*x^3 + 77294883745897711*x^2 + 6792550765997571277*x -734187149320010744830)*(x^6 + 841*x^5 + 73265*x^4 -99741174*x^3 -27223143085*x^2 -1195487633531*x + 125296782123427);
T[61,43]=(x^9 -848*x^8 + 265804*x^7 -33138212*x^6 -258820824*x^5 + 458309944672*x^4 -37550230948224*x^3 + 547505907288448*x^2 + 28201903283910144*x + 22055985840162816)*(x^6 -190*x^5 -260368*x^4 + 49535028*x^3 + 8489409536*x^2 -1242528459520*x -74297797414912);
T[61,47]=(x^9 -832*x^8 -236252*x^7 + 313403328*x^6 -12089668928*x^5 -31567296939072*x^4 + 3714629718598656*x^3 + 551436460577959936*x^2 -13992332890850451456*x -1170161910136856199168)*(x^6 + 72*x^5 -464588*x^4 -25896912*x^3 + 58557144288*x^2 + 591748060736*x -1930736396681984);
T[61,53]=(x^9 -1011*x^8 -466723*x^7 + 668592582*x^6 + 8538264356*x^5 -140554143110072*x^4 + 21262965162028976*x^3 + 8716734962076942880*x^2 -2428738160874274773312*x + 152253503636231566578816)*(x^6 + 329*x^5 -197061*x^4 -41137940*x^3 + 11538784440*x^2 + 1070210349360*x -185747864731632);
T[61,59]=(x^9 -2014*x^8 + 581839*x^7 + 1119702268*x^6 -653325039139*x^5 -176014151907068*x^4 + 159949097539607739*x^3 + 1894002967510961878*x^2 -12147505859738336439192*x + 892463868020847228386208)*(x^6 + 1852*x^5 + 1251818*x^4 + 363680742*x^3 + 35051725175*x^2 -2527674176960*x -462085326688256);
T[61,61]=(x -61)^6*(x + 61)^9;
T[61,67]=(x^9 -582*x^8 -708385*x^7 + 453180556*x^6 + 127087628701*x^5 -116338475511648*x^4 + 4835268035802719*x^3 + 9268005597465242202*x^2 -2041439981018824285660*x + 125000035148978125315768)*(x^6 -444*x^5 -809126*x^4 + 496467978*x^3 + 25940978479*x^2 -51764032748568*x + 6246735505086068);
T[61,71]=(x^9 -1975*x^8 + 443895*x^7 + 1244279340*x^6 -749610589668*x^5 -42621659663588*x^4 + 84251103014352312*x^3 + 1194366240446892224*x^2 -3224147560019068682112*x -272996078391118194880896)*(x^6 + 917*x^5 -48543*x^4 -181443346*x^3 -18276208368*x^2 + 2715530935732*x -45936170009296);
T[61,73]=(x^9 + 2175*x^8 + 752150*x^7 -1148982989*x^6 -799121834258*x^5 + 31395156187079*x^4 + 120171120751544994*x^3 + 22876996022972468321*x^2 + 322430673055067092073*x -32175784641279726114218)*(x^6 -1941*x^5 + 836845*x^4 + 132572094*x^3 -28692724425*x^2 -1358991054773*x + 142544509859863);
T[61,79]=(x^9 + 1232*x^8 -589121*x^7 -953978000*x^6 -122639283707*x^5 + 89685155070566*x^4 + 13063217178703795*x^3 -1780862319359964302*x^2 -173103850598995892472*x + 5721908584209849562464)*(x^6 -442*x^5 -676858*x^4 + 270855576*x^3 + 81252411311*x^2 -25429947374764*x + 1369276248509872);
T[61,83]=(x^9 + 1171*x^8 -1888773*x^7 -2169031484*x^6 + 649403024144*x^5 + 809333017782336*x^4 -133560140751346176*x^3 -90799479567809878016*x^2 + 19228755363091926261760*x -547761618011452111519744)*(x^6 + 1291*x^5 -2412853*x^4 -2609635356*x^3 + 1973629894464*x^2 + 1211553947639552*x -687010861272409088);
T[61,89]=(x^9 -936*x^8 -850368*x^7 + 707485080*x^6 + 203462348000*x^5 -129181507108480*x^4 -5529598820302464*x^3 + 4940652482775320064*x^2 + 29103192180207388672*x -52186741775554741460992)*(x^6 + 242*x^5 -2328940*x^4 + 138817328*x^3 + 1344952951744*x^2 -394604115016384*x -41147494958131712);
T[61,97]=(x^9 + 6277*x^8 + 15059885*x^7 + 15902723494*x^6 + 3790551598484*x^5 -6417432388877448*x^4 -4977835202607249680*x^3 -538215044288319791584*x^2 + 444181883565447487766208*x + 92769332448366271891448192)*(x^6 -4825*x^5 + 9099303*x^4 -8377099488*x^3 + 3767756412184*x^2 -671136589977264*x + 6454147671886192);

T[62,2]=(x^4 + 5*x^3 + 18*x^2 + 40*x + 64)*(x^10 -3*x^9 + 10*x^8 -17*x^7 + 87*x^6 -274*x^5 + 696*x^4 -1088*x^3 + 5120*x^2 -12288*x + 32768)*(x + 2)^4*(x -2)^4;
T[62,3]=(x + 8)*(x + 2)*(x^3 -4*x^2 -92*x + 336)*(x^3 -4*x^2 -34*x + 124)*(x^2 + 2*x -16)^2*(x^5 -4*x^4 -74*x^3 + 188*x^2 + 856*x + 32)^2;
T[62,5]=(x + 3)*(x -1)*(x^3 -x^2 -176*x -196)*(x^3 -17*x^2 + 12*x + 588)*(x^2 + 25*x + 118)^2*(x^5 -15*x^4 -433*x^3 + 6375*x^2 + 35100*x -520516)^2;
T[62,7]=(x + 35)*(x + 11)*(x^3 -17*x^2 -856*x + 16416)*(x^3 -21*x^2 -720*x + 7564)*(x^2 + 19*x -16)^2*(x^5 -9*x^4 -429*x^3 -871*x^2 + 14520*x + 47236)^2;
T[62,11]=(x + 46)*(x + 18)*(x^3 -24*x^2 -3282*x + 34596)*(x^3 + 22*x^2 -2860*x -85512)*(x^2 + 26*x + 16)^2*(x^5 -88*x^4 -562*x^3 + 176124*x^2 -1159400*x -76793648)^2;
T[62,13]=(x -20)*(x + 82)*(x^3 -140*x^2 + 6232*x -86144)*(x^3 + 20*x^2 -98*x -1764)*(x^2 -64*x -676)^2*(x^5 + 28*x^4 -3850*x^3 -99836*x^2 + 3363368*x + 85935616)^2;
T[62,17]=(x -8)*(x + 6)*(x^3 -56*x^2 + 4*x + 11184)*(x^3 + 98*x^2 -1308*x -160248)*(x^2 + 84*x + 1492)^2*(x^5 -138*x^4 -5744*x^3 + 1416680*x^2 -62408144*x + 845793728)^2;
T[62,19]=(x -25)*(x -97)*(x^3 + 67*x^2 -7240*x + 93296)*(x^3 + 3*x^2 -5960*x -92816)*(x^2 + 51*x -68)^2*(x^5 + 43*x^4 -20013*x^3 -513799*x^2 + 84833096*x -885299824)^2;
T[62,23]=(x -28)*(x -58)*(x^3 + 42*x^2 -16704*x -248832)*(x^3 + 128*x^2 -19840*x -1968128)*(x^2 -10*x -12368)^2*(x^5 -206*x^4 -4268*x^3 + 1612992*x^2 + 31264256*x -1477525504)^2;
T[62,29]=(x -180)*(x + 206)*(x^3 + 118*x^2 -23456*x -2703632)*(x^3 + 146*x^2 -19374*x + 177408)*(x^2 + 314*x + 8312)^2*(x^5 -474*x^4 + 70238*x^3 -2819688*x^2 -106998096*x + 6492808496)^2;
T[62,31]=(x -31)^8*(x + 31)^14;
T[62,37]=(x + 282)*(x + 146)*(x^3 -658*x^2 + 136000*x -9017872)*(x^3 + 180*x^2 -101946*x -3956348)*(x^2 -32*x -103172)^2*(x^5 + 508*x^4 -25650*x^3 -45066092*x^2 -7010150696*x -315180705232)^2;
T[62,41]=(x -47)*(x -367)*(x^3 -43*x^2 -11800*x -78204)*(x^3 + 141*x^2 -55644*x + 2974248)*(x^2 + 583*x + 48214)^2*(x^5 -473*x^4 -132137*x^3 + 88408661*x^2 -10289561412*x + 19192433688)^2;
T[62,43]=(x + 12)*(x + 562)*(x^3 -274*x^2 -62604*x + 17064344)*(x^3 -310*x^2 -60494*x + 1144656)*(x^2 -220*x -138112)^2*(x^5 + 82*x^4 -232370*x^3 -20709784*x^2 + 4684410240*x -154176970896)^2;
T[62,47]=(x + 136)*(x + 148)*(x^3 + 564*x^2 -40704*x -25669504)*(x^3 -244*x^2 -375180*x + 85813632)*(x^2 -512*x + 64448)^2*(x^5 + 644*x^4 + 35236*x^3 -32733376*x^2 -3204167808*x + 197408306432)^2;
T[62,53]=(x + 232)*(x + 84)*(x^3 -538*x^2 -108438*x -625728)*(x^3 -272*x^2 -167096*x -11840352)*(x^2 + 54*x -47024)^2*(x^5 -374*x^4 -168138*x^3 + 51574928*x^2 + 4303685312*x + 79406336128)^2;
T[62,59]=(x -715)*(x + 301)*(x^3 -795*x^2 + 113124*x + 12113352)*(x^3 -255*x^2 -212744*x + 59312736)*(x^2 + 609*x + 82516)^2*(x^5 + 541*x^4 -489537*x^3 -253089337*x^2 + 35770388652*x + 19804492743336)^2;
T[62,61]=(x + 518)*(x + 236)*(x^3 -228*x^2 -32744*x + 4281024)*(x^3 -328*x^2 -385754*x + 3949524)*(x^2 -372*x + 33508)^2*(x^5 -440*x^4 -322674*x^3 -19295188*x^2 + 8535138216*x + 922927740352)^2;
T[62,67]=(x + 436)*(x -60)*(x^3 -1828*x^2 + 815296*x + 16859904)*(x^3 + 356*x^2 -590288*x + 47395008)*(x^2 -424*x -199856)^2*(x^5 + 1884*x^4 + 946944*x^3 -65348608*x^2 -137973989376*x -22262005628928)^2;
T[62,71]=(x -699)*(x -387)*(x^3 + 1721*x^2 + 796896*x + 47930624)*(x^3 -55*x^2 -914256*x -75222912)*(x^2 + 317*x -197752)^2*(x^5 -491*x^4 -1083549*x^3 + 466152431*x^2 + 241993512960*x -69573929276736)^2;
T[62,73]=(x -678)*(x + 814)*(x^3 + 162*x^2 -1072020*x -490527592)*(x^3 -234*x^2 -4404*x + 270664)*(x^2 + 1840*x + 781052)^2*(x^5 -302*x^4 -630904*x^3 + 262079248*x^2 -17267778608*x -1852644259168)^2;
T[62,79]=(x -660)*(x -670)*(x^3 -666*x^2 + 1680*x + 5943008)*(x^3 -1212*x^2 + 210792*x -6181568)*(x^2 + 1132*x + 246304)^2*(x^5 + 1244*x^4 -778144*x^3 -963316120*x^2 -63376557280*x -59985571648)^2;
T[62,83]=(x + 382)*(x + 650)*(x^3 + 194*x^2 -1709388*x -357650008)*(x^3 + 640*x^2 -539274*x + 31436364)*(x^2 -1458*x + 459616)^2*(x^5 -1544*x^4 + 521158*x^3 + 182720820*x^2 -94455176136*x + 657431598704)^2;
T[62,89]=(x -1566)*(x + 800)*(x^3 + 3048*x^2 + 3093300*x + 1045263312)*(x^3 + 1778*x^2 + 503852*x + 38689752)*(x^2 -418*x -165776)^2*(x^5 -3056*x^4 + 2201156*x^3 + 788987256*x^2 -1002344499360*x + 68090734165536)^2;
T[62,97]=(x + 615)*(x + 1631)*(x^3 + 1083*x^2 -408156*x -514412072)*(x^3 -2477*x^2 + 1849600*x -434654468)*(x^2 -1363*x + 205154)^2*(x^5 -583*x^4 -2505609*x^3 + 1000257787*x^2 + 1103001039468*x -31148274036888)^2;

T[63,2]=(x -3)*(x -1)*(x + 4)*(x^2 -19)*(x^2 -3*x -12)*(x -4)^2*(x + 3)^2*(x^2 + 3*x -12)^2*(x )^2*(x + 1)^3;
T[63,3]=(x^2 + 2*x + 27)*(x -3)^2*(x + 3)^2*(x )^14;
T[63,5]=(x -4)*(x + 16)*(x -18)*(x^2 + 6*x -48)*(x^2 -76)*(x + 18)^2*(x + 4)^2*(x^2 -6*x -48)^2*(x )^2*(x -16)^3;
T[63,7]=(x^2 -20*x + 343)*(x -7)^9*(x + 7)^9;
T[63,11]=(x + 62)*(x -8)*(x -36)*(x^2 -6*x -1416)*(x^2 -1900)*(x -62)^2*(x + 36)^2*(x^2 + 6*x -1416)^2*(x )^2*(x + 8)^3;
T[63,13]=(x + 70)^2*(x -82)^2*(x + 34)^3*(x + 62)^3*(x^2 -16*x -1988)^3*(x -28)^4;
T[63,17]=(x + 54)*(x + 42)*(x + 84)*(x^2 -6156)*(x^2 -6*x -48)*(x -84)^2*(x -42)^2*(x^2 + 6*x -48)^2*(x )^2*(x -54)^3;
T[63,19]=(x -56)^2*(x + 20)^2*(x + 124)^3*(x -100)^3*(x^2 -64*x -7184)^3*(x + 110)^4;
T[63,23]=(x -42)*(x + 48)*(x^2 + 6*x -16464)*(x^2 -17100)*(x + 42)^2*(x^2 -6*x -16464)^2*(x -48)^3*(x )^5;
T[63,29]=(x -110)*(x + 102)*(x -10)*(x^2 -252*x + 7668)*(x^2 -59584)*(x + 10)^2*(x -102)^2*(x^2 + 252*x + 7668)^2*(x )^2*(x + 110)^3;
T[63,31]=(x -156)^2*(x -308)^2*(x + 160)^3*(x + 48)^3*(x^2 -40*x -73472)^3*(x -12)^4;
T[63,37]=(x -110)^2*(x -186)^2*(x -398)^3*(x^2 + 248*x -3092)^3*(x + 246)^7;
T[63,41]=(x -318)*(x -248)*(x + 182)*(x^2 -27436)*(x^2 -450*x + 37800)*(x + 248)^2*(x + 318)^2*(x^2 + 450*x + 37800)^2*(x )^2*(x -182)^3;
T[63,43]=(x + 520)^2*(x -164)^2*(x + 268)^3*(x -68)^3*(x^2 -376*x + 2512)^3*(x -128)^4;
T[63,47]=(x + 240)*(x^2 -221616)*(x^2 -12*x -65856)*(x + 324)^2*(x -240)^2*(x^2 + 12*x -65856)^2*(x )^2*(x -324)^5;
T[63,53]=(x + 258)*(x -162)*(x -498)*(x^2 -1104*x + 304476)*(x^2 -24624)*(x + 498)^2*(x -258)^2*(x^2 + 1104*x + 304476)^2*(x )^2*(x + 162)^3;
T[63,59]=(x -132)*(x + 120)*(x + 810)*(x^2 -24624)*(x^2 + 804*x -30144)*(x + 132)^2*(x -120)^2*(x^2 -804*x -30144)^2*(x )^2*(x -810)^3;
T[63,61]=(x -182)^2*(x -790)^2*(x -622)^3*(x -398)^3*(x^2 + 428*x -28076)^3*(x + 488)^4;
T[63,67]=(x + 44)^2*(x + 880)^2*(x -904)^3*(x -92)^3*(x^2 -148*x -160736)^3*(x -244)^4;
T[63,71]=(x -720)*(x -678)*(x -768)*(x^2 -197676)*(x^2 + 954*x + 214704)*(x + 720)^2*(x + 678)^2*(x^2 -954*x + 214704)^2*(x )^2*(x + 768)^3;
T[63,73]=(x -1190)^2*(x -126)^2*(x + 642)^3*(x + 502)^3*(x^2 -1072*x + 285244)^3*(x + 702)^4;
T[63,79]=(x -884)^2*(x + 712)^2*(x -740)^3*(x + 1024)^3*(x^2 + 572*x -84416)^3*(x -440)^4;
T[63,83]=(x -204)*(x -1302)*(x + 468)*(x^2 -2145024)*(x^2 + 1944*x + 813456)*(x -468)^2*(x + 204)^2*(x^2 -1944*x + 813456)^2*(x )^2*(x + 1302)^3;
T[63,89]=(x + 354)*(x + 730)*(x + 200)*(x^2 + 366*x -253848)*(x^2 -2119564)*(x -354)^2*(x -200)^2*(x^2 -366*x -253848)^2*(x )^2*(x -730)^3;
T[63,97]=(x + 1330)^2*(x -798)^2*(x + 286)^3*(x + 1266)^3*(x^2 -808*x -922292)^3*(x -294)^4;

T[64,2]=(x )^18;
T[64,3]=(x + 8)^3*(x -8)^3*(x )^3*(x -4)^4*(x + 4)^5;
T[64,5]=(x + 22)*(x -22)^2*(x -2)^2*(x -10)^2*(x + 10)^4*(x + 2)^7;
T[64,7]=(x -16)^3*(x + 16)^3*(x )^3*(x + 24)^4*(x -24)^5;
T[64,11]=(x -40)^3*(x + 40)^3*(x )^3*(x -44)^4*(x + 44)^5;
T[64,13]=(x -18)*(x + 18)^2*(x -50)^2*(x + 22)^2*(x + 50)^4*(x -22)^7;
T[64,17]=(x + 94)^3*(x + 30)^6*(x -50)^9;
T[64,19]=(x + 40)^3*(x -40)^3*(x )^3*(x + 44)^4*(x -44)^5;
T[64,23]=(x -48)^3*(x + 48)^3*(x )^3*(x -56)^4*(x + 56)^5;
T[64,29]=(x -130)*(x -34)^2*(x + 198)^2*(x + 130)^2*(x + 34)^4*(x -198)^7;
T[64,31]=(x + 320)^3*(x -320)^3*(x )^3*(x -160)^4*(x + 160)^5;
T[64,37]=(x + 214)*(x + 310)^2*(x -162)^2*(x -214)^2*(x -310)^4*(x + 162)^7;
T[64,41]=(x + 230)^3*(x -410)^6*(x + 198)^9;
T[64,43]=(x -152)^3*(x + 152)^3*(x )^3*(x + 52)^4*(x -52)^5;
T[64,47]=(x + 416)^3*(x -416)^3*(x )^3*(x + 528)^4*(x -528)^5;
T[64,53]=(x + 518)*(x -410)^2*(x -242)^2*(x -518)^2*(x + 410)^4*(x + 242)^7;
T[64,59]=(x + 200)^3*(x -200)^3*(x )^3*(x -668)^4*(x + 668)^5;
T[64,61]=(x + 830)*(x -830)^2*(x + 30)^2*(x + 550)^2*(x -30)^4*(x -550)^7;
T[64,67]=(x -776)^3*(x + 776)^3*(x )^3*(x + 188)^4*(x -188)^5;
T[64,71]=(x -400)^3*(x + 400)^3*(x )^3*(x + 728)^4*(x -728)^5;
T[64,73]=(x -1098)^3*(x + 630)^6*(x -154)^9;
T[64,79]=(x + 1120)^3*(x -1120)^3*(x )^3*(x -656)^4*(x + 656)^5;
T[64,83]=(x + 552)^3*(x -552)^3*(x )^3*(x + 236)^4*(x -236)^5;
T[64,89]=(x + 1670)^3*(x + 326)^6*(x -714)^9;
T[64,97]=(x -594)^3*(x + 110)^6*(x + 478)^9;

T[65,2]=(x -5)*(x^2 -4*x + 1)*(x^2 + 2*x -5)*(x^5 -37*x^3 + 4*x^2 + 240*x + 192)*(x + 5)^2*(x + 4)^2*(x^2 -x -4)^3;
T[65,3]=(x^2 -68)*(x^2 + 10*x -2)*(x^2 + 4*x -2)*(x^5 -8*x^4 -68*x^3 + 532*x^2 + 952*x -7712)*(x + 7)^2*(x^2 -5*x -32)^2*(x -2)^3;
T[65,5]=(x^4 + 3*x^3 + 248*x^2 + 375*x + 15625)*(x^2 + 7*x + 125)*(x -5)^7*(x + 5)^7;
T[65,7]=(x + 12)*(x^2 + 36*x + 276)*(x^2 + 20*x + 76)*(x^2 -58*x + 824)*(x^5 -38*x^4 -284*x^3 + 12584*x^2 + 81888*x -169216)*(x + 13)^2*(x -6)^2*(x^2 + 9*x -494)^2;
T[65,11]=(x -14)*(x^2 + 86*x + 1832)*(x^2 + 104*x + 2698)*(x^2 + 10*x -2)*(x^5 -46*x^4 -2848*x^3 + 111020*x^2 -1208328*x + 4200864)*(x -32)^2*(x + 26)^2*(x^2 -80*x + 988)^2;
T[65,13]=(x^2 + 38*x + 2197)*(x -13)^9*(x + 13)^9;
T[65,17]=(x -98)*(x^2 + 28*x -4156)*(x^2 -52*x -9908)*(x^2 + 104*x + 2692)*(x^5 + 178*x^4 -1400*x^3 -1599376*x^2 -72341424*x -413098464)*(x -26)^2*(x -77)^2*(x^2 -19*x -1138)^2;
T[65,19]=(x + 26)*(x^2 + 14*x -818)*(x^2 -166*x + 4832)*(x^2 -9126)*(x^5 -118*x^4 -7032*x^3 + 946652*x^2 -4943432*x -505999520)*(x -100)^2*(x + 126)^2*(x^2 + 84*x -2588)^2;
T[65,23]=(x + 114)*(x^2 -34*x + 262)*(x^2 -60*x -16508)*(x^2 + 12*x -23778)*(x^5 + 136*x^4 -32188*x^3 -4786988*x^2 -63276888*x + 2997283584)*(x + 78)^2*(x + 96)^2*(x^2 -196*x + 8992)^2;
T[65,29]=(x -58)*(x^2 -120*x + 268)*(x^2 -116*x + 1336)*(x^2 -16*x -86336)*(x^5 + 102*x^4 -23928*x^3 -2480256*x^2 + 110024784*x + 11748201120)*(x + 50)^2*(x + 82)^2*(x^2 + 44*x -38684)^2;
T[65,31]=(x -306)*(x^2 + 78*x -65952)*(x^2 + 106*x -41114)*(x^2 + 464*x + 52810)*(x^5 -406*x^4 + 29472*x^3 + 2989500*x^2 -107631288*x + 787139264)*(x + 108)^2*(x -196)^2*(x^2 + 86*x -3064)^2;
T[65,37]=(x -86)*(x^2 + 88*x -3464)*(x^2 -360*x + 26892)*(x^2 -96*x -94896)*(x^5 + 34*x^4 -55408*x^3 -910992*x^2 + 586170416*x + 13551656224)*(x + 131)^2*(x -266)^2*(x^2 -209*x + 10814)^2;
T[65,41]=(x + 374)*(x^2 + 72*x -64052)*(x^2 + 180*x + 4044)*(x^2 + 120*x -56892)*(x^5 -322*x^4 -86504*x^3 + 22865968*x^2 + 2296383504*x -315606111648)*(x -336)^2*(x -22)^2*(x^2 + 230*x + 11168)^2;
T[65,43]=(x + 314)*(x^2 + 722*x + 127054)*(x^2 + 44*x -6316)*(x^2 + 364*x + 33070)*(x^5 -40*x^4 -245508*x^3 + 51146252*x^2 + 727786360*x -418599418976)*(x + 201)^2*(x -442)^2*(x^2 -287*x -66316)^2;
T[65,47]=(x -620)*(x^2 + 460*x + 31732)*(x^2 -362*x + 16424)*(x^2 -308*x -29300)*(x^5 -270*x^4 -198940*x^3 + 34566376*x^2 + 545512416*x -156415177728)*(x + 514)^2*(x + 105)^2*(x^2 -435*x -14918)^2;
T[65,53]=(x -362)*(x^2 + 396*x + 36)*(x^2 + 552*x + 68676)*(x^2 -748*x + 56332)*(x^5 -530*x^4 -276520*x^3 + 149553328*x^2 + 17825761296*x -9908607259296)*(x + 432)^2*(x -2)^2*(x^2 + 118*x -344)^2;
T[65,59]=(x -266)*(x^2 + 480*x + 36714)*(x^2 -342*x -104322)*(x^2 -18*x -128592)*(x^5 -778*x^4 -362328*x^3 + 177521908*x^2 + 63460855416*x + 4687698024480)*(x -500)^2*(x + 294)^2*(x^2 + 368*x -31492)^2;
T[65,61]=(x -634)*(x^2 + 268*x -6344)*(x^2 -16*x -483872)*(x^5 -118*x^4 -835608*x^3 + 171468224*x^2 + 175108318288*x -50983350046112)*(x -442)^2*(x + 56)^2*(x + 518)^2*(x^2 + 1058*x + 126416)^2;
T[65,67]=(x -612)*(x^2 + 8*x -428636)*(x^2 + 116*x -18236)*(x^2 -1322*x + 249496)*(x^5 + 118*x^4 -401900*x^3 -68544664*x^2 + 19756184448*x + 2518648564352)*(x -478)^2*(x -126)^2*(x^2 -68*x -227596)^2;
T[65,71]=(x + 686)*(x^2 -634*x -318544)*(x^2 + 480*x + 20154)*(x^2 -234*x -44274)*(x^5 + 518*x^4 -1294584*x^3 -662945252*x^2 + 114485399496*x + 15851807609088)*(x -9)^2*(x -412)^2*(x^2 + 131*x -222494)^2;
T[65,73]=(x -202)*(x^2 -744*x + 3384)*(x^2 + 60*x -478908)*(x^2 + 336*x -1776)*(x^5 -1102*x^4 -478368*x^3 + 505796336*x^2 -96589011344*x + 3148945753888)*(x + 878)^2*(x -98)^2*(x^2 -456*x -235316)^2;
T[65,79]=(x + 516)*(x^2 + 180*x + 7488)*(x^2 + 868*x -138344)*(x^2 -456*x -129672)*(x^5 -2148*x^4 + 1355664*x^3 -310691808*x^2 + 26456822656*x -696570941440)*(x -1304)^2*(x -600)^2*(x^2 + 1008*x + 247216)^2;
T[65,83]=(x -48)*(x^2 + 500*x -21044)*(x^2 -1132*x + 294964)*(x^2 -714*x -74528)*(x^5 + 1102*x^4 -1709052*x^3 -1574447656*x^2 + 505270838304*x + 115102933728768)*(x + 308)^2*(x -282)^2*(x^2 -1958*x + 817664)^2;
T[65,89]=(x + 1230)*(x^2 -2180*x + 932308)*(x^2 + 852*x + 120276)*(x^2 -268*x -37340)*(x^5 + 1678*x^4 -135544*x^3 -937226576*x^2 -197485732656*x + 8461720702560)*(x + 1190)^2*(x + 150)^2*(x^2 + 720*x -510212)^2;
T[65,97]=(x -350)*(x^2 + 724*x + 130180)*(x^2 + 252*x -1338876)*(x^2 -32*x -2970052)*(x^5 + 498*x^4 -1287880*x^3 -817282704*x^2 -58954467056*x + 14539648081696)*(x -70)^2*(x -386)^2*(x^2 + 928*x -881476)^2;

T[66,2]=(x^2 + 5*x + 8)*(x^2 + x + 8)*(x^4 -x^3 + 8*x^2 -8*x + 64)*(x^4 -x^3 -8*x^2 -8*x + 64)*(x^4 -2*x^3 + 14*x^2 -16*x + 64)^2*(x -2)^5*(x + 2)^7;
T[66,3]=(x^2 -x + 27)*(x^2 -4*x + 27)*(x^2 + 7*x + 27)*(x^4 + 2*x^3 + 7*x^2 + 54*x + 729)^2*(x -3)^9*(x + 3)^9;
T[66,5]=(x -10)*(x^2 -10*x -72)*(x )*(x + 19)^2*(x + 4)^2*(x + 14)^2*(x -6)^2*(x -14)^2*(x + 3)^2*(x^2 + 14*x -48)^2*(x^2 -16*x -68)^2*(x^2 -2*x -191)^4;
T[66,7]=(x -16)*(x^2 + 2*x -872)*(x + 32)^2*(x + 10)^2*(x + 26)^2*(x + 16)^2*(x + 8)^2*(x^2 -2*x -32)^2*(x^2 -24*x -244)^2*(x -14)^3*(x^2 -20*x + 52)^4;
T[66,11]=(x^2 -12*x + 1331)*(x -11)^12*(x + 11)^18;
T[66,13]=(x -80)*(x -10)*(x^2 -14*x -4704)*(x -38)^2*(x + 32)^2*(x + 72)^2*(x + 38)^2*(x + 16)^2*(x + 50)^2*(x^2 + 76*x + 916)^2*(x^2 -30*x + 128)^2*(x^2 -80*x + 400)^4;
T[66,17]=(x -30)*(x + 10)*(x^2 + 80*x + 1212)*(x + 126)^2*(x -42)^2*(x + 2)^2*(x + 46)^2*(x -74)^2*(x -130)^2*(x^2 -106*x -1944)^2*(x^2 + 26*x -7256)^2*(x^2 + 124*x + 3412)^4;
T[66,19]=(x + 144)*(x -56)*(x^2 + 60*x -8800)*(x + 108)^2*(x -116)^2*(x + 60)^2*(x -72)^2*(x -20)^2*(x + 20)^2*(x^2 + 54*x -1944)^2*(x^2 -50*x + 528)^2*(x^2 -72*x -9504)^4;
T[66,23]=(x + 84)*(x + 126)*(x^2 + 202*x + 7776)*(x + 96)^2*(x + 107)^2*(x -68)^2*(x + 182)^2*(x -189)^2*(x -168)^2*(x^2 -134*x + 2064)^2*(x -112)^4*(x^2 + 98*x -1487)^4;
T[66,29]=(x -218)*(x + 222)*(x^2 + 336*x + 24732)*(x + 90)^2*(x -142)^2*(x + 120)^2*(x -120)^2*(x -30)^2*(x + 54)^2*(x^2 -222*x -5136)^2*(x^2 + 198*x + 8928)^2*(x^2 -144*x -4224)^4;
T[66,31]=(x + 176)*(x + 16)*(x^2 -128*x -20736)*(x -40)^2*(x + 163)^2*(x + 8)^2*(x -117)^2*(x + 152)^2*(x + 88)^2*(x^2 + 40*x -88832)^2*(x^2 -360*x + 30848)^2*(x^2 + 34*x -2063)^4;
T[66,37]=(x -46)*(x + 106)*(x^2 -188*x -90492)*(x + 201)^2*(x -174)^2*(x + 66)^2*(x -254)^2*(x + 409)^2*(x -382)^2*(x^2 + 328*x -38676)^2*(x^2 + 48*x -15396)^2*(x^2 -54*x + 537)^4;
T[66,41]=(x -114)*(x + 26)*(x^2 + 132*x -51516)*(x -42)^2*(x -468)^2*(x -422)^2*(x + 228)^2*(x + 118)^2*(x -94)^2*(x^2 + 782*x + 148128)^2*(x^2 + 494*x + 60976)^2*(x^2 -536*x + 71776)^4;
T[66,43]=(x + 488)*(x^2 -480*x + 51392)*(x + 528)^2*(x -220)^2*(x -408)^2*(x + 242)^2*(x -110)^2*(x^2 -386*x + 20856)^2*(x^2 + 66*x -59928)^2*(x + 52)^3*(x^2 + 60*x + 132)^4;
T[66,47]=(x -246)*(x -404)*(x^2 + 390*x + 37152)*(x -144)^2*(x + 506)^2*(x -520)^2*(x + 340)^2*(x^2 -266*x -115104)^2*(x^2 + 64*x -17984)^2*(x + 96)^4*(x^2 + 272*x -24704)^4;
T[66,53]=(x + 264)*(x -194)*(x^2 -610*x -25800)*(x -348)^2*(x -458)^2*(x -238)^2*(x + 438)^2*(x -198)^2*(x -90)^2*(x^2 + 84*x -133404)^2*(x^2 + 522*x -2592)^2*(x^2 + 492*x + 51108)^4;
T[66,59]=(x -444)*(x -264)*(x^2 -372*x + 3168)*(x + 660)^2*(x + 852)^2*(x -20)^2*(x + 200)^2*(x + 453)^2*(x -435)^2*(x^2 + 172*x -235104)^2*(x -196)^4*(x^2 -634*x + 48217)^4;
T[66,61]=(x -202)*(x -92)*(x^2 -1050*x + 270872)*(x -132)^2*(x + 538)^2*(x -20)^2*(x + 668)^2*(x -190)^2*(x -570)^2*(x^2 + 1104*x + 282396)^2*(x^2 + 778*x + 123288)^2*(x^2 -840*x + 74832)^4;
T[66,67]=(x + 84)*(x + 796)*(x^2 -408*x + 16784)*(x + 12)^2*(x + 460)^2*(x -884)^2*(x + 97)^2*(x -439)^2*(x + 1036)^2*(x^2 + 776*x -72944)^2*(x^2 -928*x + 24688)^2*(x^2 -754*x + 140929)^4;
T[66,71]=(x -426)*(x + 764)*(x^2 -942*x + 200016)*(x + 112)^2*(x + 1113)^2*(x + 1092)^2*(x -762)^2*(x + 465)^2*(x -792)^2*(x^2 -456*x -227328)^2*(x^2 -630*x + 28512)^2*(x^2 + 678*x + 97593)^4;
T[66,73]=(x + 1174)*(x -354)*(x^2 -740*x -260412)*(x + 6)^2*(x -848)^2*(x + 542)^2*(x -218)^2*(x -562)^2*(x + 72)^2*(x^2 + 592*x -436292)^2*(x^2 -1296*x + 400892)^2*(x^2 + 400*x -617072)^4;
T[66,79]=(x -1312)*(x -842)*(x^2 + 1646*x + 606616)*(x + 520)^2*(x + 742)^2*(x -304)^2*(x + 16)^2*(x + 550)^2*(x + 70)^2*(x^2 -652*x -396572)^2*(x^2 + 230*x -31952)^2*(x^2 -316*x -1266044)^4;
T[66,83]=(x + 1252)*(x -852)*(x^2 + 352*x -231312)*(x -358)^2*(x + 132)^2*(x + 492)^2*(x -820)^2*(x -372)^2*(x -438)^2*(x^2 + 324*x -563904)^2*(x^2 -348*x -835776)^2*(x^2 -468*x + 11556)^4;
T[66,89]=(x + 1222)*(x + 1062)*(x^2 -2036*x + 1011492)*(x -895)^2*(x + 273)^2*(x -810)^2*(x + 966)^2*(x -202)^2*(x -570)^2*(x^2 + 756*x + 17172)^2*(x^2 -972*x + 235668)^2*(x^2 + 1842*x + 525489)^4;
T[66,97]=(x + 1358)*(x + 1282)*(x^2 -336*x -447076)*(x + 526)^2*(x -761)^2*(x -1154)^2*(x -14)^2*(x -409)^2*(x + 1406)^2*(x^2 + 1184*x -1104836)^2*(x^2 + 452*x -842876)^2*(x^2 -2194*x + 1141201)^4;

T[67,2]=(x^9 -8*x^8 -21*x^7 + 263*x^6 -62*x^5 -2261*x^4 + 1382*x^3 + 4970*x^2 + 1224*x + 8)*(x^7 + 6*x^6 -17*x^5 -119*x^4 + 48*x^3 + 473*x^2 -76*x -380);
T[67,3]=(x^9 -9*x^8 -127*x^7 + 1310*x^6 + 2837*x^5 -49670*x^4 + 57544*x^3 + 437731*x^2 -1222452*x + 862988)*(x^7 + 9*x^6 -55*x^5 -514*x^4 + 305*x^3 + 5894*x^2 + 4936*x -6547);
T[67,5]=(x^9 -45*x^8 + 444*x^7 + 5393*x^6 -93809*x^5 -66749*x^4 + 5366952*x^3 -9610563*x^2 -95976828*x + 257121108)*(x^7 + 45*x^6 + 408*x^5 -6153*x^4 -84057*x^3 + 263189*x^2 + 3831720*x -6119521);
T[67,7]=(x^9 -24*x^8 -1635*x^7 + 31724*x^6 + 700285*x^5 -8863132*x^4 -78061840*x^3 + 786726712*x^2 + 1830528912*x -17203043424)*(x^7 + 32*x^6 -771*x^5 -31176*x^4 + 4245*x^3 + 5873224*x^2 + 12079956*x -319557544);
T[67,11]=(x^9 -51*x^8 -4666*x^7 + 231107*x^6 + 4429881*x^5 -195501597*x^4 -2441218192*x^3 + 43369078525*x^2 + 568197656208*x + 764787118416)*(x^7 + 59*x^6 -4946*x^5 -308031*x^4 + 4068421*x^3 + 363489465*x^2 + 2859837900*x -1087905125);
T[67,13]=(x^9 -185*x^8 + 9357*x^7 + 188208*x^6 -28646849*x^5 + 525239150*x^4 + 15326182474*x^3 -584218188287*x^2 + 4570932551428*x + 7529564417764)*(x^7 + 101*x^6 -3007*x^5 -716612*x^4 -33376677*x^3 -681128646*x^2 -6171524038*x -18084268801);
T[67,17]=(x^9 -191*x^8 -1483*x^7 + 2071060*x^6 -79703124*x^5 -4239427819*x^4 + 181836252372*x^3 + 3269623932508*x^2 -61610386225136*x + 133071561561680)*(x^7 + 303*x^6 + 19326*x^5 -2487431*x^4 -373747420*x^3 -13590303812*x^2 + 66866785776*x + 7858980515472);
T[67,19]=(x^9 + 46*x^8 -9738*x^7 -397788*x^6 + 32005860*x^5 + 1118734178*x^4 -37110242005*x^3 -1026729381122*x^2 + 5755154404164*x -6349197141112)*(x^7 -4*x^6 -19707*x^5 -128034*x^4 + 72753891*x^3 + 838166398*x^2 -60138678876*x -1028945982616);
T[67,23]=(x^9 + 115*x^8 -43667*x^7 -3980582*x^6 + 528949819*x^5 + 30720280256*x^4 -2424734979881*x^3 -46160964621890*x^2 + 2144183822313504*x + 1894596256552853)*(x^7 + 221*x^6 -40598*x^5 -10796679*x^4 -59791393*x^3 + 70571090557*x^2 + 1513383378990*x -75053831910411);
T[67,29]=(x^7 + 260*x^6 -50230*x^5 -15462000*x^4 -43608707*x^3 + 117766686372*x^2 -630339810896*x -151501395731008)*(x^9 -326*x^8 -66117*x^7 + 21283156*x^6 + 1911880039*x^5 -397433314630*x^4 -26659033219267*x^3 + 1089833486573208*x^2 + 9719902157149440*x -301336082276140544);
T[67,31]=(x^7 -384*x^6 -24322*x^5 + 16111116*x^4 + 259835581*x^3 -154327084772*x^2 -3033112111932*x + 187789895914392)*(x^9 -56*x^8 -75178*x^7 + 28376*x^6 + 1656149785*x^5 + 55384889128*x^4 -10137803331088*x^3 -442327338684552*x^2 + 16561233418466000*x + 777676150876263136);
T[67,37]=(x^7 + 398*x^6 -235145*x^5 -98013742*x^4 + 10960983369*x^3 + 6031459622648*x^2 + 335255791015308*x -19968986537066536)*(x^9 + 20*x^8 -187836*x^7 -7537522*x^6 + 11417062868*x^5 + 738539309732*x^4 -214356000974299*x^3 -21607521687317372*x^2 -580122206307339660*x -4583597461064300568);
T[67,41]=(x^9 -500*x^8 -354125*x^7 + 191408914*x^6 + 32281336147*x^5 -22083419396428*x^4 + 99016947627004*x^3 + 757065914933189624*x^2 -82967797865926603584*x + 2219873535852713406720)*(x^7 + 612*x^6 -5493*x^5 -52795126*x^4 -4235422809*x^3 + 1118837099344*x^2 + 102576098349852*x + 2089798606746600);
T[67,43]=(x^9 + 263*x^8 -350023*x^7 -88962074*x^6 + 36318567321*x^5 + 9314825121634*x^4 -1181210139729348*x^3 -313499869489462305*x^2 + 12087697553757200916*x + 3270505392736901345196)*(x^7 + 481*x^6 -236647*x^5 -123062986*x^4 + 6166066277*x^3 + 5626831167398*x^2 + 219185379112084*x + 994073141858665);
T[67,47]=(x^9 -967*x^8 + 89826*x^7 + 134093427*x^6 -26754969856*x^5 -3760191410326*x^4 + 757371389761683*x^3 -16521496959102293*x^2 -105047327439304152*x + 2059804028108090349)*(x^7 + 747*x^6 -60061*x^5 -158166006*x^4 -34422572071*x^3 -203753833042*x^2 + 473315480461262*x + 26228329783856045);
T[67,53]=(x^9 -1919*x^8 + 1156572*x^7 -52172657*x^6 -214903576925*x^5 + 92986835298157*x^4 -16569163698184564*x^3 + 1335595852875080351*x^2 -42468502414794071748*x + 258505641589340793564)*(x^7 + 819*x^6 -296120*x^5 -345733967*x^4 -7075356517*x^3 + 35413032587623*x^2 + 4368586566637044*x -197787580732186803);
T[67,59]=(x^9 -702*x^8 -709547*x^7 + 543725428*x^6 + 23358509276*x^5 -55973647794280*x^4 + 2223308136768144*x^3 + 1318601033491107648*x^2 + 14461704910795783104*x -1516644913269523335552)*(x^7 + 948*x^6 -20908*x^5 -265154168*x^4 -92083628016*x^3 -11261929923264*x^2 -463628337550272*x -4259176105850496);
T[67,61]=(x^9 -1179*x^8 -570875*x^7 + 1045920300*x^6 -80479803453*x^5 -225843412770578*x^4 + 45761256972758918*x^3 + 10349778226891126255*x^2 -2109203610860513098012*x + 35594984803093279640380)*(x^7 + 483*x^6 -335755*x^5 -149285772*x^4 + 24185233219*x^3 + 11038949904398*x^2 + 767635275135882*x + 605328567514785);
T[67,67]=(x -67)^7*(x + 67)^9;
T[67,71]=(x^9 -179*x^8 -2516266*x^7 + 278418217*x^6 + 2162904095063*x^5 -76936960011187*x^4 -737841005437070038*x^3 -45014792905360842939*x^2 + 87759080438507939737504*x + 14732330009568960053647168)*(x^7 -207*x^6 -547782*x^5 + 68544649*x^4 + 83579276423*x^3 -4652625140519*x^2 -3054686329209306*x + 210837989575705029);
T[67,73]=(x^9 -971*x^8 -1110947*x^7 + 1442825480*x^6 -6103464232*x^5 -465966604782875*x^4 + 148565861084156088*x^3 + 10938494933649527344*x^2 -10251611715330843474816*x + 1105891047300197969116160)*(x^7 -961*x^6 -372678*x^5 + 379816909*x^4 + 61039212480*x^3 -32835769319376*x^2 -2200427638532352*x + 419823291806740480);
T[67,79]=(x^9 + 2534*x^8 + 547213*x^7 -3205868366*x^6 -2614364534443*x^5 + 24136860236046*x^4 + 508165069387860880*x^3 + 69406767805286486680*x^2 -22730703479189592667328*x -3440395421417410987553536)*(x^7 -3082*x^6 + 3405301*x^5 -1580148146*x^4 + 260143736873*x^3 -4515699296018*x^2 -963446563627512*x -16672669476818552);
T[67,83]=(x^9 -1432*x^8 -1575215*x^7 + 2560012418*x^6 + 501467262367*x^5 -1468466858086126*x^4 + 148165853336789488*x^3 + 282374554304116875672*x^2 -65505732873247220822208*x -4405533526182222732558464)*(x^7 + 424*x^6 -2668079*x^5 -1649572470*x^4 + 1543411424791*x^3 + 1269085160023842*x^2 + 131222637349864752*x -37618621483079408680);
T[67,89]=(x^9 -1549*x^8 -1025005*x^7 + 2538623238*x^6 -580143513565*x^5 -686000395040770*x^4 + 333282038381555965*x^3 -28645744066248125066*x^2 -3489704112253805855892*x + 123485397294190970557491)*(x^7 + 233*x^6 -1477312*x^5 -512457763*x^4 + 591610859009*x^3 + 260836088865079*x^2 -28312182051494274*x -14984403243725504557);
T[67,97]=(x^9 + 1888*x^8 -2422456*x^7 -6310232310*x^6 -1417321192441*x^5 + 3017354360692918*x^4 + 1496123987543118456*x^3 -6046525213426180584*x^2 -56104882906628125494336*x -4811399667975345759721216)*(x^7 + 212*x^6 -3862692*x^5 -1428009854*x^4 + 4829892355635*x^3 + 2347469396625930*x^2 -1952692242054986232*x -1117920943934158234824);

T[68,2]=(x^2 + 3*x + 8)*(x^6 -x^5 + 16*x^3 -64*x + 512)*(x -2)^2*(x + 2)^2*(x )^12;
T[68,3]=(x^3 -4*x^2 -64*x + 304)*(x^2 -6*x -4)^2*(x + 8)^3*(x^3 -4*x^2 -62*x + 204)^3*(x + 2)^5;
T[68,5]=(x + 8)*(x^3 -26*x^2 + 108*x + 456)*(x -16)^2*(x + 18)^2*(x^2 + 4*x -204)^2*(x -6)^3*(x^3 + 8*x^2 -44*x + 32)^3;
T[68,7]=(x + 12)*(x^3 -8*x^2 -1120*x + 10928)*(x + 10)^2*(x -24)^2*(x^2 + 6*x -4)^2*(x + 28)^3*(x^3 -22*x^2 -138*x + 792)^3;
T[68,11]=(x + 10)*(x^3 -60*x^2 + 672*x + 7056)*(x -62)^2*(x + 6)^2*(x^2 + 6*x -2916)^2*(x + 24)^3*(x^3 + 28*x^2 -1366*x -4692)^3;
T[68,13]=(x + 38)*(x^3 -82*x^2 -404*x + 19752)*(x + 62)^2*(x -74)^2*(x^2 + 64*x -1524)^2*(x + 58)^3*(x^3 -30*x^2 -1472*x -9392)^3;
T[68,17]=(x + 17)^12*(x -17)^12;
T[68,19]=(x -4)*(x^3 + 124*x^2 -4624*x -695104)*(x + 88)^2*(x + 20)^2*(x^2 + 36*x -2224)^2*(x -116)^3*(x^3 -80*x^2 -4632*x + 340128)^3;
T[68,23]=(x -120)*(x^3 + 120*x^2 -9408*x -253584)*(x + 114)^2*(x + 12)^2*(x^2 -42*x -612)^2*(x + 60)^3*(x^3 -142*x^2 -15770*x + 1600544)^3;
T[68,29]=(x -56)*(x^3 + 46*x^2 -17844*x -1157016)*(x -80)^2*(x + 90)^2*(x^2 -428*x + 40596)^2*(x -30)^3*(x^3 + 456*x^2 + 53908*x + 1518624)^3;
T[68,31]=(x -164)*(x^3 + 272*x^2 -45728*x -10158768)*(x + 208)^2*(x + 310)^2*(x^2 -86*x -5028)^2*(x + 172)^3*(x^3 -230*x^2 -11586*x -81608)^3;
T[68,37]=(x + 236)*(x^3 -186*x^2 -43092*x -1352504)*(x -86)^2*(x + 356)^2*(x^2 -340*x + 21412)^2*(x + 58)^3*(x^3 -356*x^2 -17964*x + 6176752)^3;
T[68,41]=(x -70)*(x^3 + 82*x^2 -160788*x -5658408)*(x -22)^2*(x -90)^2*(x^2 -404*x -59868)^2*(x + 342)^3*(x^3 + 294*x^2 -86564*x -1638744)^3;
T[68,43]=(x + 144)*(x^3 -300*x^2 -39312*x + 10758208)*(x -368)^2*(x + 312)^2*(x^2 + 620*x + 91888)^2*(x + 148)^3*(x^3 -556*x^2 + 51096*x + 7270272)^3;
T[68,47]=(x -48)*(x^3 + 224*x^2 -79104*x -16309248)*(x -24)^2*(x + 384)^2*(x^2 + 56*x -283968)^2*(x -288)^3*(x^3 -640*x^2 + 85328*x -1671168)^3;
T[68,53]=(x + 366)*(x^3 -202*x^2 -139188*x + 3872712)*(x + 258)^2*(x + 462)^2*(x^2 -28*x -300156)^2*(x -318)^3*(x^3 -302*x^2 -153460*x + 18162072)^3;
T[68,59]=(x + 504)*(x^3 + 612*x^2 -10128*x -35759808)*(x^2 -276*x + 7344)^2*(x -252)^3*(x^3 -636*x^2 -101768*x + 49419072)^3*(x -240)^4;
T[68,61]=(x + 460)*(x^3 -786*x^2 + 67596*x + 3268072)*(x -812)^2*(x -302)^2*(x^2 + 236*x -16028)^2*(x -110)^3*(x^3 + 84*x^2 -124412*x -6792784)^3;
T[68,67]=(x + 768)*(x^3 -916*x^2 + 121648*x + 27387456)*(x + 216)^2*(x + 964)^2*(x^2 -536*x -141168)^2*(x + 484)^3*(x^3 -1008*x^2 + 65040*x -765952)^3;
T[68,71]=(x -72)*(x^3 + 1272*x^2 -265536*x -541975536)*(x -732)^2*(x + 390)^2*(x^2 -1542*x + 574668)^2*(x + 708)^3*(x^3 + 402*x^2 -589874*x -274866016)^3;
T[68,73]=(x + 734)*(x^3 + 306*x^2 -593940*x -6817448)*(x -722)^2*(x -178)^2*(x^2 + 164*x -309644)^2*(x -362)^3*(x^3 -838*x^2 + 227852*x -19957512)^3;
T[68,79]=(x -736)*(x^3 -1568*x^2 + 190592*x + 180633008)*(x + 898)^2*(x -700)^2*(x^2 + 1854*x + 704876)^2*(x + 484)^3*(x^3 + 594*x^2 -1121274*x -742135824)^3;
T[68,83]=(x -856)*(x^3 -948*x^2 -998544*x + 470015424)*(x -912)^2*(x + 992)^2*(x^2 + 372*x -22032)^2*(x -756)^3*(x^3 + 2396*x^2 + 1488888*x + 142080704)^3;
T[68,89]=(x -906)*(x^3 -478*x^2 -1640148*x -505869288)*(x -1446)^2*(x + 390)^2*(x^2 + 1976*x + 974844)^2*(x + 774)^3*(x^3 + 170*x^2 -1072304*x -446571376)^3;
T[68,97]=(x -46)*(x^3 -1318*x^2 -222068*x + 137263992)*(x + 1438)^2*(x + 146)^2*(x^2 + 220*x -71100)^2*(x + 382)^3*(x^3 + 270*x^2 -586100*x -206623000)^3;

T[69,2]=(x^2 + 4*x -1)*(x^2 + 2*x -7)*(x^4 -4*x^3 -21*x^2 + 56*x + 80)*(x^4 + 2*x^3 -27*x^2 -40*x + 48)*(x + 2)^2*(x^4 -2*x^3 -24*x^2 + 61*x + 2)^2;
T[69,3]=(x^2 + 5*x + 27)*(x^8 -7*x^7 + 95*x^6 -436*x^5 + 3520*x^4 -11772*x^3 + 69255*x^2 -137781*x + 531441)*(x -3)^6*(x + 3)^6;
T[69,5]=(x^2 + 26*x + 164)*(x^2 -8*x -112)*(x^4 -4*x^3 -202*x^2 + 1888*x -4232)*(x^4 + 2*x^3 -430*x^2 -1332*x + 7704)*(x + 6)^2*(x^4 -14*x^3 -244*x^2 + 4832*x -19904)^2;
T[69,7]=(x^2 + 10*x -220)*(x^2 + 28*x + 188)*(x^4 + 14*x^3 -826*x^2 -10652*x + 64288)*(x^4 -32*x^3 -170*x^2 + 13592*x -108056)*(x + 8)^2*(x^4 -16*x^3 -1168*x^2 + 11080*x + 301984)^2;
T[69,11]=(x^2 + 60*x + 400)*(x^2 + 72*x + 904)*(x^4 -70*x^3 + 248*x^2 + 16064*x + 73984)*(x^4 -62*x^3 -2300*x^2 + 96640*x + 1835520)*(x -34)^2*(x^4 -8*x^3 -2488*x^2 + 56152*x -81440)^2;
T[69,13]=(x^2 + 60*x + 612)*(x^2 + 24*x -4356)*(x^4 + 12*x^3 -2924*x^2 -2496*x + 277632)*(x^4 -32*x^3 -2676*x^2 -11808*x -5184)*(x + 57)^2*(x^4 -111*x^3 + 529*x^2 + 125283*x + 1322658)^2;
T[69,17]=(x^2 -96*x + 2104)*(x^2 + 150*x + 5620)*(x^4 -178*x^3 + 90*x^2 + 900548*x -19990000)*(x^4 + 28*x^3 -7010*x^2 -154328*x + 3442464)*(x + 80)^2*(x^4 -98*x^3 -1008*x^2 + 104248*x -855280)^2;
T[69,19]=(x^2 + 148*x + 868)*(x^2 + 46*x -4916)*(x^4 -96*x^3 -16282*x^2 + 967264*x + 26764064)*(x^4 -42*x^3 -8762*x^2 -298524*x -3033320)*(x + 70)^2*(x^4 -96*x^3 -21208*x^2 + 1311040*x + 66996944)^2;
T[69,23]=(x -23)^8*(x + 23)^14;
T[69,29]=(x^2 + 216*x -2916)*(x^2 + 204*x -24444)*(x^4 + 24*x^3 -9200*x^2 + 262464*x + 77040)*(x^4 + 20*x^3 -61320*x^2 + 598320*x + 329043600)*(x -245)^2*(x^4 -21*x^3 -54527*x^2 + 2769801*x + 325399050)^2;
T[69,31]=(x^2 + 168*x -16272)*(x^2 -324*x -4176)*(x^4 -444*x^3 + 60392*x^2 -2443680*x -13145472)*(x^4 + 400*x^3 + 1832*x^2 -7894464*x + 214004736)*(x -103)^2*(x^4 + 193*x^3 -685*x^2 -1511421*x -58104720)^2;
T[69,37]=(x^2 -116*x -11428)*(x^2 -140*x -15580)*(x^4 + 358*x^3 -62124*x^2 -16608488*x -89676928)*(x^4 -162*x^3 -121240*x^2 + 19583912*x + 1193345264)*(x + 298)^2*(x^4 -170*x^3 -135012*x^2 + 10946176*x + 2389345472)^2;
T[69,41]=(x^2 + 364*x + 12644)*(x^2 -4*x -5404)*(x^4 + 528*x^3 -158840*x^2 -81848960*x + 1853697360)*(x^4 -152*x^3 -192952*x^2 + 42910304*x -1851640112)*(x -95)^2*(x^4 + 125*x^3 -13663*x^2 -543281*x + 29467114)^2;
T[69,43]=(x^2 + 420*x + 41508)*(x^2 + 126*x -51156)*(x^4 + 196*x^3 -16250*x^2 -2945064*x -66620160)*(x^4 -1230*x^3 + 452894*x^2 -29993268*x -7030549368)*(x -88)^2*(x^4 -2*x^3 -80432*x^2 -6041088*x + 78004224)^2;
T[69,47]=(x^2 + 48*x -61376)*(x^2 -120*x -303920)*(x^4 -260*x^3 -151972*x^2 + 44257792*x -1761689600)*(x^4 -36*x^3 -138164*x^2 + 10298784*x + 431257536)*(x + 357)^2*(x^4 + 677*x^3 + 26651*x^2 -34063993*x -3169103456)^2;
T[69,53]=(x^2 -490*x + 59420)*(x^2 -32*x -544)*(x^4 -968*x^3 + 334062*x^2 -48733112*x + 2541177224)*(x^4 -358*x^3 -9190*x^2 + 5432460*x + 25456680)*(x + 414)^2*(x^4 + 230*x^3 -333612*x^2 -80558392*x + 7631805536)^2;
T[69,59]=(x^2 + 32*x -268864)*(x^2 + 40*x -199312)*(x^4 -1236*x^3 + 478668*x^2 -54200160*x -895185728)*(x^4 -892*x^3 -12532*x^2 + 136254816*x -14547689280)*(x + 408)^2*(x^4 + 1140*x^3 + 401280*x^2 + 44165184*x + 1146071296)^2;
T[69,61]=(x^2 + 908*x + 58196)*(x^2 + 764*x + 126716)*(x^4 + 482*x^3 -324084*x^2 -61617496*x + 25271105312)*(x^4 -294*x^3 + 11632*x^2 + 1083800*x -56561712)*(x -822)^2*(x^4 -754*x^3 + 135708*x^2 -513304*x -621762112)^2;
T[69,67]=(x^2 + 988*x + 73508)*(x^2 + 874*x + 190844)*(x^4 -620*x^3 + 23766*x^2 + 42973144*x -6404665408)*(x^4 + 126*x^3 -558850*x^2 -115135900*x + 26618219240)*(x -926)^2*(x^4 -488*x^3 -260568*x^2 + 130952104*x -1826338144)^2;
T[69,71]=(x^2 + 224*x -641824)*(x^2 -488*x -88384)*(x^4 -1032*x^3 + 132880*x^2 + 97561600*x -16923156480)*(x^4 + 88*x^3 -754304*x^2 + 45401088*x + 93159882752)*(x -335)^2*(x^4 + 401*x^3 -687701*x^2 -298072101*x -5581505296)^2;
T[69,73]=(x^2 -820*x + 143012)*(x^2 -652*x -252844)*(x^4 + 948*x^3 -900000*x^2 -1053759312*x -205893068432)*(x^4 + 1220*x^3 -1136*x^2 -107355728*x + 5089871152)*(x + 899)^2*(x^4 -1509*x^3 + 425877*x^2 + 92572593*x -14695752674)^2;
T[69,79]=(x^2 + 1198*x + 225956)*(x^2 -1772*x + 757148)*(x^4 -254*x^3 -152026*x^2 -10606404*x -199673280)*(x^4 -1832*x^3 + 1021558*x^2 -193880344*x + 6874959400)*(x + 1322)^2*(x^4 + 838*x^3 -181084*x^2 -297551352*x -61908677856)^2;
T[69,83]=(x^2 + 100*x -31120)*(x^2 -1480*x + 191432)*(x^4 + 550*x^3 -184520*x^2 -108206496*x -9163210624)*(x^4 -1178*x^3 -601900*x^2 + 278220480*x + 15308700480)*(x + 36)^2*(x^4 -142*x^3 -383600*x^2 + 88041768*x + 7015211408)^2;
T[69,89]=(x^2 -744*x -365624)*(x^2 -102*x -685604)*(x^4 -202*x^3 -2129958*x^2 + 850370852*x + 477698056688)*(x^4 + 872*x^3 -120482*x^2 -140703136*x -1279749600)*(x + 460)^2*(x^4 -2342*x^3 + 1462056*x^2 + 88039456*x -213195182848)^2;
T[69,97]=(x^2 -1624*x + 32764)*(x^2 + 260*x -1646588)*(x^4 + 1800*x^3 -900976*x^2 -2597593792*x -759203302672)*(x^4 + 1324*x^3 -567624*x^2 -1071941936*x -285081598064)*(x + 964)^2*(x^4 -1062*x^3 -1780792*x^2 + 721154456*x + 60054540368)^2;

T[70,2]=(x^2 -x + 8)*(x^4 -8*x^3 + 30*x^2 -64*x + 64)*(x^6 + 3*x^5 + 10*x^4 + 18*x^3 + 80*x^2 + 192*x + 512)*(x^2 + x + 8)^2*(x^2 + 4*x + 8)^2*(x + 2)^6*(x -2)^6;
T[70,3]=(x + 1)*(x -7)*(x -4)*(x + 3)*(x -5)*(x -8)^2*(x^2 -2*x -31)^2*(x^3 -2*x^2 -79*x + 68)^2*(x -2)^4*(x + 8)^5*(x + 2)^6;
T[70,5]=(x^2 + 12*x + 125)*(x^2 + 14*x + 125)*(x^2 -16*x + 125)^2*(x -5)^11*(x + 5)^13;
T[70,7]=(x^2 + 4*x + 343)*(x^2 -6*x + 343)^2*(x -7)^13*(x + 7)^13;
T[70,11]=(x + 1)*(x + 17)*(x -68)*(x -60)*(x + 65)*(x + 33)*(x -48)^2*(x + 28)^2*(x^2 + 14*x -1999)^2*(x^3 + 74*x^2 + 1577*x + 7692)^2*(x + 8)^4*(x -32)^4*(x -12)^4;
T[70,13]=(x -7)*(x + 81)*(x + 43)*(x -13)*(x -34)*(x -38)*(x + 78)^2*(x -56)^2*(x + 58)^2*(x -18)^2*(x^2 -50*x + 593)^2*(x^3 -44*x^2 -3491*x -44870)^2*(x + 38)^4*(x -28)^4;
T[70,17]=(x -111)*(x + 73)*(x -42)*(x + 91)*(x + 51)*(x + 94)^2*(x + 114)^2*(x -66)^2*(x^2 + 50*x -3247)^2*(x^3 + 52*x^2 -11747*x -56706)^2*(x -74)^3*(x -26)^4*(x -54)^4;
T[70,19]=(x + 128)*(x + 70)*(x -102)*(x + 52)*(x + 142)*(x -30)*(x -40)^2*(x -80)^2*(x -2)^2*(x + 100)^2*(x^2 -36*x -3548)^2*(x^3 -168*x^2 + 5620*x -28720)^2*(x + 110)^4*(x -100)^4;
T[70,23]=(x -42)*(x -120)*(x -130)*(x + 50)*(x + 80)*(x + 90)*(x -132)^2*(x -32)^2*(x + 120)^2*(x + 112)^2*(x^2 -244*x + 5636)^2*(x^3 + 124*x^2 + 1732*x -94368)^2*(x + 78)^4*(x -48)^4;
T[70,29]=(x + 129)*(x -286)*(x -79)*(x + 234)*(x -111)*(x + 225)*(x + 90)^2*(x + 54)^2*(x -190)^2*(x^2 + 26*x -983)^2*(x^3 -332*x^2 + 7405*x + 2565450)^2*(x + 110)^4*(x + 50)^6;
T[70,31]=(x + 304)*(x -116)*(x -256)*(x + 24)*(x + 88)*(x + 212)*(x -72)^2*(x -152)^2*(x + 248)^2*(x -236)^2*(x^2 + 120*x -61200)^2*(x^3 -320*x^2 + 23968*x + 50176)^2*(x -12)^4*(x + 108)^4;
T[70,37]=(x + 266)*(x -314)*(x + 190)*(x + 106)*(x -294)*(x + 434)^2*(x -146)^2*(x + 346)^2*(x^2 -564*x + 72324)^2*(x^3 + 54*x^2 -12116*x + 25736)^2*(x + 34)^3*(x + 246)^4*(x -266)^4;
T[70,41]=(x + 124)*(x + 308)*(x + 54)*(x + 424)*(x -432)*(x -66)*(x -162)^2*(x + 438)^2*(x -402)^2*(x -126)^2*(x^2 + 328*x -3856)^2*(x^3 -362*x^2 + 41536*x -1536192)^2*(x -22)^4*(x -182)^4;
T[70,43]=(x -422)*(x + 196)*(x + 178)*(x + 434)*(x -534)*(x + 124)*(x -32)^2*(x + 376)^2*(x + 412)^2*(x + 68)^2*(x^2 + 260*x + 7652)^2*(x^3 + 16*x^2 -89516*x -1524560)^2*(x -442)^4*(x -128)^4;
T[70,47]=(x + 269)*(x -497)*(x -411)*(x -312)*(x -336)*(x -121)*(x -536)^2*(x + 12)^2*(x -24)^2*(x + 204)^2*(x^2 + 350*x -4223)^2*(x^3 + 730*x^2 + 116057*x + 4968912)^2*(x + 514)^4*(x -324)^4;
T[70,53]=(x -438)*(x + 132)*(x -664)*(x + 708)*(x + 34)*(x + 584)*(x -174)^2*(x -22)^2*(x -222)^2*(x -318)^2*(x^2 + 56*x -31984)^2*(x^3 -110*x^2 -340672*x + 90318336)^2*(x + 162)^4*(x -2)^4;
T[70,59]=(x + 444)*(x + 332)*(x -480)*(x + 224)*(x -628)*(x -168)*(x -420)^2*(x -138)^2*(x + 200)^2*(x + 560)^2*(x^3 + 180*x^2 -612560*x -202459200)^2*(x -810)^4*(x + 616)^4*(x -500)^4;
T[70,61]=(x -38)*(x + 572)*(x + 684)*(x -220)*(x -812)*(x -170)*(x + 198)^2*(x -902)^2*(x + 278)^2*(x -380)^2*(x^2 -336*x + 4896)^2*(x^3 -1222*x^2 + 422816*x -38393792)^2*(x + 488)^4*(x + 518)^4;
T[70,67]=(x + 108)*(x -596)*(x + 988)*(x -384)*(x -564)*(x -1056)*(x + 716)^2*(x + 484)^2*(x + 1024)^2*(x + 164)^2*(x^2 + 152*x -2416)^2*(x^3 -204*x^2 -810240*x + 324944128)^2*(x -244)^4*(x -126)^4;
T[70,71]=(x -616)*(x + 720)*(x + 664)*(x -560)*(x -744)*(x -392)^2*(x -576)^2*(x -672)^2*(x^3 + 136*x^2 -173056*x + 15575040)^2*(x -432)^3*(x + 952)^4*(x + 768)^4*(x -412)^4;
T[70,73]=(x -586)*(x -230)*(x -146)*(x -726)*(x -250)*(x + 358)*(x + 1150)^2*(x -538)^2*(x -362)^2*(x -82)^2*(x^2 -676*x -122428)^2*(x^3 -310*x^2 -716772*x + 48718616)^2*(x + 702)^4*(x + 878)^4;
T[70,79]=(x -57)*(x -361)*(x -425)*(x + 944)*(x + 808)*(x + 407)*(x + 160)^2*(x -240)^2*(x + 1000)^2*(x -776)^2*(x^2 -1014*x + 134041)^2*(x^3 + 1034*x^2 -384855*x -343615600)^2*(x -440)^4*(x -600)^4;
T[70,83]=(x -252)*(x -612)*(x -972)*(x -644)*(x -1172)*(x -672)*(x + 448)^2*(x + 1072)^2*(x -72)^2*(x -378)^2*(x^2 + 376*x -684656)^2*(x^3 + 1660*x^2 + 489008*x -42727104)^2*(x -282)^4*(x + 1302)^4;
T[70,89]=(x -40)*(x + 880)*(x + 184)*(x -1146)*(x + 1430)*(x -960)*(x + 390)^2*(x + 870)^2*(x^2 + 216*x + 7792)^2*(x^3 -242*x^2 -687680*x -6359520)^2*(x -730)^4*(x -810)^4*(x + 150)^4;
T[70,97]=(x + 70)*(x + 709)*(x + 605)*(x + 1351)*(x + 175)*(x + 1270)*(x + 1330)^2*(x -1354)^2*(x -1026)^2*(x -1106)^2*(x^2 -2742*x + 1782841)^2*(x^3 -100*x^2 -471963*x -1978018)^2*(x -294)^4*(x -386)^4;

T[71,2]=(x -1)*(x^12 -2*x^11 -73*x^10 + 130*x^9 + 1904*x^8 -2704*x^7 -22040*x^6 + 19157*x^5 + 120890*x^4 -39885*x^3 -271282*x^2 + 25224*x + 205032)*(x^4 + 3*x^3 -14*x^2 -32*x + 24);
T[71,3]=(x -1)*(x^12 -7*x^11 -218*x^10 + 1525*x^9 + 17095*x^8 -122031*x^7 -567319*x^6 + 4270186*x^5 + 6843233*x^4 -60020848*x^3 -10051888*x^2 + 261226191*x -214513944)*(x^4 + 6*x^3 -35*x^2 -213*x -245);
T[71,5]=(x + 16)*(x^4 + 9*x^3 -128*x^2 -727*x + 4578)*(x^12 -15*x^11 -875*x^10 + 15174*x^9 + 218968*x^8 -5019621*x^7 -4631921*x^6 + 559293241*x^5 -2986346990*x^4 -3974651603*x^3 + 52263594152*x^2 -14731813164*x -258097199024);
T[71,7]=(x + 1)*(x^12 -48*x^11 -1619*x^10 + 96682*x^9 + 568472*x^8 -60965120*x^7 -7978480*x^6 + 15943911968*x^5 -3392340160*x^4 -1717137388416*x^3 -1813481510144*x^2 + 40669385667072*x -33734215581696)*(x^4 + 35*x^3 + 322*x^2 -216*x -9144);
T[71,11]=(x -24)*(x^4 + 64*x^3 + 764*x^2 -11208*x -163728)*(x^12 -70*x^11 -7604*x^10 + 547440*x^9 + 21171536*x^8 -1564246016*x^7 -26324280960*x^6 + 1970745394816*x^5 + 14071046552832*x^4 -1027641769295360*x^3 -2026846046789632*x^2 + 149607138999810048*x -227686453248049152);
T[71,13]=(x -7)*(x^12 -166*x^11 -2681*x^10 + 1497074*x^9 -21513612*x^8 -5000193512*x^7 + 96165608368*x^6 + 7298438816160*x^5 -122487380003648*x^4 -3531075450451968*x^3 + 60011291432900608*x^2 -24321665884889088*x -100432653536149504)*(x^4 + 101*x^3 + 2886*x^2 + 14968*x -218344);
T[71,17]=(x -72)*(x^4 + 150*x^3 + 6892*x^2 + 109824*x + 511056)*(x^12 -228*x^11 -3328*x^10 + 4429968*x^9 -292884720*x^8 -11338209792*x^7 + 1556082314816*x^6 -11605737448704*x^5 -2583030777599232*x^4 + 53641684567656448*x^3 + 1378450273429041152*x^2 -36277296451517792256*x -30651343829080866816);
T[71,19]=(x + 153)*(x^12 -159*x^11 -38744*x^10 + 7430289*x^9 + 377358351*x^8 -117505141563*x^7 + 1228970351595*x^6 + 705768527944082*x^5 -27801472336133045*x^4 -1154123099534425372*x^3 + 66564909322762957518*x^2 + 243371667061076360439*x -33177213949496910320224)*(x^4 + 12*x^3 -10235*x^2 -382987*x + 823725);
T[71,23]=(x + 213)*(x^12 + 284*x^11 -59067*x^10 -23206558*x^9 + 349242132*x^8 + 630782213432*x^7 + 31585476025744*x^6 -5907562899803360*x^5 -515807080706465728*x^4 + 5604549395967089664*x^3 + 1135356568270404728832*x^2 + 8034889670957225484288*x -59388669409971435651072)*(x^4 -321*x^3 + 30790*x^2 -698616*x -9940680);
T[71,29]=(x -232)*(x^12 + 227*x^11 -186855*x^10 -41407214*x^9 + 13034275976*x^8 + 2737850800841*x^7 -445393166857773*x^6 -82674703989746309*x^5 + 8358943992957470966*x^4 + 1161589945298227689023*x^3 -88284786401703410631252*x^2 -6163768216190562914562116*x + 435307639040098924261557376)*(x^4 + 83*x^3 -49860*x^2 -5711445*x + 23423958);
T[71,31]=(x -149)*(x^12 -580*x^11 -35291*x^10 + 66382678*x^9 -4269555196*x^8 -2357297656728*x^7 + 160853493236880*x^6 + 37173599142097632*x^5 -900319804194296128*x^4 -230446243064105206528*x^3 -5436377531934480335872*x^2 + 36686823026030231064576*x + 266380265920933241126912)*(x^4 + 321*x^3 + 19078*x^2 -1221792*x -77700392);
T[71,37]=(x + 204)*(x^4 + 97*x^3 -46428*x^2 -3151575*x + 452768562)*(x^12 -315*x^11 -260539*x^10 + 98340762*x^9 + 13786398716*x^8 -8415883638397*x^7 + 532950759540339*x^6 + 119094240564836909*x^5 -13278937013141244014*x^4 -188327588800445070195*x^3 + 45267429670948970166172*x^2 -287774699475946373195748*x -20976015176227888387962512);
T[71,41]=(x + 432)*(x^12 -1044*x^11 + 111512*x^10 + 206160896*x^9 -74567242256*x^8 + 3096103026752*x^7 + 1828425766031104*x^6 -249208720505887872*x^5 + 4375425413544503296*x^4 + 823912589157928123392*x^3 -42645460529136184045568*x^2 + 468345513913611291531264*x + 1412976585088440471396352)*(x^4 -114*x^3 -153632*x^2 + 10940928*x + 5259534336);
T[71,43]=(x -71)*(x^4 + 158*x^3 -202349*x^2 -42201051*x + 82333701)*(x^12 -213*x^11 -440576*x^10 + 108561357*x^9 + 61620578375*x^8 -16698899514341*x^7 -2972503063612877*x^6 + 857837631363166332*x^5 + 48523348863224017011*x^4 -14349933535473038975634*x^3 -159710447976629671110906*x^2 + 23699717280387076387248639*x + 344643593870549942828909424);
T[71,47]=(x -273)*(x^4 + 443*x^3 -32224*x^2 -19194432*x + 759919104)*(x^12 + 326*x^11 -518571*x^10 -129543600*x^9 + 98341781768*x^8 + 18513482008824*x^7 -7914421246514576*x^6 -1237731285432672224*x^5 + 241040607329174863808*x^4 + 35797910508394697489664*x^3 -979117628206977034612992*x^2 -158621731916038902141092352*x -3206497257333011138275694592);
T[71,53]=(x + 274)*(x^12 -508*x^11 -963720*x^10 + 350323104*x^9 + 334485039536*x^8 -67568684266176*x^7 -47303557785368576*x^6 + 3440991168329353856*x^5 + 2651072911173429484032*x^4 + 58226846461160672087040*x^3 -43660468324232991224295424*x^2 -3952607455753493061740451840*x -97144758255837851593980739584)*(x^4 -578*x^3 -407348*x^2 + 250962928*x -17233218192);
T[71,59]=(x -126)*(x^4 + 558*x^3 -155700*x^2 -6956928*x + 941809680)*(x^12 -438*x^11 -1120604*x^10 + 285017856*x^9 + 484758002848*x^8 -29126736232096*x^7 -90785444535545472*x^6 -8871372772899856000*x^5 + 5343017212396835072768*x^4 + 994659720610503408167424*x^3 -44504819336749408859373568*x^2 -18790630254102707600834985984*x -957873463779408761913105502208);
T[71,61]=(x + 134)*(x^4 + 1506*x^3 + 776396*x^2 + 155727408*x + 8843856336)*(x^12 -2328*x^11 + 1727132*x^10 -106082016*x^9 -476334788912*x^8 + 221531301644416*x^7 -9184665873408384*x^6 -18976323883179308800*x^5 + 5280841747491227563776*x^4 -240794832666589860898816*x^3 -110782282711251162001068032*x^2 + 19171080547356238558864949248*x -960751960683050703814638043136);
T[71,67]=(x + 760)*(x^12 -1338*x^11 -1366484*x^10 + 2279263168*x^9 + 443910709024*x^8 -1322410347798688*x^7 + 47377260563009984*x^6 + 313283159070683379968*x^5 -23366681628161623744768*x^4 -34125622440767350969753600*x^3 + 1267867431426641621530505216*x^2 + 1435937591923340664186547322880*x + 43809938008354763488704578781184)*(x^4 -428*x^3 -81764*x^2 + 6613032*x -110522416);
T[71,71]=(x -71)^5*(x + 71)^12;
T[71,73]=(x + 457)*(x^12 -3085*x^11 + 3278214*x^10 -907076433*x^9 -820455199193*x^8 + 703452092099437*x^7 -161459272473573889*x^6 -23112607660278818976*x^5 + 19315097087181079841299*x^4 -4151209934486642558737660*x^3 + 435039059246390766090276244*x^2 -22690727588665911147515495953*x + 469447523919827487869905337102)*(x^4 + 1494*x^3 + 401819*x^2 -160470187*x -56384322169);
T[71,79]=(x -112)*(x^12 -1963*x^11 -396357*x^10 + 2601921574*x^9 -786197262036*x^8 -915828839749989*x^7 + 475054101223970493*x^6 + 25503180785650538621*x^5 -46601996139826898936280*x^4 + 6851997285273345337231045*x^3 -25991361908041559678703938*x^2 -26776104399299564022168267408*x + 819174977543284854763534980864)*(x^4 -611*x^3 -915164*x^2 + 752083091*x -119709446390);
T[71,83]=(x + 124)*(x^12 + 1229*x^11 -4094771*x^10 -5780480510*x^9 + 4767756549588*x^8 + 9061389232921463*x^7 -220873372680240265*x^6 -4972067615256508071243*x^5 -1825089257743319504113470*x^4 + 322870365241286611416446937*x^3 + 275100262763676552736756074004*x^2 + 48074232635726670269765981523120*x + 2652428191525390742010668930437056)*(x^4 -1247*x^3 -1198290*x^2 + 1763942715*x -487336824324);
T[71,89]=(x -837)*(x^12 -1787*x^11 -2671090*x^10 + 5426727361*x^9 + 1572609953847*x^8 -4789559898098105*x^7 + 388354230120318387*x^6 + 1074835667715394175740*x^5 -95335903065129625372793*x^4 -70017313997663602442861228*x^3 + 2489967521947363728510041732*x^2 + 980609295823465870460537748285*x -7352920065832100407933512511326)*(x^4 + 354*x^3 -2904201*x^2 -305587377*x + 1511004605607);
T[71,97]=(x + 1424)*(x^4 + 378*x^3 -1723876*x^2 -656794896*x + 416719798992)*(x^12 -996*x^11 -4159940*x^10 + 4754510696*x^9 + 4067868891568*x^8 -6752808619312448*x^7 + 796738797585824896*x^6 + 2482268496359718409600*x^5 -1538919806719298863172608*x^4 + 382973160615926164999718400*x^3 -42903465628836756819922152448*x^2 + 1703516260662495025213302810624*x + 2229749938316940180624037634048);

T[72,2]=(x -2)*(x^2 + 8)*(x + 2)^2*(x )^23;
T[72,3]=(x^2 + 4*x + 27)*(x -3)^3*(x + 3)^3*(x )^20;
T[72,5]=(x + 16)*(x -16)*(x + 14)*(x -2)*(x -18)^2*(x -14)^2*(x + 2)^3*(x + 6)^3*(x + 18)^4*(x )^4*(x -6)^6;
T[72,7]=(x + 12)^2*(x + 24)^3*(x -20)^4*(x -24)^4*(x -8)^6*(x + 16)^9;
T[72,11]=(x -28)*(x -64)*(x + 64)*(x -44)*(x + 28)^2*(x + 36)^2*(x + 44)^3*(x + 12)^3*(x -36)^4*(x )^4*(x -12)^6;
T[72,13]=(x -58)^2*(x + 74)^3*(x -22)^4*(x + 70)^4*(x + 10)^6*(x -38)^9;
T[72,17]=(x + 32)*(x -32)*(x + 50)*(x + 82)*(x + 18)^2*(x -82)^2*(x -50)^3*(x -126)^3*(x -18)^4*(x )^4*(x + 126)^6;
T[72,19]=(x + 136)^2*(x -92)^3*(x -44)^4*(x -56)^4*(x + 100)^6*(x -20)^9;
T[72,23]=(x -128)*(x + 128)*(x -56)*(x + 8)*(x + 72)^2*(x -8)^2*(x + 56)^3*(x + 168)^3*(x -72)^4*(x )^4*(x -168)^6;
T[72,29]=(x + 144)*(x -138)*(x + 198)*(x -144)*(x -234)^2*(x + 138)^2*(x -198)^3*(x + 30)^3*(x + 234)^4*(x )^4*(x -30)^6;
T[72,31]=(x -20)^2*(x -80)^3*(x + 160)^4*(x -308)^4*(x + 16)^6*(x + 88)^9;
T[72,37]=(x + 18)^2*(x -30)^3*(x -110)^4*(x + 162)^4*(x + 226)^6*(x -254)^9;
T[72,41]=(x + 288)*(x -198)*(x -288)*(x + 282)*(x -282)^2*(x + 90)^2*(x + 198)^3*(x + 42)^3*(x -90)^4*(x )^4*(x -42)^6;
T[72,43]=(x + 200)^2*(x -4)^3*(x -52)^4*(x + 520)^4*(x -452)^6*(x + 52)^9;
T[72,47]=(x + 528)*(x + 240)*(x + 384)*(x -384)*(x -240)^2*(x + 432)^2*(x -528)^3*(x -96)^3*(x -432)^4*(x )^4*(x + 96)^6;
T[72,53]=(x + 496)*(x -496)*(x -130)*(x -242)*(x + 130)^2*(x + 414)^2*(x + 198)^3*(x + 242)^3*(x -414)^4*(x )^4*(x -198)^6;
T[72,59]=(x -128)*(x + 596)*(x + 128)*(x -668)*(x -684)^2*(x -596)^2*(x + 668)^3*(x -660)^3*(x + 684)^4*(x )^4*(x + 660)^6;
T[72,61]=(x + 458)^2*(x + 218)^3*(x -182)^4*(x -550)^4*(x -422)^6*(x + 538)^9;
T[72,67]=(x + 496)^2*(x + 436)^3*(x -188)^4*(x + 880)^4*(x -332)^6*(x -884)^9;
T[72,71]=(x -512)*(x + 512)*(x + 728)*(x + 856)*(x -360)^2*(x -856)^2*(x + 792)^3*(x -728)^3*(x + 360)^4*(x )^4*(x -792)^6;
T[72,73]=(x + 602)^2*(x + 998)^3*(x -1190)^4*(x -154)^4*(x -26)^6*(x -218)^9;
T[72,79]=(x -1108)^2*(x + 32)^3*(x + 656)^4*(x -884)^4*(x -512)^6*(x + 520)^9;
T[72,83]=(x + 704)*(x -704)*(x + 236)*(x -1508)*(x -1188)^2*(x + 1508)^2*(x -492)^3*(x -236)^3*(x + 1188)^4*(x )^4*(x + 492)^6;
T[72,89]=(x + 714)*(x + 960)*(x -960)*(x -246)*(x -630)^2*(x + 246)^2*(x -714)^3*(x + 810)^3*(x + 630)^4*(x )^4*(x -810)^6;
T[72,97]=(x -206)^2*(x -866)^3*(x + 478)^4*(x + 1330)^4*(x + 1054)^6*(x -1154)^9;

T[73,2]=(x -3)*(x^7 + 12*x^6 + 33*x^5 -87*x^4 -454*x^3 -229*x^2 + 520*x -108)*(x^10 -7*x^9 -39*x^8 + 322*x^7 + 347*x^6 -4503*x^5 + 335*x^4 + 21892*x^3 -6572*x^2 -32256*x + 8192);
T[73,3]=(x + 8)*(x^7 + 6*x^6 -91*x^5 -464*x^4 + 723*x^3 + 2876*x^2 + 456*x -276)*(x^10 -10*x^9 -163*x^8 + 1752*x^7 + 8535*x^6 -107548*x^5 -123660*x^4 + 2628828*x^3 -1371412*x^2 -19033792*x + 17713888);
T[73,5]=(x -6)*(x^7 + 32*x^6 -157*x^5 -12802*x^4 -73083*x^3 + 868996*x^2 + 8605160*x + 17613138)*(x^10 -24*x^9 -315*x^8 + 9954*x^7 + 18317*x^6 -1399608*x^5 + 2221776*x^4 + 75501566*x^3 -217443118*x^2 -1276360816*x + 4483244504);
T[73,7]=(x + 34)*(x^7 + 22*x^6 -764*x^5 -19628*x^4 + 46655*x^3 + 2734300*x^2 + 7945620*x + 4698514)*(x^10 -42*x^9 -1100*x^8 + 59624*x^7 + 224501*x^6 -28529688*x^5 + 96060432*x^4 + 5082317550*x^3 -33485419766*x^2 -211246459788*x + 1620487622772);
T[73,11]=(x -6)*(x^7 + 152*x^6 + 3741*x^5 -513414*x^4 -38884137*x^3 -1061054374*x^2 -12478675796*x -52255985928)*(x^10 -74*x^9 -1189*x^8 + 174680*x^7 -1246543*x^6 -97868752*x^5 + 929022522*x^4 + 17043066416*x^3 -128126068256*x^2 -644757149984*x + 3020344795808);
T[73,13]=(x + 34)*(x^7 + 46*x^6 -4573*x^5 -124252*x^4 + 8567273*x^3 + 44388710*x^2 -5663769132*x + 55011982482)*(x^10 + 2*x^9 -11319*x^8 -62056*x^7 + 33134149*x^6 -296905270*x^5 -32428717768*x^4 + 870704430474*x^3 -6799625703150*x^2 -2508758573760*x + 157516393818008);
T[73,17]=(x -90)*(x^7 + 278*x^6 + 25166*x^5 + 780176*x^4 -5434275*x^3 -742410542*x^2 -12970564108*x -67532873160)*(x^10 -84*x^9 -27314*x^8 + 1626676*x^7 + 249893869*x^6 -9132448000*x^5 -701454197708*x^4 + 20429936988816*x^3 + 200195885575536*x^2 -4884432749244864*x -26355945022145856);
T[73,19]=(x + 16)*(x^7 -82*x^6 -11964*x^5 + 683162*x^4 -6217557*x^3 -108654768*x^2 + 1281323368*x -457259504)*(x^10 -2*x^9 -30684*x^8 -63830*x^7 + 254361691*x^6 + 1424596432*x^5 -842251926808*x^4 -5995238536752*x^3 + 1153342540844112*x^2 + 5630993801790336*x -567489184974332032);
T[73,23]=(x -60)*(x^7 + 420*x^6 + 40743*x^5 -5174782*x^4 -1292513257*x^3 -94136637700*x^2 -2793064206832*x -25891722985200)*(x^10 -636*x^9 + 115759*x^8 + 7404010*x^7 -4890823673*x^6 + 456296392044*x^5 + 22249703542992*x^4 -5890045557156784*x^3 + 247266044386217312*x^2 + 6361487192907953280*x -477871319990583177984);
T[73,29]=(x -102)*(x^7 + 334*x^6 + 26206*x^5 -1685150*x^4 -287333967*x^3 -6715344538*x^2 + 364730578232*x + 13400369671218)*(x^10 + 150*x^9 -84536*x^8 -5626466*x^7 + 2200122351*x^6 -55288867538*x^5 -6292193055658*x^4 + 222777617307766*x^3 + 4321140577173250*x^2 -189654601249443872*x + 605320371936826424);
T[73,31]=(x + 214)*(x^7 -54*x^6 -109548*x^5 + 1024542*x^4 + 2973273680*x^3 + 97108724440*x^2 -7826767493760*x + 87569602389344)*(x^10 -18*x^9 -164296*x^8 + 5253450*x^7 + 7626498806*x^6 -267221087604*x^5 -124649257252572*x^4 + 3754535753438288*x^3 + 624221538714389840*x^2 -17473611140879933760*x -387410423940803533632);
T[73,37]=(x + 286)*(x^7 -174*x^6 -86346*x^5 + 9519112*x^4 + 2370958525*x^3 -115943613938*x^2 -19824827226996*x -272173926008856)*(x^10 -56*x^9 -334006*x^8 + 16152708*x^7 + 39045118581*x^6 -1672932946156*x^5 -1855349619761104*x^4 + 56330361968160880*x^3 + 28710654986032754096*x^2 + 295715055645041356800*x -30047901275140880826368);
T[73,41]=(x -150)*(x^7 + 338*x^6 -334132*x^5 -88646156*x^4 + 36719471296*x^3 + 5121183206688*x^2 -1516460095766784*x + 22084337116854720)*(x^10 -412*x^9 -199160*x^8 + 76868932*x^7 + 15766098956*x^6 -4760925425872*x^5 -616116181519744*x^4 + 104443484050045696*x^3 + 10069528869325502528*x^2 -562960575501989660672*x -27245992818231740710912);
T[73,43]=(x + 322)*(x^7 -180*x^6 -307020*x^5 + 32688186*x^4 + 31251055279*x^3 -893908313590*x^2 -1079739440171948*x -49451552297583752)*(x^10 + 182*x^9 -573750*x^8 -80684950*x^7 + 113493602555*x^6 + 10693089986400*x^5 -9081552228049902*x^4 -424906616413492856*x^3 + 245820660384297978032*x^2 + 733693083668284453728*x -732602694503077445258016);
T[73,47]=(x + 534)*(x^7 + 728*x^6 + 55016*x^5 -52114160*x^4 -9667249033*x^3 -1871734470*x^2 + 66368248822632*x + 1651350603409686)*(x^10 -1528*x^9 + 585468*x^8 + 133579196*x^7 -111083906843*x^6 + 5919628326950*x^5 + 4379577020105400*x^4 -240676357888430454*x^3 -54588828919522332502*x^2 -1049268191705269996604*x + 17063764159032655829812);
T[73,53]=(x + 474)*(x^7 + 464*x^6 -327442*x^5 -95744106*x^4 + 18267220365*x^3 + 3931872192180*x^2 -1980714471668*x -7094004960199074)*(x^10 -1300*x^9 + 243132*x^8 + 260831422*x^7 -98178711309*x^6 -3449525245656*x^5 + 3988642374695862*x^4 -84804256718195978*x^3 -54508496415165105430*x^2 + 1237679061784147663392*x + 232470635611402830125208);
T[73,59]=(x -786)*(x^7 + 1354*x^6 + 80044*x^5 -472889896*x^4 -130332959008*x^3 + 18809274076032*x^2 + 4932295438964736*x -498331175205961728)*(x^10 -1136*x^9 -617418*x^8 + 1170910288*x^7 -231039106192*x^6 -245858089014464*x^5 + 139991672291553696*x^4 -27132744378270296192*x^3 + 1721428223859815500288*x^2 + 61779596968650584629248*x -7670395355774573329645568);
T[73,61]=(x + 574)*(x^7 + 312*x^6 -951697*x^5 -184021388*x^4 + 300569514201*x^3 + 22828051744314*x^2 -30297775501343436*x + 585920407595925848)*(x^10 + 394*x^9 -1258649*x^8 -437345182*x^7 + 502075575353*x^6 + 133336623198060*x^5 -83430791994681120*x^4 -12362416518331394944*x^3 + 5373046081526256252912*x^2 + 12295706944313396708992*x -55190078808030694472781568);
T[73,67]=(x + 16)*(x^7 + 1562*x^6 -411380*x^5 -1373877642*x^4 -233918641389*x^3 + 205927648849300*x^2 + 29802745552388216*x -3889179085965887612)*(x^10 -958*x^9 -514516*x^8 + 488250718*x^7 + 65097644047*x^6 -69677104210500*x^5 + 1218007056796208*x^4 + 2354050012263561180*x^3 -60820245183774914372*x^2 -20316375515586602967232*x + 313643164172679921299296);
T[73,71]=(x -192)*(x^7 + 2462*x^6 + 888521*x^5 -2271227936*x^4 -2295372629101*x^3 -467148930605232*x^2 + 198527363197774128*x + 68260053595829800608)*(x^10 -3378*x^9 + 4051017*x^8 -1824013616*x^7 -55468131085*x^6 + 247492911184368*x^5 -34072533597530160*x^4 -8443649531500682528*x^3 + 1521888750838064715712*x^2 + 54922570492659112116224*x -10240180934448921598825472);
T[73,73]=(x -73)^8*(x + 73)^10;
T[73,79]=(x + 988)*(x^7 -1038*x^6 -693983*x^5 + 630208984*x^4 + 206645228483*x^3 -101198313127232*x^2 -19812018585729552*x + 4151680250595139184)*(x^10 -1502*x^9 -1150095*x^8 + 2841807328*x^7 -857901747221*x^6 -1032979467908240*x^5 + 941495391910521872*x^4 -319877901238865248272*x^3 + 50172187310171221332384*x^2 -2870491929191354236382592*x -30658774545350170825691392);
T[73,83]=(x -1242)*(x^7 + 1626*x^6 + 201667*x^5 -465267028*x^4 -127134894413*x^3 -3647007444774*x^2 + 501387488628484*x + 12484845437110824)*(x^10 -1584*x^9 -135275*x^8 + 1013667234*x^7 -162677062219*x^6 -162677411635984*x^5 + 29479879960024282*x^4 + 355391315798348328*x^3 -278608291227580429984*x^2 + 13410424264045836274560*x -165866524593003271647072);
T[73,89]=(x + 6)*(x^7 -878*x^6 -996098*x^5 + 364882212*x^4 + 331765004269*x^3 -16257865609002*x^2 -36505369964771436*x -5012373297785105916)*(x^10 + 1580*x^9 -4009850*x^8 -6264952744*x^7 + 4574003456049*x^6 + 6581619027225720*x^5 -2689017048717671348*x^4 -2599829960533962314988*x^3 + 876743943767853483746412*x^2 + 324431236079080880787453504*x -108480812797482601928607305104);
T[73,97]=(x -614)*(x^7 + 544*x^6 -3849753*x^5 -788109504*x^4 + 4248412262453*x^3 + 252112504564854*x^2 -1427147183766008164*x + 14804462691387270808)*(x^10 + 642*x^9 -2926297*x^8 -203400866*x^7 + 2579922872637*x^6 -667396821176888*x^5 -639242233019627088*x^4 + 341588426334536002928*x^3 -53024107038068844849568*x^2 + 3184940861800597787369472*x -61529289180268921468383744);

T[74,2]=(x^8 + 6*x^7 + 31*x^6 + 128*x^5 + 374*x^4 + 1024*x^3 + 1984*x^2 + 3072*x + 4096)*(x^10 -4*x^9 + 19*x^8 -54*x^7 + 238*x^6 -648*x^5 + 1904*x^4 -3456*x^3 + 9728*x^2 -16384*x + 32768)*(x + 2)^4*(x -2)^5;
T[74,3]=(x^3 -4*x^2 -54*x + 251)*(x^4 -4*x^3 -90*x^2 + 475*x -52)*(x + 5)^2*(x^4 + 11*x^3 + 6*x^2 -89*x + 23)^2*(x^5 -13*x^4 -6*x^3 + 419*x^2 -125*x -2868)^2;
T[74,5]=(x -12)*(x + 14)*(x^3 -7*x^2 -209*x -210)*(x^4 -21*x^3 + 51*x^2 + 1246*x -6600)*(x^4 + 29*x^3 + 125*x^2 -1672*x -8592)^2*(x^5 -11*x^4 -265*x^3 + 3518*x^2 -6044*x + 2072)^2;
T[74,7]=(x + 7)*(x + 19)*(x^3 -7*x^2 -538*x + 2100)*(x^4 -23*x^3 -1038*x^2 + 26988*x -76800)*(x^4 + 32*x^3 -967*x^2 -39618*x -265324)^2*(x^5 -24*x^4 -95*x^3 + 5358*x^2 -31692*x + 26768)^2;
T[74,11]=(x -5)*(x + 63)*(x^3 -74*x^2 -114*x + 60751)*(x^4 + 66*x^3 -2274*x^2 -152405*x -232956)*(x^4 + 11*x^3 -1432*x^2 -18301*x + 169317)^2*(x^5 -61*x^4 -1604*x^3 + 68919*x^2 + 1640601*x + 5135996)^2;
T[74,13]=(x -6)*(x + 28)*(x^3 -107*x^2 + 1115*x + 64466)*(x^4 -53*x^3 -1653*x^2 + 62310*x -243816)*(x^4 + 45*x^3 -4635*x^2 -307600*x -4630592)^2*(x^5 + 37*x^4 -4705*x^3 -114346*x^2 + 3328324*x -7098184)^2;
T[74,17]=(x + 72)*(x -6)*(x^3 -24*x^2 -4436*x -61536)*(x^4 -12*x^3 -11088*x^2 + 104880*x + 2259504)*(x^4 + 56*x^3 + 344*x^2 -8224*x -1776)^2*(x^5 -130*x^4 -7572*x^3 + 1700232*x^2 -78208768*x + 1123875456)^2;
T[74,19]=(x + 44)*(x + 70)*(x^3 -228*x^2 + 12700*x + 10800)*(x^4 + 34*x^3 -15060*x^2 -540296*x + 11080000)*(x^4 + 144*x^3 -13640*x^2 -2961344*x -115380208)^2*(x^5 + 22*x^4 -15140*x^3 -1114968*x^2 -21414080*x -69604224)^2;
T[74,23]=(x -182)*(x + 6)*(x^3 + 149*x^2 -2029*x -691166)*(x^4 -45*x^3 -31905*x^2 + 2372994*x -43345368)*(x^4 + 275*x^3 + 12461*x^2 -1528864*x -93600684)^2*(x^5 -73*x^4 -53485*x^3 + 2380382*x^2 + 545396084*x + 14836947832)^2;
T[74,29]=(x -10)*(x + 42)*(x^3 + 325*x^2 + 30175*x + 637750)*(x^4 + 21*x^3 -36819*x^2 + 2985024*x -59893020)*(x^4 + 29*x^3 -24515*x^2 -1763168*x -20921868)^2*(x^5 -271*x^4 -31001*x^3 + 8240054*x^2 + 355008724*x -45459799656)^2;
T[74,31]=(x + 244)*(x + 292)*(x^3 -23*x^2 -34333*x + 1309500)*(x^4 -17*x^3 -36105*x^2 + 2242640*x -34964464)*(x^4 -111*x^3 -40665*x^2 + 2426408*x + 443578864)^2*(x^5 -363*x^4 + 28525*x^3 + 2259006*x^2 -360398496*x + 11228647136)^2;
T[74,37]=(x -37)^13*(x + 37)^14;
T[74,41]=(x + 225)*(x -351)*(x^3 + 464*x^2 -33018*x -19358953)*(x^4 + 174*x^3 -99666*x^2 + 9420027*x -206445798)*(x^4 + 9*x^3 -55962*x^2 -2562219*x + 239475447)^2*(x^5 -381*x^4 -97656*x^3 + 36452569*x^2 + 2709102209*x -762162331986)^2;
T[74,43]=(x -32)*(x + 2)*(x^3 -588*x^2 -49544*x + 42631272)*(x^4 + 514*x^3 -45780*x^2 -44221120*x -4525901824)*(x^4 + 190*x^3 -41956*x^2 -1558016*x + 118152128)^2*(x^5 + 408*x^4 -180756*x^3 -29526168*x^2 + 13076853312*x -965840235296)^2;
T[74,47]=(x -357)*(x -221)*(x^3 -155*x^2 -117862*x + 23334804)*(x^4 + 93*x^3 -172230*x^2 -16363700*x + 3502908000)*(x^4 + 472*x^3 -140511*x^2 -63380002*x -4884453612)^2*(x^5 -276*x^4 -21719*x^3 + 3688882*x^2 + 92096020*x -11399037456)^2;
T[74,53]=(x + 659)*(x -57)*(x^3 + 579*x^2 + 56140*x -20188)*(x^4 -3*x^3 -345114*x^2 + 106261644*x -8943617448)*(x^4 -318*x^3 -4891*x^2 + 133348*x + 1515396)^2*(x^5 -156*x^4 -557343*x^3 + 146651062*x^2 + 45944762364*x -12174094047032)^2;
T[74,59]=(x -156)*(x -432)*(x^3 -1258*x^2 + 92612*x + 208191120)*(x^4 -354*x^3 + 42708*x^2 -2010464*x + 31770624)*(x^4 + 1530*x^3 + 687780*x^2 + 45543168*x -19839940416)^2*(x^5 -100*x^4 -371968*x^3 + 92816520*x^2 -7523341760*x + 199509626624)^2;
T[74,61]=(x + 620)*(x + 340)*(x^3 -291*x^2 -440123*x -25288348)*(x^4 -1139*x^3 + 144891*x^2 + 73774334*x -13276304296)*(x^4 + 31*x^3 -404631*x^2 + 76291616*x -1974966496)^2*(x^5 + 1711*x^4 + 670783*x^3 -180371922*x^2 -100881205264*x + 5262207537472)^2;
T[74,67]=(x + 1012)*(x -416)*(x^3 + 127*x^2 -271931*x -33004112)*(x^4 -965*x^3 + 202149*x^2 + 13530024*x -4730048496)*(x^4 + 5*x^3 -234035*x^2 -31714408*x + 3584880464)^2*(x^5 -787*x^4 -883479*x^3 + 539987068*x^2 + 224685531712*x -69671300293888)^2;
T[74,71]=(x + 609)*(x + 1125)*(x^3 + 201*x^2 -681344*x + 147028116)*(x^4 -27*x^3 -72072*x^2 + 3019764*x + 112341888)*(x^4 -390*x^3 -548443*x^2 + 225705452*x -21095220732)^2*(x^5 -1578*x^4 -2235*x^3 + 763989184*x^2 -74998874428*x -105494295472656)^2;
T[74,73]=(x + 641)*(x -539)*(x^3 -42*x^2 -971960*x -14055069)*(x^4 -2168*x^3 + 1643880*x^2 -527930593*x + 61284714458)*(x^4 + 967*x^3 -141322*x^2 -240493869*x -10092864749)^2*(x^5 + 313*x^4 -724148*x^3 -158432169*x^2 + 100663626345*x + 24654270137062)^2;
T[74,79]=(x -818)*(x + 484)*(x^3 -413*x^2 -681063*x + 122660820)*(x^4 -449*x^3 -993057*x^2 -155721102*x + 10190211672)*(x^4 -17*x^3 -653187*x^2 + 266725624*x -29390715884)^2*(x^5 -569*x^4 -207829*x^3 + 34996590*x^2 + 9143394496*x + 429381365248)^2;
T[74,83]=(x -1299)*(x -1239)*(x^3 + 1037*x^2 + 206924*x -539472)*(x^4 + 1293*x^3 + 420672*x^2 + 29276416*x -1337884224)*(x^4 + 3138*x^3 + 3026753*x^2 + 725722108*x -146330370096)^2*(x^5 -2422*x^4 + 1554649*x^3 + 28555740*x^2 -203104302320*x + 8663698210944)^2;
T[74,89]=(x -1304)*(x + 390)*(x^3 -660*x^2 -1706864*x + 986707200)*(x^4 + 264*x^3 -1013196*x^2 -139143344*x + 261101734464)*(x^4 -224*x^3 -1689756*x^2 + 1237975760*x -212866753728)^2*(x^5 + 2466*x^4 + 1325320*x^3 -103478304*x^2 -92968874496*x -2194912910336)^2;
T[74,97]=(x -1772)*(x + 560)*(x^3 -1384*x^2 + 305964*x -15830176)*(x^4 -842*x^3 -842844*x^2 + 175888968*x + 5575773984)*(x^4 + 2532*x^3 + 1996596*x^2 + 487325120*x + 3402009472)^2*(x^5 + 2406*x^4 + 651324*x^3 -1160056152*x^2 -387360172992*x + 108205552171136)^2;

T[75,2]=(x + 3)*(x^2 -2*x -18)*(x^2 -3*x -8)*(x^2 + 2*x -18)*(x^2 + 3*x -8)*(x -3)^2*(x -4)^2*(x + 1)^3*(x -1)^4*(x + 4)^4;
T[75,3]=(x^2 + 7*x + 27)*(x^2 + 2*x + 27)*(x^2 -7*x + 27)*(x^2 -2*x + 27)^2*(x -3)^7*(x + 3)^7;
T[75,5]=(x -5)*(x + 5)^3*(x )^20;
T[75,7]=(x + 20)*(x -24)*(x^2 + 26*x -135)*(x^2 -6*x -360)*(x^2 -26*x -135)*(x^2 + 6*x -360)*(x -20)^2*(x + 24)^2*(x + 6)^4*(x -6)^6;
T[75,11]=(x^2 + 42*x + 72)^2*(x^2 -28*x -108)^2*(x -52)^3*(x + 24)^3*(x + 43)^4*(x -32)^6;
T[75,13]=(x + 74)*(x + 22)*(x^2 + 78*x + 1152)*(x^2 + 18*x -4783)*(x^2 -78*x + 1152)*(x^2 -18*x -4783)*(x -38)^2*(x -22)^2*(x -28)^2*(x + 28)^2*(x -74)^2*(x + 38)^4;
T[75,17]=(x -14)*(x + 54)*(x^2 -102*x + 1576)*(x^2 + 68*x -6444)*(x^2 + 102*x + 1576)*(x^2 -68*x -6444)*(x -91)^2*(x + 91)^2*(x + 14)^2*(x + 26)^2*(x -54)^2*(x -26)^4;
T[75,19]=(x^2 -56*x -5120)^2*(x^2 -6*x -295)^2*(x + 124)^3*(x + 20)^3*(x + 35)^4*(x -100)^6;
T[75,23]=(x -168)*(x -120)*(x^2 + 48*x -80)*(x^2 + 132*x + 1620)*(x^2 -48*x -80)*(x^2 -132*x + 1620)*(x -78)^2*(x + 120)^2*(x + 162)^2*(x + 168)^2*(x -162)^2*(x + 78)^4;
T[75,29]=(x^2 + 318*x + 7200)^2*(x^2 -92*x -12780)^2*(x -230)^3*(x + 78)^3*(x -160)^4*(x + 50)^6;
T[75,31]=(x^2 -52*x -800)^2*(x^2 -122*x -11175)^2*(x -200)^3*(x + 288)^3*(x -42)^4*(x + 108)^6;
T[75,37]=(x -34)*(x -70)*(x^2 + 306*x -6480)*(x^2 -306*x -6480)*(x^2 + 284*x + 9220)*(x^2 -284*x + 9220)*(x + 314)^2*(x + 34)^2*(x + 266)^2*(x -314)^2*(x + 70)^2*(x -266)^4;
T[75,41]=(x^2 -392*x -12960)^2*(x^2 + 408*x + 40140)^2*(x -122)^3*(x -330)^3*(x + 203)^4*(x -22)^6;
T[75,43]=(x -188)*(x^2 -690*x + 118721)*(x^2 + 120*x -90864)*(x^2 + 690*x + 118721)*(x^2 -120*x -90864)*(x + 442)^2*(x + 188)^2*(x + 92)^3*(x -442)^4*(x -92)^4;
T[75,47]=(x -24)*(x + 256)*(x^2 -620*x + 76644)*(x^2 -180*x -78656)*(x^2 + 620*x + 76644)*(x^2 + 180*x -78656)*(x -514)^2*(x -196)^2*(x + 24)^2*(x -256)^2*(x + 196)^2*(x + 514)^4;
T[75,53]=(x + 450)*(x -338)*(x^2 + 402*x -28520)*(x^2 -848*x + 164880)*(x^2 + 848*x + 164880)*(x^2 -402*x -28520)*(x + 82)^2*(x -82)^2*(x + 338)^2*(x + 2)^2*(x -450)^2*(x -2)^4;
T[75,59]=(x^2 -124*x -73980)^2*(x^2 + 186*x + 8280)^2*(x -100)^3*(x -24)^3*(x + 280)^4*(x -500)^6;
T[75,61]=(x^2 -340*x -65564)^2*(x^2 -750*x + 81041)^2*(x -742)^3*(x + 322)^3*(x + 518)^10;
T[75,67]=(x -196)*(x -84)*(x^2 -732*x + 97056)*(x^2 + 732*x + 97056)*(x^2 -358*x -157959)*(x^2 + 358*x -157959)*(x + 196)^2*(x + 84)^2*(x + 126)^2*(x -141)^2*(x + 141)^2*(x -126)^4;
T[75,71]=(x^2 -824*x + 162144)^2*(x^2 + 36*x -331776)^2*(x + 328)^3*(x + 288)^3*(x -412)^10;
T[75,73]=(x -38)*(x -430)*(x^2 + 1332*x + 324000)*(x^2 -1332*x + 324000)*(x^2 + 108*x + 1700)*(x^2 -108*x + 1700)*(x + 38)^2*(x + 430)^2*(x -878)^2*(x + 763)^2*(x -763)^2*(x + 878)^4;
T[75,79]=(x^2 -380*x -886400)^2*(x^2 + 880*x -292800)^2*(x + 240)^3*(x + 520)^3*(x -510)^4*(x -600)^6;
T[75,83]=(x + 156)*(x + 1212)*(x^2 -156*x -694332)*(x^2 + 156*x -694332)*(x^2 -984*x -201392)*(x^2 + 984*x -201392)*(x -777)^2*(x -156)^2*(x + 777)^2*(x -1212)^2*(x + 282)^2*(x -282)^4;
T[75,89]=(x^2 + 864*x -207360)^2*(x^2 -1116*x + 98820)^2*(x -330)^3*(x -1026)^3*(x + 945)^4*(x + 150)^6;
T[75,97]=(x -286)*(x + 866)*(x^2 + 768*x -442944)*(x^2 -768*x -442944)*(x + 521)^2*(x + 286)^2*(x -866)^2*(x + 1246)^2*(x + 386)^2*(x -1246)^2*(x -521)^2*(x -386)^4;

T[76,2]=(x^2 + 3*x + 8)*(x^6 -3*x^5 + 6*x^4 -10*x^3 + 48*x^2 -192*x + 512)*(x -2)^2*(x + 2)^3*(x )^14;
T[76,3]=(x^2 + 5*x -2)*(x^3 -x^2 -70*x + 88)*(x + 2)^2*(x^2 -x -44)^2*(x^2 -9*x + 2)^2*(x + 5)^3*(x^3 -x^2 -64*x + 172)^3;
T[76,5]=(x^2 + 5*x -200)*(x^3 -9*x^2 -42*x + 216)*(x + 9)^2*(x^2 -10*x -152)^2*(x^2 + 9*x -144)^2*(x + 12)^3*(x^3 -14*x^2 -71*x -72)^3;
T[76,7]=(x^2 + 30*x + 93)*(x^3 -44*x^2 + 419*x -1144)*(x + 31)^2*(x^2 -57*x + 768)^2*(x^2 + 18*x -211)^2*(x -11)^3*(x^3 + 35*x^2 + 147*x -2319)^3;
T[76,11]=(x^2 + 71*x + 1054)*(x^3 -79*x^2 -666*x + 108888)*(x -57)^2*(x^2 + 17*x + 54)^2*(x^2 -10*x -152)^2*(x + 54)^3*(x^3 -16*x^2 -51*x + 1182)^3;
T[76,13]=(x^2 + 35*x -692)*(x^3 + 11*x^2 -6434*x -201816)*(x + 52)^2*(x^2 -17*x -3012)^2*(x^2 -13*x -2126)^2*(x -11)^3*(x^3 -65*x^2 + 744*x + 4848)^3;
T[76,17]=(x^2 -297)*(x^3 -82*x^2 -13065*x + 1022082)*(x -69)^2*(x^2 + 80*x + 1527)^2*(x^2 + 51*x -9306)^2*(x + 93)^3*(x^3 -29*x^2 -9225*x -218619)^3;
T[76,19]=(x -19)^12*(x + 19)^15;
T[76,23]=(x^2 + 5*x -28712)*(x^3 -103*x^2 -3336*x + 235392)*(x + 72)^2*(x^2 + 155*x -1472)^2*(x^2 -73*x -1752)^2*(x -183)^3*(x^3 + 101*x^2 -4624*x -378176)^3;
T[76,29]=(x^2 -155*x -28850)*(x^3 + 93*x^2 -32064*x -2252268)*(x + 150)^2*(x^2 -3*x -8046)^2*(x^2 + 79*x -35654)^2*(x + 249)^3*(x^3 -377*x^2 + 8768*x + 4544396)^3;
T[76,31]=(x^2 + 88*x -50864)*(x^3 + 116*x^2 -28640*x + 1084416)*(x -32)^2*(x^2 -212*x -24096)^2*(x^2 + 16*x -11264)^2*(x -56)^3*(x^3 + 140*x^2 -37616*x -2444352)^3;
T[76,37]=(x^2 -380*x + 35572)*(x^3 + 466*x^2 -1060*x -15144328)*(x + 226)^2*(x^2 -192*x -5092)^2*(x^2 -380*x + 24772)^2*(x + 250)^3*(x^3 + 290*x^2 -46772*x -10001448)^3;
T[76,41]=(x^2 + 142*x -2384)*(x^3 + 188*x^2 -26556*x -5041152)*(x + 258)^2*(x^2 + 790*x + 154432)^2*(x^2 + 50*x -1200)^2*(x -240)^3*(x^3 -956*x^2 + 302116*x -31578144)^3;
T[76,43]=(x^2 -155*x -106928)*(x^3 + 11*x^2 -45296*x + 2359248)*(x + 67)^2*(x^2 -296*x -80048)^2*(x^2 -677*x + 113688)^2*(x + 196)^3*(x^3 + 570*x^2 -92583*x -65963504)^3;
T[76,47]=(x^2 + 455*x + 47392)*(x^3 -163*x^2 -146664*x -3850752)*(x -579)^2*(x^2 + 200*x -60800)^2*(x^2 + 389*x -54168)^2*(x + 168)^3*(x^3 -66*x^2 -31311*x + 2940624)^3;
T[76,53]=(x^2 + 275*x -105908)*(x^3 -197*x^2 -142266*x -11566104)*(x + 432)^2*(x^2 + 1219*x + 366216)^2*(x^2 -397*x + 35818)^2*(x -435)^3*(x^3 -817*x^2 + 211080*x -16824816)^3;
T[76,59]=(x^2 + 873*x + 180426)*(x^3 -1381*x^2 + 555726*x -52865928)*(x + 330)^2*(x^2 -201*x -212964)^2*(x^2 + 287*x + 9186)^2*(x -195)^3*(x^3 -265*x^2 -157992*x + 31557612)^3;
T[76,61]=(x^2 -445*x -203150)*(x^3 + 405*x^2 -223668*x -847124)*(x + 13)^2*(x^2 -313*x -200366)^2*(x^2 + 680*x + 29932)^2*(x + 358)^3*(x^3 -988*x^2 + 45701*x + 76875874)^3;
T[76,67]=(x^2 -645*x + 73308)*(x^3 -943*x^2 + 83536*x + 1169904)*(x + 856)^2*(x^2 + 939*x + 138612)^2*(x^2 -1223*x + 265728)^2*(x + 961)^3*(x^3 + 207*x^2 -59928*x -7515248)^3;
T[76,71]=(x^2 + 1712*x + 729436)*(x^3 -1052*x^2 -520668*x + 521792928)*(x -642)^2*(x^2 -406*x + 19792)^2*(x^2 -200*x -235572)^2*(x + 246)^3*(x^3 -846*x^2 + 172860*x + 1727928)^3;
T[76,73]=(x^2 + 990*x + 211233)*(x^3 + 580*x^2 -1118827*x -726527962)*(x + 487)^2*(x^2 -378*x -582151)^2*(x^2 -123*x + 3738)^2*(x -353)^3*(x^3 -627*x^2 -355485*x + 145581839)^3;
T[76,79]=(x^2 + 1274*x + 404944)*(x^3 + 1402*x^2 + 427568*x + 18139904)*(x + 700)^2*(x^2 -106*x -146048)^2*(x^2 -1350*x + 394232)^2*(x + 34)^3*(x^3 -382*x^2 -669888*x -56023488)^3;
T[76,83]=(x^2 + 90*x -105192)*(x^3 -1802*x^2 + 917424*x -91984992)*(x + 12)^2*(x^2 + 670*x -574632)^2*(x^2 -2226*x + 1237176)^2*(x -234)^3*(x^3 + 766*x^2 -35648*x -78728352)^3;
T[76,89]=(x^2 + 888*x + 144336)*(x^3 -1966*x^2 + 955656*x -47198784)*(x + 600)^2*(x^2 + 236*x -631104)^2*(x^2 + 870*x + 184800)^2*(x + 168)^3*(x^3 + 172*x^2 -844784*x -76923456)^3;
T[76,97]=(x^2 -710*x -1604528)*(x^3 -48*x^2 -418356*x -82010336)*(x -1424)^2*(x^2 + 1864*x + 613036)^2*(x^2 -1294*x + 228736)^2*(x -758)^3*(x^3 + 2450*x^2 + 1384544*x + 196438912)^3;

T[77,2]=(x -3)*(x^2 + 2*x -7)*(x^4 + 2*x^3 -27*x^2 -40*x + 112)*(x^4 + 4*x^3 -19*x^2 -56*x + 66)*(x^5 -x^4 -42*x^3 + 18*x^2 + 368*x + 352)*(x + 1)^2*(x^2 -2*x -2)^2;
T[77,3]=(x -4)*(x^4 + 12*x^3 -15*x^2 -370*x -60)*(x^4 -14*x^3 + 6*x^2 + 436*x -1016)*(x^5 -2*x^4 -97*x^3 + 124*x^2 + 2110*x -376)*(x^2 + 2*x -47)^2*(x + 2)^4;
T[77,5]=(x -12)*(x^2 + 4*x -68)*(x^4 -10*x^3 -240*x^2 + 2648*x -4016)*(x^4 + 18*x^3 -107*x^2 -2960*x -10852)*(x^5 + 24*x^4 -87*x^3 -2602*x^2 + 7308*x + 27432)*(x -16)^2*(x^2 -2*x -191)^2;
T[77,7]=(x^4 -20*x^3 + 738*x^2 -6860*x + 117649)*(x -7)^8*(x + 7)^10;
T[77,11]=(x^2 + 8*x + 1331)*(x + 11)^10*(x -11)^10;
T[77,13]=(x -38)*(x^2 + 80*x + 1568)*(x^4 -58*x^3 -4926*x^2 + 342428*x -4947656)*(x^4 + 134*x^3 + 1732*x^2 -324160*x -9904192)*(x^5 + 50*x^4 -5366*x^3 -205692*x^2 + 3437696*x -592704)*(x -28)^2*(x^2 -80*x + 400)^2;
T[77,17]=(x + 48)*(x^2 -48*x -7112)*(x^4 -4*x^3 -6186*x^2 + 257456*x -2705024)*(x^4 + 74*x^3 -2184*x^2 -258936*x -4708304)*(x^5 -222*x^4 + 6742*x^3 + 870524*x^2 -18247752*x -848713296)*(x -54)^2*(x^2 + 124*x + 3412)^2;
T[77,19]=(x + 70)*(x^2 + 96*x + 2232)*(x^4 -258*x^3 + 16188*x^2 + 161712*x -14423904)*(x^4 + 164*x^3 -15468*x^2 -3235808*x -85552320)*(x^5 -160*x^4 -5044*x^3 + 1019600*x^2 + 10523104*x -231728000)*(x + 110)^2*(x^2 -72*x -9504)^2;
T[77,23]=(x -12)*(x^2 + 56*x -1808)*(x^4 -8*x^3 -22392*x^2 + 1550464*x -17449856)*(x^4 -194*x^3 -2615*x^2 + 1706716*x -39720496)*(x^5 -54*x^4 -40855*x^3 + 1492040*x^2 + 395769128*x -11393959488)*(x -48)^2*(x^2 + 98*x -1487)^2;
T[77,29]=(x -126)*(x^2 -4*x -64796)*(x^4 + 396*x^3 + 40872*x^2 + 1623888*x + 22336464)*(x^4 + 108*x^3 -54832*x^2 -9416944*x -365881040)*(x^5 -14*x^4 -33328*x^3 + 531584*x^2 + 77829296*x -217521440)*(x + 110)^2*(x^2 -144*x -4224)^2;
T[77,31]=(x + 70)*(x^2 -60*x -39428)*(x^4 + 56*x^3 -31890*x^2 -1490896*x -11250248)*(x^4 + 412*x^3 -67551*x^2 -47868042*x -5207968724)*(x^5 + 34*x^4 -27361*x^3 -2074976*x^2 + 49531822*x + 5076110528)*(x -12)^2*(x^2 + 34*x -2063)^2;
T[77,37]=(x + 358)*(x^2 + 380*x + 34948)*(x^4 -84*x^3 -63516*x^2 + 647520*x + 11157312)*(x^4 -286*x^3 -67099*x^2 + 11524784*x + 1094639996)*(x^5 -1044*x^4 + 428429*x^3 -86520974*x^2 + 8609081984*x -338018607168)*(x + 246)^2*(x^2 -54*x + 537)^2;
T[77,41]=(x + 216)*(x^2 -112*x -60232)*(x^4 -52*x^3 -83706*x^2 + 14752640*x -659233664)*(x^4 + 18*x^3 -161160*x^2 -21925400*x -410971280)*(x^5 + 114*x^4 -89882*x^3 -1949092*x^2 + 1950205848*x -97487626768)*(x -182)^2*(x^2 -536*x + 71776)^2;
T[77,43]=(x -344)*(x^4 + 496*x^3 -9760*x^2 -15151104*x -998066176)*(x^4 -408*x^3 -90804*x^2 + 31826832*x + 1210397376)*(x^5 -672*x^4 -148644*x^3 + 161594512*x^2 -21506172288*x -326743954944)*(x -128)^2*(x + 316)^2*(x^2 + 60*x + 132)^2;
T[77,47]=(x -390)*(x^2 + 604*x + 15932)*(x^4 -8*x^3 -121650*x^2 -12296144*x -318931592)*(x^4 -62*x^3 -69460*x^2 -2211008*x + 463480064)*(x^5 + 292*x^4 -116226*x^3 -40538528*x^2 -510441216*x + 414600941568)*(x -324)^2*(x^2 + 272*x -24704)^2;
T[77,53]=(x -438)*(x^2 -676*x + 87332)*(x^4 + 828*x^3 + 110384*x^2 -9673648*x -394495824)*(x^4 -624*x^3 + 135948*x^2 -12426816*x + 403923072)*(x^5 + 710*x^4 -253796*x^3 -183313848*x^2 + 15677035136*x + 10851403442304)*(x + 162)^2*(x^2 + 492*x + 51108)^2;
T[77,59]=(x + 552)*(x^2 + 516*x + 35812)*(x^4 + 238*x^3 -501426*x^2 -150381524*x + 17599820728)*(x^4 + 1224*x^3 + 453897*x^2 + 50129942*x + 1674727140)*(x^5 -270*x^4 -591425*x^3 + 13927060*x^2 + 22008105630*x -360770783496)*(x -810)^2*(x^2 -634*x + 48217)^2;
T[77,61]=(x -830)*(x^2 + 296*x + 14704)*(x^4 + 350*x^3 -477336*x^2 -99355432*x -3730099088)*(x^4 + 162*x^3 -587718*x^2 -166886028*x + 6668930664)*(x^5 -138*x^4 -576714*x^3 + 105067492*x^2 + 42125981624*x + 2506564965968)*(x + 488)^2*(x^2 -840*x + 74832)^2;
T[77,67]=(x + 196)*(x^2 + 1152*x + 280576)*(x^4 -1340*x^3 -172104*x^2 + 658322080*x -140865466496)*(x^4 + 1498*x^3 + 511865*x^2 -114491588*x -57482107536)*(x^5 -1942*x^4 + 1438801*x^3 -503237748*x^2 + 82078251032*x -4961616838944)*(x -244)^2*(x^2 -754*x + 140929)^2;
T[77,71]=(x -648)*(x^2 + 1064*x + 112496)*(x^4 -2326*x^3 + 2014145*x^2 -770286636*x + 109860635344)*(x^4 -1788*x^3 + 761784*x^2 + 109888032*x -72982082688)*(x^5 + 278*x^4 -254719*x^3 -55857472*x^2 + 12581768824*x + 1058966690112)*(x + 768)^2*(x^2 + 678*x + 97593)^2;
T[77,73]=(x + 16)*(x^2 -168*x -232376)*(x^4 -1456*x^3 -388842*x^2 + 1133869160*x -322052228384)*(x^4 + 1630*x^3 + 730224*x^2 + 10761912*x -34532794928)*(x^5 + 338*x^4 -766890*x^3 -330221940*x^2 + 26357123000*x + 15144540953200)*(x + 702)^2*(x^2 + 400*x -617072)^2;
T[77,79]=(x -1352)*(x^2 + 368*x -532192)*(x^4 + 1020*x^3 + 17780*x^2 -213571040*x -48577598400)*(x^4 + 1324*x^3 + 71820*x^2 -346623968*x -59537293568)*(x^5 -576*x^4 -1498688*x^3 + 861698528*x^2 -113997093840*x -841495667968)*(x -440)^2*(x^2 -316*x -1266044)^2;
T[77,83]=(x -90)*(x^2 -1728*x + 621496)*(x^4 + 1920*x^3 + 375744*x^2 -540908288*x + 42421669632)*(x^4 -450*x^3 -383316*x^2 + 140617200*x + 21951092064)*(x^5 -1644*x^4 + 733688*x^3 -66187808*x^2 -6265456512*x + 729734179328)*(x + 1302)^2*(x^2 -468*x + 11556)^2;
T[77,89]=(x -1146)*(x^2 -1524*x + 472996)*(x^4 -1550*x^3 -957595*x^2 + 2403717940*x -926653158300)*(x^4 + 3072*x^3 + 2868408*x^2 + 704256000*x -109303561968)*(x^5 + 3656*x^4 + 4783993*x^3 + 2830195674*x^2 + 760648853100*x + 75449135393496)*(x -730)^2*(x^2 + 1842*x + 525489)^2;
T[77,97]=(x + 70)*(x^2 -1404*x + 399492)*(x^4 + 652*x^3 -1896360*x^2 -628130672*x + 868634650768)*(x^4 + 2202*x^3 + 1367933*x^2 + 87731360*x -78194289572)*(x^5 -692*x^4 -1063487*x^3 + 782405074*x^2 + 87542993620*x -94604344400216)*(x -294)^2*(x^2 -2194*x + 1141201)^2;

T[78,2]=(x^2 + 8)*(x^6 -2*x^5 + 9*x^4 -8*x^3 + 72*x^2 -128*x + 512)*(x^4 -2*x^3 + 3*x^2 -16*x + 64)*(x^2 + 5*x + 8)^2*(x^4 -x^3 + 12*x^2 -8*x + 64)^2*(x -2)^7*(x + 2)^7;
T[78,3]=(x^2 -4*x + 27)*(x^2 -3*x + 27)*(x^2 + x + 27)*(x^2 + 7*x + 27)^2*(x^4 -5*x^3 + 22*x^2 -135*x + 729)^2*(x -3)^9*(x + 3)^11;
T[78,5]=(x + 20)*(x -10)*(x -4)*(x + 18)^2*(x + 12)^2*(x -17)^2*(x -11)^2*(x + 16)^2*(x^2 -24*x + 88)^2*(x^3 -4*x^2 -252*x -864)^2*(x -6)^3*(x + 7)^4*(x^2 + 3*x -2)^4;
T[78,7]=(x -4)*(x + 32)*(x -28)*(x + 8)^2*(x -19)^2*(x -2)^2*(x + 35)^2*(x + 16)^2*(x^2 -56)^2*(x^3 -30*x^2 -288*x + 1984)^2*(x -20)^3*(x + 13)^4*(x^2 + 9*x -494)^4;
T[78,11]=(x -50)*(x -24)*(x -34)*(x -40)*(x + 36)^2*(x + 48)^2*(x -12)^2*(x^2 + 44*x -1532)^2*(x^3 + 16*x^2 -2256*x + 30336)^2*(x + 38)^3*(x -2)^3*(x + 26)^4*(x^2 -80*x + 988)^4;
T[78,13]=(x^2 -38*x + 2197)*(x + 13)^18*(x -13)^18;
T[78,17]=(x + 6)*(x -138)*(x -130)*(x + 51)^2*(x + 126)^2*(x + 19)^2*(x -66)^2*(x + 30)^2*(x^2 -164*x + 6500)^2*(x^3 + 146*x^2 + 6060*x + 71256)^2*(x + 78)^3*(x -77)^4*(x^2 -19*x -1138)^4;
T[78,19]=(x + 36)*(x -108)*(x + 72)*(x + 20)*(x + 120)*(x -74)^2*(x -20)^2*(x -90)^2*(x -94)^2*(x^2 -48*x + 520)^2*(x^3 -94*x^2 -14432*x + 779616)^2*(x + 16)^3*(x + 126)^4*(x^2 + 84*x -2588)^4;
T[78,23]=(x )*(x + 20)^2*(x^2 -8*x -32240)^2*(x^3 + 48*x^2 -20928*x + 534528)^2*(x + 72)^3*(x + 52)^4*(x -168)^4*(x^2 -196*x + 8992)^4*(x + 96)^6;
T[78,29]=(x + 18)*(x + 14)*(x + 282)*(x -242)*(x -82)*(x -246)^2*(x -30)^2*(x -6)^2*(x -18)^2*(x^2 -404*x + 32740)^2*(x^3 + 2*x^2 -10116*x -199176)^2*(x + 190)^3*(x + 82)^4*(x^2 + 44*x -38684)^4;
T[78,31]=(x -76)*(x + 176)*(x + 44)*(x + 152)*(x -164)*(x + 184)*(x + 88)^2*(x -20)^2*(x -292)^2*(x + 100)^2*(x + 214)^2*(x^2 -40*x -9064)^2*(x^3 -302*x^2 -17536*x + 7197248)^2*(x -196)^4*(x^2 + 86*x -3064)^4;
T[78,37]=(x + 258)*(x -110)*(x + 74)*(x + 306)*(x + 11)^2*(x -342)^2*(x + 441)^2*(x + 286)^2*(x^2 + 100*x -8476)^2*(x^3 -374*x^2 -36964*x + 7758104)^2*(x -254)^4*(x + 131)^4*(x^2 -209*x + 10814)^4;
T[78,41]=(x + 362)*(x -108)*(x -84)*(x + 126)*(x + 336)*(x -240)*(x -42)^2*(x -312)^2*(x + 280)^2*(x + 384)^2*(x + 390)^2*(x^2 -200*x -113704)^2*(x^3 -480*x^2 + 1716*x + 12919824)^2*(x -336)^4*(x^2 + 230*x + 11168)^4;
T[78,43]=(x -164)*(x + 356)*(x + 140)*(x + 188)*(x + 124)^2*(x -241)^2*(x + 52)^2*(x -373)^2*(x -76)^2*(x -524)^2*(x^2 + 616*x + 57008)^2*(x^3 + 260*x^2 -38096*x -3663168)^2*(x + 201)^4*(x^2 -287*x -66316)^4;
T[78,47]=(x -454)*(x + 204)*(x -94)*(x + 178)*(x + 452)*(x -254)*(x + 96)^2*(x -137)^2*(x -300)^2*(x + 41)^2*(x + 468)^2*(x^2 + 324*x + 11908)^2*(x^3 + 24*x^2 -168480*x + 18102528)^2*(x + 105)^4*(x^2 -435*x -14918)^4;
T[78,53]=(x + 450)*(x + 738)*(x -382)*(x -366)*(x + 232)^2*(x -468)^2*(x^2 + 164*x -194876)^2*(x^3 + 678*x^2 -42228*x -1471608)^2*(x -198)^4*(x + 432)^4*(x -558)^4*(x^2 + 118*x -344)^4;
T[78,59]=(x -550)*(x -120)*(x -464)*(x + 154)*(x -854)*(x -94)*(x -576)^2*(x + 386)^2*(x -530)^2*(x + 96)^2*(x + 660)^2*(x^2 -140*x -17500)^2*(x^3 + 1788*x^2 + 956112*x + 137423808)^2*(x + 294)^4*(x^2 + 368*x -31492)^4;
T[78,61]=(x + 14)*(x + 62)*(x + 110)*(x -614)*(x -358)*(x -34)*(x -64)^2*(x + 538)^2*(x -74)^2*(x -592)^2*(x + 826)^2*(x^2 -628*x -160348)^2*(x^3 -230*x^2 -44452*x + 6279512)^2*(x + 56)^4*(x^2 + 1058*x + 126416)^4;
T[78,67]=(x + 140)*(x -848)*(x -448)*(x + 656)*(x + 908)*(x + 700)*(x + 206)^2*(x + 160)^2*(x -38)^2*(x -884)^2*(x + 670)^2*(x^2 + 472*x -348904)^2*(x^3 -74*x^2 -409216*x + 4260896)^2*(x -478)^4*(x^2 -68*x -227596)^4;
T[78,71]=(x -926)*(x + 778)*(x -838)*(x -132)*(x -550)*(x + 748)*(x -55)^2*(x + 456)^2*(x + 420)^2*(x + 863)^2*(x -792)^2*(x^2 -428*x -52988)^2*(x^3 + 948*x^2 -12576*x -70464384)^2*(x -9)^4*(x^2 + 131*x -222494)^4;
T[78,73]=(x -1058)*(x -254)*(x -62)*(x + 970)*(x -614)*(x + 682)^2*(x -362)^2*(x + 838)^2*(x + 322)^2*(x^2 + 900*x + 121636)^2*(x^3 + 222*x^2 -943236*x + 22780552)^2*(x -218)^3*(x -98)^4*(x^2 -456*x -235316)^4;
T[78,79]=(x -1328)*(x + 352)*(x + 976)*(x -8)*(x -704)^2*(x + 520)^2*(x + 1096)^2*(x + 460)^2*(x -1016)^2*(x -776)^2*(x^2 + 432*x -61760)^2*(x^3 + 24*x^2 -78336*x + 7757824)^2*(x -1304)^4*(x^2 + 1008*x + 247216)^4;
T[78,83]=(x -552)*(x + 1008)*(x -186)*(x + 462)*(x -762)*(x -474)*(x -528)^2*(x + 492)^2*(x -420)^2*(x + 888)^2*(x^2 + 1388*x + 424292)^2*(x^3 + 796*x^2 + 189072*x + 13963968)^2*(x )^2*(x + 308)^4*(x^2 -1958*x + 817664)^4;
T[78,89]=(x + 1452)*(x + 444)*(x + 386)*(x -1224)*(x + 336)*(x -210)*(x -870)^2*(x + 934)^2*(x -810)^2*(x -1626)^2*(x + 1020)^2*(x^2 -960*x -275000)^2*(x^3 -1436*x^2 + 421284*x -30129888)^2*(x + 1190)^4*(x^2 + 720*x -510212)^4;
T[78,97]=(x + 562)*(x + 614)*(x + 1726)*(x -1022)*(x -1154)^2*(x -614)^2*(x + 346)^2*(x + 1154)^2*(x -110)^2*(x + 1294)^2*(x^2 + 532*x -606844)^2*(x^3 -3242*x^2 + 3465500*x -1218481048)^2*(x -70)^4*(x^2 + 928*x -881476)^4;

T[79,2]=(x^2 + x -4)*(x^5 + 3*x^4 -27*x^3 -51*x^2 + 182*x + 20)*(x^12 -4*x^11 -68*x^10 + 262*x^9 + 1631*x^8 -5739*x^7 -17428*x^6 + 48800*x^5 + 90878*x^4 -137547*x^3 -208662*x^2 + 6740*x + 6224);
T[79,3]=(x^5 + 8*x^4 -51*x^3 -442*x^2 + 480*x + 5216)*(x^12 -8*x^11 -232*x^10 + 1936*x^9 + 18065*x^8 -161144*x^7 -551322*x^6 + 5590808*x^5 + 6251704*x^4 -84383056*x^3 -1290080*x^2 + 455488064*x -299223424)*(x + 1)^2;
T[79,5]=(x^2 -153)*(x^5 + 41*x^4 + 432*x^3 -561*x^2 -14567*x + 27982)*(x^12 -39*x^11 -210*x^10 + 22973*x^9 -127089*x^8 -3898248*x^7 + 36604515*x^6 + 153681023*x^5 -2125362422*x^4 + 1838960915*x^3 + 26504209121*x^2 -65373595008*x + 23126692692);
T[79,7]=(x^2 -8*x -137)*(x^5 + 20*x^4 -543*x^3 -11710*x^2 -2636*x + 440576)*(x^12 -16*x^11 -2444*x^10 + 43622*x^9 + 1900639*x^8 -34916846*x^7 -563705140*x^6 + 9327831528*x^5 + 82173236176*x^4 -901949176896*x^3 -5806287290880*x^2 + 20796992537600*x + 111997352538112);
T[79,11]=(x^2 + 90*x + 1600)*(x^5 -5*x^4 -1841*x^3 -7724*x^2 + 431612*x + 489232)*(x^12 -91*x^11 -5210*x^10 + 597119*x^9 + 8211254*x^8 -1442457521*x^7 -1886476983*x^6 + 1533634543422*x^5 -4552549360684*x^4 -663328567031816*x^3 + 2426827665556960*x^2 + 92428370776935424*x -193089061052524544);
T[79,13]=(x^2 + 32*x -1801)*(x^5 + 15*x^4 -3692*x^3 + 825*x^2 + 2701213*x -27668710)*(x^12 -57*x^11 -11038*x^10 + 414027*x^9 + 42520611*x^8 -790083192*x^7 -55035116821*x^6 + 797717828185*x^5 + 24315967937614*x^4 -348074103703371*x^3 -1494799403258123*x^2 + 16784054126442072*x -27758018546026164);
T[79,17]=(x^2 + 28*x -1504)*(x^5 + 212*x^4 + 14476*x^3 + 268696*x^2 -6346304*x -192937888)*(x^12 -338*x^11 + 24228*x^10 + 2870904*x^9 -351948144*x^8 -8968874848*x^7 + 1689112739584*x^6 + 19236626334592*x^5 -3671498860353536*x^4 -48760823936017408*x^3 + 3017620174616531968*x^2 + 65482676958935678976*x + 293682397806468907008);
T[79,19]=(x^2 -68*x -1292)*(x^5 + 229*x^4 + 7501*x^3 -1106488*x^2 -60669200*x -246199168)*(x^12 -67*x^11 -20766*x^10 + 770473*x^9 + 159350258*x^8 -834546151*x^7 -477250532347*x^6 -9451484099968*x^5 + 363227591664276*x^4 + 16810953108945328*x^3 + 246732623787349408*x^2 + 1467235237744033664*x + 2772330497312278016);
T[79,23]=(x^2 + 300*x + 20052)*(x^5 -65*x^4 -38671*x^3 + 1694056*x^2 + 315027108*x -16657937920)*(x^12 -x^11 -104002*x^10 -501805*x^9 + 4135576974*x^8 + 52567824643*x^7 -80878036268463*x^6 -1622403397574256*x^5 + 806009474900107684*x^4 + 19932580330127023664*x^3 -3680738080005118158032*x^2 -84797182662369493279104*x + 5102727546494422176231104);
T[79,29]=(x^2 -144*x + 832)*(x^5 + 366*x^4 + 47888*x^3 + 2682104*x^2 + 61404944*x + 483077248)*(x^12 -522*x^11 + 31138*x^10 + 19442812*x^9 -2178676408*x^8 -259763244704*x^7 + 34830430708800*x^6 + 1414719018472832*x^5 -220659628826786432*x^4 -1848808206131652352*x^3 + 541455495380352531968*x^2 -4099770308085424625664*x -274066528002744660246528);
T[79,31]=(x^2 -344*x + 25232)*(x^5 + 283*x^4 + 7287*x^3 -1977672*x^2 -8978228*x + 226694240)*(x^12 + 471*x^11 -72276*x^10 -68163885*x^9 -5447258064*x^8 + 2655621756987*x^7 + 496352862061315*x^6 -8670497839425784*x^5 -7652770701375758888*x^4 -391814889767010465728*x^3 + 23216910129936370938736*x^2 + 1926689226400608932106944*x + 13651355309840194717347328);
T[79,37]=(x^2 + 474*x + 52344)*(x^5 -810*x^4 + 201624*x^3 -9182104*x^2 -2315865872*x + 208306939840)*(x^12 + 396*x^11 -152142*x^10 -78180000*x^9 + 1165031576*x^8 + 3931554104160*x^7 + 408626380961408*x^6 -14152561564578752*x^5 -2587737580860963200*x^4 -24153899664107070464*x^3 + 2598963503331663815168*x^2 + 33175579579921895351296*x + 93318482143761231511552);
T[79,41]=(x^2 -6*x -8984)*(x^5 + 1032*x^4 + 268836*x^3 -17511000*x^2 -8370322528*x + 413726804320)*(x^12 -1388*x^11 + 558392*x^10 + 63758416*x^9 -107742055328*x^8 + 27655320371584*x^7 -1299063694424640*x^6 -435765731779248000*x^5 + 44484945931079004416*x^4 + 2448393075141025618944*x^3 -233358644743393798083584*x^2 -12050025332850091395856384*x -81611742195048519580909568);
T[79,43]=(x^2 -380*x -78208)*(x^5 + 368*x^4 -133120*x^3 -26426040*x^2 + 3487310912*x + 180778938496)*(x^12 + 134*x^11 -312142*x^10 -1338100*x^9 + 28800883824*x^8 -2070962028096*x^7 -878581666772864*x^6 + 104210222707135296*x^5 + 5764202971121326976*x^4 -1075168455322227314176*x^3 + 19150021841636933142528*x^2 + 887513827694200955084800*x -4608771944083632885465088);
T[79,47]=(x^2 + 476*x -49453)*(x^5 -290*x^4 -589723*x^3 + 171556460*x^2 + 77037130788*x -23454187457920)*(x^12 -870*x^11 + 49756*x^10 + 133447594*x^9 -27688882065*x^8 -5383065877012*x^7 + 1621491154101172*x^6 + 47756444550473408*x^5 -30160456218875153392*x^4 + 583843178041018722240*x^3 + 174545215137036982006464*x^2 -6669631280219083196147712*x -57254086144533075889211392);
T[79,53]=(x^2 -164*x -76)*(x^5 + 1102*x^4 + 37412*x^3 -255785664*x^2 -63835613184*x -3562060052480)*(x^12 -26*x^11 -1136378*x^10 -136803540*x^9 + 468863150304*x^8 + 119801119511072*x^7 -75409639506911296*x^6 -31207725914784838720*x^5 + 1732195218605226902528*x^4 + 2466285394436433081517056*x^3 + 409808829466918395944253952*x^2 + 20518976091500647841936959488*x -114000301745069445799478042624);
T[79,59]=(x^2 + 474*x -306203)*(x^5 -104*x^4 -480619*x^3 -14186686*x^2 + 59221729536*x + 8572254075776)*(x^12 -1904*x^11 + 516448*x^10 + 949150980*x^9 -498199423859*x^8 -158090579203308*x^7 + 106157148472157754*x^6 + 15839019445366767520*x^5 -9260122171595408712336*x^4 -1289553432675965574986768*x^3 + 271544129093119120837131616*x^2 + 51188469956841226405194296640*x + 1947836554683909884501806875264);
T[79,61]=(x^2 + 1338*x + 440064)*(x^5 -1128*x^4 + 164252*x^3 + 74836256*x^2 -15344985408*x + 725347183616)*(x^12 -1554*x^11 + 11426*x^10 + 1159252940*x^9 -594297627256*x^8 -93288673478688*x^7 + 149235511835212480*x^6 -35331957441039916096*x^5 -1461690822405165162368*x^4 + 1501202646008293028659968*x^3 -119996174481453697305020416*x^2 -11439700753492242916787671040*x + 1323798026787934656092235923456);
T[79,67]=(x^2 -406*x + 40376)*(x^5 -281*x^4 -293315*x^3 + 131557568*x^2 -16085955776*x + 430497797120)*(x^12 -1107*x^11 -1288072*x^10 + 1447243731*x^9 + 566552606732*x^8 -576886421168845*x^7 -126834963645023657*x^6 + 70448478972868028218*x^5 + 16079639491261934889904*x^4 + 413455159635847455459664*x^3 -47200668449977023621160512*x^2 -1298985075525109195566213120*x -3052858349327135588083961856);
T[79,71]=(x^2 + 1092*x + 103483)*(x^5 + 1014*x^4 -187819*x^3 -334039148*x^2 -30503979436*x + 7035259550048)*(x^12 -890*x^11 -2518012*x^10 + 1992345050*x^9 + 2265334899935*x^8 -1433352699390520*x^7 -947378515226632836*x^6 + 416680048771501782024*x^5 + 178716287805835430023408*x^4 -51485865748789688215471424*x^3 -13787911535995180352182777408*x^2 + 2257382709876763817170064558592*x + 285024707106376751566816781945856);
T[79,73]=(x^2 -696*x -261396)*(x^5 + 2133*x^4 + 1434181*x^3 + 292380342*x^2 -13248422468*x -6467642997224)*(x^12 -1047*x^11 -1474652*x^10 + 1508841973*x^9 + 700631832644*x^8 -715147554529683*x^7 -132864841389462253*x^6 + 145231245861623395268*x^5 + 8457083331437014436144*x^4 -12723431748101026193140416*x^3 + 130390242491878595436173008*x^2 + 395942446834070505248957604992*x -20974904400098079367300312582912);
T[79,79]=(x -79)^7*(x + 79)^12;
T[79,83]=(x^2 -1370*x + 452888)*(x^5 + 60*x^4 -1254428*x^3 -117093248*x^2 + 315866633472*x + 33248952683264)*(x^12 + 1294*x^11 -2391772*x^10 -4045880536*x^9 + 439976003552*x^8 + 3315865659691648*x^7 + 1433562755844975104*x^6 -379408010530562140160*x^5 -392397345466146311307264*x^4 -67583544708086801324277760*x^3 + 9209360519950882864449191936*x^2 + 3334942267631387673577245376512*x + 194710633898461073533654032973824);
T[79,89]=(x^2 + 1374*x + 288097)*(x^5 + 1315*x^4 -241880*x^3 -568305631*x^2 -67132318763*x + 13507778336894)*(x^12 -3491*x^11 + 184774*x^10 + 11430548123*x^9 -9527547895243*x^8 -10526144940284600*x^7 + 14314056726548084847*x^6 + 1717114016370958845539*x^5 -7191526028344918579305878*x^4 + 1355881739131780049054490941*x^3 + 1099166676638051649519945641891*x^2 -398729221369347506047031450428680*x + 35011598762848989350726366990652592);
T[79,97]=(x^2 + 146*x -1586483)*(x^5 -605*x^4 -1931596*x^3 + 793302949*x^2 + 593654503777*x -131504260814606)*(x^12 -335*x^11 -6570770*x^10 + 1906179931*x^9 + 14496420164285*x^8 -2916831061210832*x^7 -13157147574589056293*x^6 + 1831975909281887141735*x^5 + 4520196987105026719759522*x^4 -696363129367958734251066043*x^3 -409454370342553650873401443981*x^2 + 72182155842514147676613102683904*x + 2406191193408651747357281718619772);

T[80,2]=(x -2)*(x^2 + 4*x + 8)*(x )^27;
T[80,3]=(x + 10)*(x -6)*(x -8)*(x + 2)*(x + 6)^2*(x -10)^2*(x + 8)^4*(x -2)^5*(x + 4)^6*(x -4)^7;
T[80,5]=(x^2 + 2*x + 125)^3*(x + 5)^12*(x -5)^12;
T[80,7]=(x -4)*(x -34)*(x + 6)*(x -18)*(x + 24)^2*(x + 34)^2*(x + 18)^2*(x -16)^3*(x + 16)^4*(x + 4)^4*(x -24)^4*(x -6)^5;
T[80,11]=(x + 12)*(x -60)*(x + 32)*(x + 36)*(x -44)^2*(x -36)^2*(x + 60)^3*(x + 16)^3*(x -16)^3*(x + 44)^4*(x -12)^4*(x -32)^5;
T[80,13]=(x + 6)^3*(x -58)^3*(x + 42)^3*(x -86)^4*(x + 58)^5*(x + 38)^6*(x -22)^6;
T[80,17]=(x + 70)^3*(x + 6)^3*(x + 110)^3*(x -18)^4*(x -66)^5*(x -50)^6*(x -26)^6;
T[80,19]=(x -124)*(x + 4)*(x -116)*(x + 116)^2*(x -4)^2*(x + 124)^2*(x + 44)^3*(x + 100)^5*(x -100)^6*(x -44)^7;
T[80,23]=(x + 48)*(x -134)*(x + 16)*(x + 132)*(x -78)*(x + 42)*(x -56)^2*(x + 134)^2*(x -42)^2*(x -16)^2*(x -48)^3*(x -132)^4*(x + 56)^4*(x + 78)^5;
T[80,29]=(x + 242)^3*(x -142)^3*(x + 186)^4*(x + 90)^5*(x + 50)^6*(x -198)^9;
T[80,31]=(x + 176)*(x + 152)*(x + 100)*(x -188)*(x -108)*(x + 240)*(x -100)^2*(x -240)^2*(x -160)^2*(x + 188)^2*(x -176)^3*(x -152)^4*(x + 160)^4*(x + 108)^5;
T[80,37]=(x + 258)^3*(x -202)^3*(x + 438)^3*(x -254)^4*(x + 34)^5*(x -266)^6*(x + 162)^6;
T[80,41]=(x -442)^3*(x -54)^3*(x + 138)^3*(x -186)^4*(x + 438)^5*(x + 198)^6*(x -22)^6;
T[80,43]=(x + 442)*(x + 66)*(x -292)*(x + 178)*(x + 32)*(x -100)*(x -178)^2*(x + 292)^2*(x + 52)^2*(x -66)^2*(x + 100)^3*(x -52)^4*(x -32)^4*(x -442)^5;
T[80,47]=(x + 392)*(x + 168)*(x + 22)*(x + 38)*(x -204)*(x -514)*(x -38)^2*(x -392)^2*(x -22)^2*(x + 528)^2*(x -168)^3*(x + 204)^4*(x -528)^4*(x + 514)^5;
T[80,53]=(x -162)^3*(x -142)^3*(x -738)^3*(x + 498)^4*(x -222)^5*(x -2)^6*(x + 242)^6;
T[80,59]=(x -268)*(x + 564)*(x -348)*(x + 500)*(x + 420)*(x -252)*(x + 268)^2*(x + 348)^2*(x -668)^2*(x -564)^2*(x + 252)^3*(x + 668)^4*(x -420)^4*(x -500)^5;
T[80,61]=(x + 570)^3*(x -250)^3*(x + 262)^3*(x + 58)^4*(x -902)^5*(x + 518)^6*(x -550)^6;
T[80,67]=(x + 126)*(x -554)*(x -1036)*(x -1024)*(x + 422)*(x + 692)*(x + 554)^2*(x -422)^2*(x + 188)^2*(x -692)^2*(x + 1036)^3*(x + 1024)^4*(x -188)^4*(x -126)^5;
T[80,71]=(x + 140)*(x + 412)*(x -852)*(x + 432)*(x -140)^2*(x + 168)^2*(x + 728)^2*(x + 852)^2*(x -432)^4*(x -728)^4*(x -168)^5*(x -412)^5;
T[80,73]=(x -306)^3*(x -882)^3*(x + 134)^3*(x -506)^4*(x -362)^5*(x -154)^6*(x + 878)^6;
T[80,79]=(x -456)*(x + 600)*(x -1160)*(x + 784)*(x -160)*(x + 272)*(x -784)^2*(x + 456)^2*(x -656)^2*(x + 1160)^2*(x -272)^3*(x + 160)^4*(x + 656)^4*(x -600)^5;
T[80,83]=(x + 72)*(x + 564)*(x + 948)*(x + 434)*(x + 642)*(x + 282)*(x -642)^2*(x -434)^2*(x -564)^2*(x + 236)^2*(x -948)^3*(x -72)^4*(x -236)^4*(x -282)^5;
T[80,89]=(x -1034)^3*(x + 726)^3*(x + 854)^3*(x + 1014)^4*(x -810)^5*(x -714)^6*(x + 150)^6;
T[80,97]=(x -1378)^3*(x + 382)^3*(x + 766)^4*(x -1106)^5*(x -386)^6*(x + 478)^9;

T[81,2]=(x^2 + 3*x -12)*(x^2 + 3*x -6)*(x^2 -3*x -12)*(x^2 -3)*(x^2 -3*x -6)*(x + 3)^2*(x -3)^2*(x^2 -18)^2*(x )^3;
T[81,3]=(x )^21;
T[81,5]=(x^2 -15*x + 48)*(x^2 + 12*x -21)*(x^2 + 15*x + 48)*(x^2 -12*x -21)*(x^2 -147)*(x + 15)^2*(x -15)^2*(x^2 -288)^2*(x )^3;
T[81,7]=(x + 22)^2*(x^2 -10*x -488)^2*(x^2 -7*x -62)^2*(x -20)^3*(x + 25)^4*(x -11)^4;
T[81,11]=(x^2 -42*x + 384)*(x^2 + 66*x + 561)*(x^2 -3468)*(x^2 -66*x + 561)*(x^2 + 42*x + 384)*(x -15)^2*(x + 15)^2*(x^2 -288)^2*(x )^3;
T[81,13]=(x + 49)^2*(x^2 -64*x + 511)^2*(x^2 + 11*x -1826)^2*(x + 70)^3*(x -29)^4*(x -20)^4;
T[81,17]=(x^2 -1323)*(x^2 + 99*x + 1782)*(x^2 -99*x + 1782)*(x^2 + 18*x -8127)*(x^2 -18*x -8127)*(x + 72)^2*(x -72)^2*(x^2 -2592)^2*(x )^3;
T[81,19]=(x + 70)^2*(x^2 -130*x -392)^2*(x^2 + 77*x -4532)^2*(x -56)^3*(x -2)^4*(x -29)^4;
T[81,23]=(x^2 + 114*x -3648)*(x^2 -588)*(x^2 -33*x -2706)*(x^2 -114*x -3648)*(x^2 + 33*x -2706)*(x + 114)^2*(x -114)^2*(x^2 -7200)^2*(x )^3;
T[81,29]=(x^2 + 51*x + 642)*(x^2 + 240*x + 4767)*(x^2 -240*x + 4767)*(x^2 -51*x + 642)*(x^2 -77763)*(x + 30)^2*(x -30)^2*(x^2 -73728)^2*(x )^3;
T[81,31]=(x + 112)^2*(x^2 + 8*x -32816)^2*(x^2 -43*x + 388)^2*(x -308)^3*(x + 268)^4*(x -101)^4;
T[81,37]=(x -281)^2*(x^2 -184*x + 3847)^2*(x^2 + 50*x -23432)^2*(x -110)^3*(x + 430)^4*(x -83)^4;
T[81,41]=(x^2 + 672*x + 101724)*(x^2 + 132*x -74877)*(x^2 -132*x -74877)*(x^2 -2352)*(x^2 -672*x + 101724)*(x + 30)^2*(x -30)^2*(x^2 -73728)^2*(x )^3;
T[81,43]=(x -50)^2*(x^2 -370*x + 33712)^2*(x^2 -88*x + 1639)^2*(x + 520)^3*(x -110)^4*(x + 232)^4;
T[81,47]=(x^2 + 276*x + 18816)*(x^2 + 399*x -28518)*(x^2 -276*x + 18816)*(x^2 -399*x -28518)*(x^2 -58800)*(x + 330)^2*(x -330)^2*(x^2 -152352)^2*(x )^3;
T[81,53]=(x^2 + 54*x -215784)*(x^2 -139968)*(x^2 -54*x -215784)*(x -621)^2*(x + 621)^2*(x + 162)^2*(x -162)^2*(x^2 -93312)^2*(x )^3;
T[81,59]=(x^2 -9408)*(x^2 + 204*x -110208)*(x^2 -798*x + 6609)*(x^2 + 798*x + 6609)*(x^2 -204*x -110208)*(x + 660)^2*(x -660)^2*(x^2 -83232)^2*(x )^3;
T[81,61]=(x + 679)^2*(x^2 -208*x -260561)^2*(x^2 -439*x -42776)^2*(x -182)^3*(x -767)^4*(x + 376)^4;
T[81,67]=(x + 274)^2*(x^2 -988*x + 208099)^2*(x^2 -802*x + 74104)^2*(x + 880)^3*(x + 511)^4*(x + 250)^4;
T[81,71]=(x^2 -1368*x + 296784)*(x^2 -126*x -181224)*(x^2 + 1368*x + 296784)*(x^2 + 126*x -181224)*(x^2 -199692)*(x -360)^2*(x + 360)^2*(x^2 -508032)^2*(x )^3;
T[81,73]=(x + 511)^2*(x^2 + 455*x -435398)^2*(x^2 + 374*x -131243)^2*(x -1190)^3*(x -137)^4*(x -785)^4;
T[81,79]=(x + 526)^2*(x^2 + 803*x -626516)^2*(x^2 -1378*x + 474208)^2*(x -884)^3*(x + 475)^4*(x -488)^4;
T[81,83]=(x^2 + 1164*x + 196224)*(x^2 + 813*x + 70788)*(x^2 -813*x + 70788)*(x^2 -1164*x + 196224)*(x^2 -150528)*(x + 489)^2*(x -489)^2*(x^2 -332928)^2*(x )^3;
T[81,89]=(x^2 + 396*x -3564)*(x^2 -954*x -593271)*(x^2 -396*x -3564)*(x^2 + 954*x -593271)*(x^2 -1323)*(x -450)^2*(x + 450)^2*(x^2 -64800)^2*(x )^3;
T[81,97]=(x -1778)^2*(x^2 -736*x + 49591)^2*(x^2 + 872*x + 138796)^2*(x + 1330)^3*(x + 1105)^4*(x -821)^4;

T[82,2]=(x^6 + 3*x^5 + 19*x^4 + 45*x^3 + 152*x^2 + 192*x + 512)*(x^14 -x^13 + 7*x^12 -15*x^11 + 104*x^10 -224*x^9 + 640*x^8 -2176*x^7 + 5120*x^6 -14336*x^5 + 53248*x^4 -61440*x^3 + 229376*x^2 -262144*x + 2097152)*(x -2)^5*(x + 2)^5;
T[82,3]=(x -10)*(x + 4)*(x^2 -2*x -26)*(x^3 + 2*x^2 -46*x + 94)*(x^3 + 4*x^2 -38*x -74)*(x^3 + 8*x^2 -4*x -14)^2*(x^7 -4*x^6 -136*x^5 + 478*x^4 + 4782*x^3 -7936*x^2 -57348*x -31928)^2;
T[82,5]=(x + 6)*(x + 18)*(x^2 -8*x -32)*(x^3 -18*x^2 + 24*x + 452)*(x^3 + 2*x^2 -440*x -1468)*(x^3 + 10*x^2 -36*x + 28)^2*(x^7 -10*x^6 -472*x^5 + 3676*x^4 + 74996*x^3 -362184*x^2 -4145568*x + 5811008)^2;
T[82,7]=(x + 10)*(x + 2)*(x^2 -2*x -2)*(x^3 -36*x^2 -18*x + 6922)*(x^3 + 26*x^2 -222*x -6862)*(x^3 + 50*x^2 + 456*x -1186)^2*(x^7 -48*x^6 -388*x^5 + 40070*x^4 -192326*x^3 -6957748*x^2 + 35805564*x + 217277488)^2;
T[82,11]=(x + 52)*(x + 54)*(x^2 -70*x + 142)*(x^3 + 34*x^2 -1398*x -19098)*(x^3 -52*x^2 + 326*x + 6166)*(x^3 + 38*x^2 -420*x -15406)^2*(x^7 -34*x^6 -2508*x^5 + 110814*x^4 -209482*x^3 -24094808*x^2 + 22347676*x + 1089373224)^2;
T[82,13]=(x -28)*(x + 82)*(x^2 -64*x + 256)*(x^3 -46*x^2 -316*x + 14104)*(x^3 + 130*x^2 + 4404*x + 36216)*(x^3 -30*x^2 -3852*x + 60088)^2*(x^7 + 60*x^6 -9704*x^5 -636240*x^4 + 24746832*x^3 + 1867347392*x^2 -11148462080*x -1344939417600)^2;
T[82,17]=(x -42)*(x -14)*(x^2 -148*x + 3748)*(x^3 + 214*x^2 + 12492*x + 174664)*(x^3 -18*x^2 -6420*x + 111656)*(x^3 -42*x^2 -6068*x + 298312)^2*(x^7 + 82*x^6 -17372*x^5 -1533560*x^4 + 33244208*x^3 + 4546607456*x^2 + 80768220352*x + 359921618304)^2;
T[82,19]=(x + 16)*(x -134)*(x^2 -22*x -5954)*(x^3 + 28*x^2 -4266*x -98030)*(x^3 + 86*x^2 + 270*x -8598)*(x^3 + 148*x^2 + 1200*x -158858)^2*(x^7 -144*x^6 -26948*x^5 + 4708014*x^4 + 43392270*x^3 -30947952320*x^2 + 1232568437644*x -10579181757624)^2;
T[82,23]=(x -48)*(x + 36)*(x^2 -132*x + 3768)*(x^3 + 216*x^2 + 7360*x -328736)*(x^3 + 168*x^2 -34320*x -5784736)*(x^3 -52*x^2 -19616*x + 1456736)^2*(x^7 -204*x^6 -18856*x^5 + 4237024*x^4 + 117899456*x^3 -20336796672*x^2 -539299833344*x + 5799910821888)^2;
T[82,29]=(x + 160)*(x -30)*(x^2 + 48*x -5232)*(x^3 + 294*x^2 -42788*x -12498440)*(x^3 -10*x^2 -20052*x + 323352)*(x^3 + 54*x^2 -16100*x + 418264)^2*(x^7 -68*x^6 -127576*x^5 + 14211584*x^4 + 3426728976*x^3 -677360438656*x^2 + 36725787219712*x -503094100381696)^2;
T[82,31]=(x + 136)*(x -132)*(x^2 + 100*x -48200)*(x^3 + 300*x^2 -27744*x -9746656)*(x^3 -308*x^2 -6672*x + 2057248)*(x^3 + 464*x^2 + 58560*x + 2155104)^2*(x^7 -696*x^6 + 164712*x^5 -11748832*x^4 -881889472*x^3 + 126754484480*x^2 + 534052076032*x -298979937161216)^2;
T[82,37]=(x + 294)*(x -2)*(x^2 + 352*x + 29248)*(x^3 -126*x^2 -116616*x -8668388)*(x^3 -50*x^2 -122424*x + 2052252)*(x^3 + 126*x^2 -10020*x -53804)^2*(x^7 -730*x^6 + 139480*x^5 + 24744068*x^4 -14647604428*x^3 + 2491458236808*x^2 -192960213630624*x + 5810127077428416)^2;
T[82,41]=(x -41)^13*(x + 41)^17;
T[82,43]=(x -200)*(x -356)*(x^2 + 16*x -97136)*(x^3 -288*x^2 -47552*x + 6665776)*(x^3 + 68*x^2 -108096*x + 8873136)*(x^3 + 204*x^2 -142728*x -32636368)^2*(x^7 -368*x^6 -301808*x^5 + 141548080*x^4 + 8181501984*x^3 -10582056704640*x^2 + 1380943189365248*x -43272910337652736)^2;
T[82,47]=(x -42)*(x + 30)*(x^2 -306*x + 23046)*(x^3 + 408*x^2 -25862*x -1360394)*(x^3 + 402*x^2 -96870*x -40161802)*(x^3 -424*x^2 -22472*x + 17543834)^2*(x^7 + 26*x^6 -236780*x^5 + 5550018*x^4 + 14894851714*x^3 -1074896050036*x^2 -132550860710356*x + 10122560081916432)^2;
T[82,53]=(x -390)*(x + 548)*(x^2 -384*x -119088)*(x^3 -326*x^2 -83716*x + 25741544)*(x^3 + 74*x^2 -5172*x -281592)*(x^3 -438*x^2 -346340*x + 85879048)^2*(x^7 + 892*x^6 -62800*x^5 -238392912*x^4 -46797561808*x^3 + 10458228051520*x^2 + 3876948294875392*x + 299031005866466304)^2;
T[82,59]=(x -252)*(x + 444)*(x^2 -604*x + 59992)*(x^3 -484*x^2 -175136*x -9536544)*(x^3 + 236*x^2 -39664*x -8548320)*(x^3 + 48*x^2 -190800*x + 28298592)^2*(x^7 + 916*x^6 -123208*x^5 -233985696*x^4 -47491257408*x^3 -531465445888*x^2 + 505521966148096*x + 28479386482163712)^2;
T[82,61]=(x -38)*(x + 494)*(x^2 + 164*x -70076)*(x^3 -786*x^2 + 73260*x -850824)*(x^3 + 118*x^2 -613076*x + 141884376)*(x^3 -74*x^2 -593524*x + 33968088)^2*(x^7 + 450*x^6 -235812*x^5 -183652824*x^4 -40851480640*x^3 -3296787753600*x^2 + 10292052238592*x + 9498640387486464)^2;
T[82,67]=(x + 610)*(x + 616)*(x^2 -834*x + 167814)*(x^3 -324*x^2 -218034*x -4836646)*(x^3 -290*x^2 -570094*x -90764518)*(x^3 + 874*x^2 -185092*x -208397554)^2*(x^7 + 142*x^6 -642332*x^5 + 65653938*x^4 + 112929359326*x^3 -35666201486416*x^2 + 2884417851730348*x + 5868184351378472)^2;
T[82,71]=(x + 42)*(x -738)*(x^2 -510*x + 64350)*(x^3 -1426*x^2 + 499246*x + 6029706)*(x^3 + 808*x^2 + 77198*x -37820406)*(x^3 + 1140*x^2 + 293476*x + 9118614)^2*(x^7 -390*x^6 -1391616*x^5 + 443320258*x^4 + 559373970554*x^3 -111811019797612*x^2 -62722205428135828*x -2757114227142688416)^2;
T[82,73]=(x -110)*(x + 1010)*(x^2 + 1092*x -86376)*(x^3 + 198*x^2 -490592*x -7563428)*(x^3 -654*x^2 -607272*x + 347428604)*(x^3 -1038*x^2 + 111436*x + 57058708)^2*(x^7 -882*x^6 -490176*x^5 + 366465940*x^4 + 97669252004*x^3 -38660731216696*x^2 -7871564940677120*x + 327134913183527168)^2;
T[82,79]=(x + 834)*(x -950)*(x^2 + 18*x -877962)*(x^3 + 440*x^2 -1178358*x -102156030)*(x^3 + 102*x^2 -311670*x + 52849058)*(x^3 + 2760*x^2 + 2532568*x + 772481422)^2*(x^7 -2890*x^6 + 2502740*x^5 -404172954*x^4 -340489735902*x^3 + 141593598053428*x^2 -18014507230596692*x + 709712543616204176)^2;
T[82,83]=(x + 1436)*(x -900)*(x^2 + 144*x -197616)*(x^3 -232*x^2 -229248*x -27017472)*(x^3 + 296*x^2 -184256*x -39520768)*(x^3 -136*x^2 -1364672*x -520782976)^2*(x^7 -1368*x^6 -868528*x^5 + 1619985024*x^4 -61918829696*x^3 -440419564711424*x^2 + 102896348923426816*x + 3618080979671425024)^2;
T[82,89]=(x -474)*(x -138)*(x^2 + 68*x -1861676)*(x^3 -1538*x^2 -417476*x + 960186792)*(x^3 -2130*x^2 + 1453852*x -312563160)*(x^3 + 1446*x^2 + 647116*x + 88757928)^2*(x^7 + 2006*x^6 + 452612*x^5 -968272360*x^4 -391846554768*x^3 + 42966566995104*x^2 + 175172262213056*x -12035202380657024)^2;
T[82,97]=(x -1598)*(x -170)*(x^2 + 1180*x + 106132)*(x^3 + 762*x^2 -116180*x -24401096)*(x^3 + 770*x^2 -3001716*x -2900716968)*(x^3 -262*x^2 -1523124*x + 869315832)^2*(x^7 + 1950*x^6 -1232588*x^5 -2262993896*x^4 + 958171398448*x^3 + 101509360477088*x^2 -33390013908232256*x + 1490479386278373504)^2;

T[83,2]=(x^13 -5*x^12 -76*x^11 + 374*x^10 + 2129*x^9 -9943*x^8 -28670*x^7 + 114750*x^6 + 217892*x^5 -592028*x^4 -924024*x^3 + 1105912*x^2 + 1639520*x -6976)*(x^7 + 5*x^6 -22*x^5 -106*x^4 + 157*x^3 + 565*x^2 -400*x -8);
T[83,3]=(x^13 -7*x^12 -240*x^11 + 1772*x^10 + 19634*x^9 -157278*x^8 -584515*x^7 + 5672269*x^6 + 1485599*x^5 -65851179*x^4 + 106610331*x^3 -11041117*x^2 -40739434*x + 2267708)*(x^7 + 11*x^6 -42*x^5 -780*x^4 -1533*x^3 + 5373*x^2 + 12446*x + 1372);
T[83,5]=(x^13 -33*x^12 -623*x^11 + 29804*x^10 + 17542*x^9 -9176084*x^8 + 50439504*x^7 + 1103448136*x^6 -9670030976*x^5 -44810382624*x^4 + 566818942976*x^3 + 9433811456*x^2 -7259764882944*x -742987149824)*(x^7 + 17*x^6 -239*x^5 -4240*x^4 + 15246*x^3 + 256332*x^2 -332024*x -1020208);
T[83,7]=(x^13 -52*x^12 -1238*x^11 + 102807*x^10 -433348*x^9 -59198700*x^8 + 935036641*x^7 + 6234737162*x^6 -261920427475*x^5 + 2156826480885*x^4 -2731117658975*x^3 -46056307532329*x^2 + 206500493789538*x -198634180601741)*(x^7 + 46*x^6 + 118*x^5 -14529*x^4 -72345*x^3 + 1049662*x^2 + 3395946*x -12803475);
T[83,11]=(x^13 -7*x^12 -9948*x^11 + 15000*x^10 + 35721390*x^9 + 41256014*x^8 -58000564391*x^7 -89580290847*x^6 + 43795405258143*x^5 + 17228720484141*x^4 -13242269585428097*x^3 + 21511598383413039*x^2 + 759771735267891982*x + 1881131958704887316)*(x^7 + 59*x^6 -3014*x^5 -133264*x^4 + 3053095*x^3 + 60593745*x^2 -550981578*x + 6603516);
T[83,13]=(x^13 -237*x^12 + 10525*x^11 + 1674616*x^10 -186635058*x^9 + 3012567180*x^8 + 385186134176*x^7 -19412839919128*x^6 + 180020973580736*x^5 + 5630262535753184*x^4 -89007855020563712*x^3 -194565697508091392*x^2 + 2501417943714467328*x + 4048585073471614464)*(x^7 + 205*x^6 + 14977*x^5 + 430912*x^4 + 1946870*x^3 -90058852*x^2 -602301000*x + 5641361712);
T[83,17]=(x^13 + 12*x^12 -43090*x^11 -518561*x^10 + 664568566*x^9 + 8048135854*x^8 -4328329076685*x^7 -48069254699440*x^6 + 10629212522367335*x^5 + 52423784942635495*x^4 -6672427069935076867*x^3 + 16078948663010239359*x^2 + 582989392873369025892*x + 1583722264972652055121)*(x^7 + 148*x^6 -8164*x^5 -2530343*x^4 -154517699*x^3 -3024540534*x^2 + 12570187910*x + 605071886377);
T[83,19]=(x^13 -237*x^12 -3945*x^11 + 3761944*x^10 -66725862*x^9 -21926268068*x^8 + 429908952160*x^7 + 57411492170792*x^6 -600771863087200*x^5 -67921127267893632*x^4 -212597841851053312*x^3 + 26919313295390927232*x^2 + 373389059202680635904*x + 1295771378949551315456)*(x^7 + 29*x^6 -27481*x^5 + 71564*x^4 + 175307014*x^3 -1577241124*x^2 -264973852808*x + 5119276288112);
T[83,23]=(x^13 + 59*x^12 -39564*x^11 -198811*x^10 + 553380120*x^9 -17693306487*x^8 -2989220085000*x^7 + 197119005348483*x^6 + 2276535275417555*x^5 -554287448191954988*x^4 + 19038617235999241608*x^3 -238963959628489130592*x^2 + 213960458415986404096*x + 11406985706375739221248)*(x^7 -159*x^6 -20901*x^5 + 2833876*x^4 + 202819064*x^3 -12343635296*x^2 -920668361344*x -11674025740800);
T[83,29]=(x^13 + 255*x^12 -132580*x^11 -35610966*x^10 + 5866094844*x^9 + 1836454626320*x^8 -77746247358181*x^7 -41576685746079779*x^6 -883185310509190763*x^5 + 352140708490262465567*x^4 + 21915519728089217650111*x^3 -83185080951105274401749*x^2 -20670583361748824300795928*x + 31408396687957630651875504)*(x^7 -29*x^6 -103242*x^5 + 2102742*x^4 + 3192667933*x^3 + 15887631559*x^2 -30607073103908*x -1336531596916784);
T[83,31]=(x^13 + 154*x^12 -188502*x^11 -31158603*x^10 + 12186624088*x^9 + 2072524046016*x^8 -339505922325311*x^7 -59005589285352260*x^6 + 3808678133284686141*x^5 + 724447122467433491213*x^4 -7087613298226551087479*x^3 -3239200697827791400536865*x^2 -75903595888219380558887810*x + 523694534549926347753968569)*(x^7 + 420*x^6 -30518*x^5 -24238155*x^4 -436911601*x^3 + 348943482080*x^2 + 14378280289870*x -194485482601473);
T[83,37]=(x^13 -1169*x^12 + 374164*x^11 + 56912166*x^10 -56742053060*x^9 + 9712051713776*x^8 + 293506116093579*x^7 -206767773819601043*x^6 + 9430791997861849285*x^5 + 900218452415386262979*x^4 -32559796215257795998625*x^3 -1639375391555791914749953*x^2 + 13734314254742849784623088*x + 659397882318083899745162204)*(x^7 + 1091*x^6 + 372502*x^5 + 16179362*x^4 -14110274811*x^3 -2089714234457*x^2 + 34016149434644*x + 13814031631102788);
T[83,41]=(x^13 + 351*x^12 -427930*x^11 -148723249*x^10 + 63467848458*x^9 + 21757342776499*x^8 -3924359811325862*x^7 -1318274784904439239*x^6 + 104682526090384506737*x^5 + 34558498692160751604686*x^4 -828935989204325252902876*x^3 -329281830677471277734024392*x^2 -6064249467047123927404872896*x + 324323468841911015104628864384)*(x^7 -127*x^6 -273039*x^5 + 40114278*x^4 + 16391716868*x^3 -1001877348888*x^2 -398139426330016*x -19306260929996992);
T[83,43]=(x^13 -1013*x^12 -83775*x^11 + 424675000*x^10 -121568279752*x^9 -38147703388928*x^8 + 24392293282661328*x^7 -2368431740181318656*x^6 -933590122040769411008*x^5 + 269134767947540574045696*x^4 -23427333118855718830782464*x^3 + 111758429025853726415353856*x^2 + 65634865075855356166001786880*x -1220211528611387446046226382848)*(x^7 + 49*x^6 -262627*x^5 -26443112*x^4 + 16217253264*x^3 + 2422949072512*x^2 + 92003425636864*x + 326206603581440);
T[83,47]=(x^13 -514*x^12 -639886*x^11 + 321067116*x^10 + 146702037344*x^9 -65100639150904*x^8 -18668596234235632*x^7 + 5788677335070772032*x^6 + 1466554242280109434048*x^5 -212530283109899644124288*x^4 -62765311488655939387358720*x^3 + 950214451690996662698584576*x^2 + 991305617100473071380399793152*x + 56743417126220478846212459153408)*(x^7 -150*x^6 -289038*x^5 + 55448788*x^4 + 17418033208*x^3 -3492185628128*x^2 -207937417442496*x + 44967858839288448);
T[83,53]=(x^13 -1505*x^12 + 153255*x^11 + 784330202*x^10 -338820905608*x^9 -111579867208448*x^8 + 90075373179896032*x^7 -2310157357220782592*x^6 -8447284302884253022016*x^5 + 1333889228437668237212032*x^4 + 237557897937130160755926784*x^3 -57255031642595935575580828160*x^2 -1676958795354367830891677557760*x + 676223574673474296988563319248896)*(x^7 + 785*x^6 -37765*x^5 -115700522*x^4 -12344189968*x^3 + 2322781571632*x^2 + 192153771326544*x + 3411431394357408);
T[83,59]=(x^13 -501*x^12 -739400*x^11 + 383650272*x^10 + 171986378542*x^9 -103137131311774*x^8 -10121007520674343*x^7 + 11190524951669198571*x^6 -934298141921691411085*x^5 -349462215741081334859545*x^4 + 79534599895579110287235579*x^3 -5965964625817285499401119331*x^2 + 135256255544934495207955036586*x + 1539095422439549703393700961764)*(x^7 + 81*x^6 -1049514*x^5 + 118192432*x^4 + 303508675751*x^3 -82850740865981*x^2 -4332519186913414*x + 1465890997186520100);
T[83,61]=(x^13 -1649*x^12 + 426336*x^11 + 665796294*x^10 -433052216056*x^9 -7482328200700*x^8 + 69784343436438503*x^7 -15521870994178727503*x^6 -1571233964969270564691*x^5 + 814534397562975173887047*x^4 -48919235134292195732779341*x^3 -5719638158927743661219229233*x^2 + 543655890268213524543289829872*x -5168474165576906719656255209728)*(x^7 + 195*x^6 -893774*x^5 -198430862*x^4 + 162795317249*x^3 + 22333365404731*x^2 -8582562728640852*x + 33841523781782192);
T[83,67]=(x^13 -2277*x^12 + 1387427*x^11 + 502060782*x^10 -860061799892*x^9 + 221192344306600*x^8 + 89210218651780752*x^7 -54636541439811838944*x^6 + 6022871437118902144000*x^5 + 1418333129795023301614592*x^4 -322093218988687661643923968*x^3 + 3811447568825403198335327232*x^2 + 2227666685828793463796964793344*x -75531073008319384256301672876032)*(x^7 + 1825*x^6 + 753067*x^5 -299866210*x^4 -218410146760*x^3 -2997143728832*x^2 + 12569947084773296*x + 1275251263270878176);
T[83,71]=(x^13 -798*x^12 -1260572*x^11 + 992217336*x^10 + 526925346112*x^9 -417370051259840*x^8 -91873990426160960*x^7 + 74752330703302434176*x^6 + 7394182737010853785600*x^5 -6001401319515097622233088*x^4 -288999804466009090940055552*x^3 + 193425305635342972436757229568*x^2 + 5071920172412991225078030839808*x -1274792116590241503656855313604608)*(x^7 + 666*x^6 -1288436*x^5 -1204001960*x^4 + 152995562224*x^3 + 460700412897120*x^2 + 163279661359147840*x + 18014756095204865664);
T[83,73]=(x^13 -2042*x^12 -970630*x^11 + 3783770500*x^10 -268498987840*x^9 -2506134734461640*x^8 + 499439458355644208*x^7 + 756011061894411277408*x^6 -171413462000072653346176*x^5 -104388479485849746338353536*x^4 + 23231016781312665935952562432*x^3 + 5043835230442587769424987054080*x^2 -1106339180764612041905642477143040*x + 49272252939479225821933952983226368)*(x^7 + 1594*x^6 + 26246*x^5 -1285747996*x^4 -864784656536*x^3 -185722527456672*x^2 + 573399414216384*x + 2712695299254057600);
T[83,79]=(x^13 -808*x^12 -3183294*x^11 + 2435003944*x^10 + 3408906759368*x^9 -2290081775459048*x^8 -1646901850062474736*x^7 + 835993501445383112992*x^6 + 390015518056804289633536*x^5 -110699419277239983387448960*x^4 -40894054461638572472959335168*x^3 + 3994130985600018656081621194752*x^2 + 1491600906245803268467993621832704*x + 48721634759549334428412370122807296)*(x^7 + 968*x^6 -1268154*x^5 -1014063656*x^4 + 389947872136*x^3 + 197692537836688*x^2 + 23470079261036672*x + 804199991166275904);
T[83,83]=(x -83)^7*(x + 83)^13;
T[83,89]=(x^13 -1692*x^12 -1633376*x^11 + 3297803248*x^10 + 1219773051456*x^9 -2538795567052096*x^8 -633465119477818752*x^7 + 936403403650228504320*x^6 + 235952688326108545864448*x^5 -152314329177632332972261376*x^4 -46725591498936559227389806592*x^3 + 5745156268425950302331128438784*x^2 + 2740685527890435124475693129760768*x + 206749496868073309338906193078910976)*(x^7 -1616*x^6 -1180260*x^5 + 2083965392*x^4 + 577219706464*x^3 -739061462645760*x^2 -133462938574619136*x + 46881479142241164288);
T[83,97]=(x^13 -4274*x^12 + 4115192*x^11 + 6447430168*x^10 -14619769794624*x^9 + 5240780914333664*x^8 + 7461976493552933632*x^7 -6873499332596958750080*x^6 + 1043702066757594547500800*x^5 + 583727475848159362290623488*x^4 -96974485813007515412757362688*x^3 -26832763443810192567088234381312*x^2 -1676254389837036123697195679023104*x -32107676333120476411482537288597504)*(x^7 -50*x^6 -3570652*x^5 + 1438622976*x^4 + 3260132730592*x^3 -2148468950093568*x^2 -99321224749634048*x + 169437294751181571072);

T[84,2]=(x^2 + 3*x + 8)*(x^2 -4*x + 8)*(x^4 + 3*x^3 + 4*x^2 + 24*x + 64)*(x^2 + x + 8)^2*(x + 2)^4*(x -2)^4*(x )^22;
T[84,3]=(x^2 + 10*x + 27)*(x^2 -4*x + 27)*(x^2 -8*x + 27)^2*(x^2 + 2*x + 27)^5*(x -3)^11*(x + 3)^13;
T[84,5]=(x -14)*(x -2)^2*(x + 8)^2*(x -18)^2*(x + 4)^3*(x^2 -6*x -48)^3*(x + 14)^4*(x + 12)^4*(x + 18)^5*(x -16)^6*(x -6)^7;
T[84,7]=(x^2 -8*x + 343)*(x^2 + 16*x + 343)^2*(x + 7)^18*(x -7)^18;
T[84,11]=(x -4)*(x + 40)^2*(x + 72)^2*(x + 12)^2*(x + 36)^3*(x -62)^3*(x -36)^3*(x^2 + 6*x -1416)^3*(x + 28)^4*(x -12)^4*(x -48)^4*(x + 8)^8;
T[84,13]=(x -54)*(x -62)*(x + 82)^2*(x + 10)^2*(x + 42)^2*(x + 12)^2*(x + 62)^3*(x^2 -16*x -1988)^3*(x -38)^4*(x -18)^4*(x -56)^4*(x + 34)^5*(x -28)^6;
T[84,17]=(x -114)*(x + 14)*(x -6)^2*(x + 2)^2*(x -18)^2*(x + 58)^2*(x + 30)^2*(x -84)^3*(x -42)^3*(x^2 + 6*x -48)^3*(x + 114)^4*(x -74)^4*(x + 126)^4*(x -54)^6;
T[84,19]=(x + 76)*(x + 100)^2*(x -68)^2*(x -26)^2*(x -92)^3*(x -100)^3*(x^2 -64*x -7184)^3*(x -80)^4*(x -2)^4*(x -20)^4*(x + 124)^5*(x + 110)^6;
T[84,23]=(x + 152)*(x + 24)*(x -72)^2*(x -76)^2*(x + 180)^2*(x + 64)^2*(x -216)^2*(x + 42)^3*(x^2 -6*x -16464)^3*(x )^3*(x -168)^4*(x + 112)^4*(x + 120)^4*(x -48)^6;
T[84,29]=(x + 106)*(x -54)*(x -254)^2*(x + 114)^2*(x -246)^2*(x + 234)^2*(x + 62)^2*(x -102)^3*(x + 10)^3*(x^2 + 252*x + 7668)^3*(x + 54)^4*(x -190)^4*(x -30)^4*(x + 110)^6;
T[84,31]=(x + 144)*(x -252)^2*(x + 72)^2*(x -56)^2*(x + 16)^2*(x + 48)^3*(x + 160)^3*(x + 112)^3*(x^2 -40*x -73472)^3*(x + 88)^4*(x -72)^4*(x -236)^4*(x -12)^6;
T[84,37]=(x + 178)*(x -158)*(x + 34)^2*(x -26)^2*(x + 226)^2*(x -110)^2*(x^2 + 248*x -3092)^3*(x -254)^4*(x + 346)^4*(x -146)^4*(x -398)^5*(x + 246)^9;
T[84,41]=(x + 390)*(x -378)*(x + 246)^2*(x -462)^2*(x -90)^2*(x + 248)^3*(x + 318)^3*(x^2 + 450*x + 37800)^3*(x -126)^4*(x -162)^4*(x -42)^4*(x -6)^4*(x -182)^6;
T[84,43]=(x + 508)*(x -164)^2*(x -416)^2*(x -452)^2*(x -212)^2*(x + 172)^3*(x + 268)^3*(x -68)^3*(x^2 -376*x + 2512)^3*(x + 376)^4*(x + 412)^4*(x + 52)^4*(x -128)^6;
T[84,47]=(x + 528)*(x + 192)*(x + 396)^2*(x -432)^2*(x -168)^2*(x -192)^2*(x + 264)^2*(x -240)^3*(x^2 + 12*x -65856)^3*(x + 96)^4*(x + 12)^4*(x -24)^4*(x -324)^9;
T[84,53]=(x + 402)*(x -606)*(x -558)^2*(x + 450)^2*(x -414)^2*(x -654)^2*(x -258)^3*(x + 498)^3*(x^2 + 1104*x + 304476)^3*(x -174)^4*(x -198)^4*(x -318)^4*(x + 162)^8;
T[84,59]=(x + 364)*(x -396)*(x + 492)^2*(x -274)^2*(x + 772)^2*(x + 684)^2*(x -540)^2*(x + 132)^3*(x -120)^3*(x^2 -804*x -30144)^3*(x + 200)^4*(x -138)^4*(x + 660)^4*(x -810)^6;
T[84,61]=(x -254)*(x -678)*(x -110)^2*(x + 250)^2*(x -30)^2*(x -422)^2*(x + 576)^2*(x -398)^3*(x -622)^3*(x^2 + 428*x -28076)^3*(x + 538)^4*(x + 198)^4*(x -380)^4*(x + 488)^6;
T[84,67]=(x + 1012)*(x -844)*(x + 764)^2*(x -140)^2*(x -332)^2*(x + 476)^2*(x + 124)^2*(x -904)^3*(x -92)^3*(x^2 -148*x -160736)^3*(x + 716)^4*(x + 484)^4*(x -884)^4*(x -244)^6;
T[84,71]=(x -840)*(x + 8)*(x + 236)^2*(x + 360)^2*(x -36)^2*(x + 448)^2*(x + 840)^2*(x + 678)^3*(x + 720)^3*(x^2 -954*x + 214704)^3*(x -576)^4*(x -792)^4*(x -392)^4*(x + 768)^6;
T[84,73]=(x -890)*(x + 422)*(x -26)^2*(x + 550)^2*(x -1010)^2*(x -418)^2*(x + 158)^2*(x + 502)^3*(x + 642)^3*(x^2 -1072*x + 285244)^3*(x + 1150)^4*(x -538)^4*(x -218)^4*(x + 702)^6;
T[84,79]=(x -384)*(x -80)*(x -56)^2*(x -552)^2*(x -512)^2*(x + 936)^2*(x + 208)^2*(x + 1024)^3*(x -740)^3*(x^2 + 572*x -84416)^3*(x -240)^4*(x + 520)^4*(x -776)^4*(x -440)^6;
T[84,83]=(x + 548)*(x + 108)*(x -530)^2*(x -516)^2*(x -228)^2*(x -1036)^2*(x + 1188)^2*(x + 204)^3*(x -468)^3*(x^2 -1944*x + 813456)^3*(x + 1072)^4*(x -378)^4*(x + 492)^4*(x + 1302)^6;
T[84,89]=(x + 1638)*(x -1194)*(x -390)^2*(x + 630)^2*(x -30)^2*(x + 1398)^2*(x -354)^3*(x -200)^3*(x^2 -366*x -253848)^3*(x -730)^6*(x + 390)^6*(x -810)^8;
T[84,97]=(x + 1502)*(x -1010)*(x -1586)^2*(x + 70)^2*(x + 1190)^2*(x -214)^2*(x + 1054)^2*(x + 1266)^3*(x + 286)^3*(x^2 -808*x -922292)^3*(x + 1330)^4*(x -1354)^4*(x -1154)^4*(x -294)^6;

T[85,2]=(x^2 + 4*x + 1)*(x^3 + 6*x^2 + x -12)*(x^3 -3*x^2 -7*x + 1)*(x^5 -2*x^4 -35*x^3 + 52*x^2 + 208*x -64)*(x + 3)^2*(x + 4)^2*(x^3 -x^2 -24*x + 32)^2*(x -3)^3;
T[85,3]=(x + 5)*(x -10)*(x + 7)*(x^2 + 2*x -2)*(x^3 + 4*x^2 -52*x -64)*(x^3 -9*x^2 -30*x + 254)*(x^5 + x^4 -52*x^3 + 20*x^2 + 188*x + 112)*(x + 8)^2*(x -2)^2*(x^3 -4*x^2 -62*x + 204)^2;
T[85,5]=(x^2 -6*x + 125)*(x^6 + 8*x^5 + 331*x^4 + 2032*x^3 + 41375*x^2 + 125000*x + 1953125)*(x + 5)^9*(x -5)^9;
T[85,7]=(x^2 -2*x -242)*(x^3 -34*x^2 + 50*x + 44)*(x^3 -8*x^2 -1028*x + 13648)*(x^5 -10*x^4 -1176*x^3 + 12316*x^2 + 335816*x -3601472)*(x -6)^2*(x + 28)^2*(x^3 -22*x^2 -138*x + 792)^2*(x + 22)^3;
T[85,11]=(x -60)*(x + 64)*(x + 30)*(x^2 + 38*x -146)*(x^3 + 118*x^2 + 3764*x + 31128)*(x^3 -52*x^2 + 262*x + 6784)*(x^5 -126*x^4 + 4896*x^3 -65756*x^2 + 296064*x -167488)*(x -32)^2*(x + 24)^2*(x^3 + 28*x^2 -1366*x -4692)^2;
T[85,13]=(x + 46)*(x + 31)*(x -73)*(x^2 + 80*x -752)*(x^3 + 10*x^2 -692*x -4808)*(x^3 -19*x^2 -3088*x + 20408)*(x^5 -83*x^4 + 720*x^3 + 65168*x^2 -762400*x -7643696)*(x + 58)^2*(x + 38)^2*(x^3 -30*x^2 -1472*x -9392)^2;
T[85,17]=(x^2 -26*x + 4913)*(x + 17)^12*(x -17)^12;
T[85,19]=(x + 49)*(x -104)*(x + 61)*(x^2 + 180*x + 7992)*(x^3 + 153*x^2 + 4128*x -43112)*(x^3 + 160*x^2 -6752*x -1236992)*(x^5 -55*x^4 -21372*x^3 + 1593088*x^2 + 24912800*x -2274428800)*(x -100)^2*(x -116)^2*(x^3 -80*x^2 -4632*x + 340128)^2;
T[85,23]=(x -42)*(x -110)*(x^2 + 42*x -30162)*(x^3 -162*x^2 -2542*x + 587260)*(x^3 + 92*x^2 -4660*x -37824)*(x^5 + 2*x^4 -41584*x^3 -903892*x^2 + 295739000*x + 2278533056)*(x + 60)^2*(x^3 -142*x^2 -15770*x + 1600544)^2*(x + 78)^3;
T[85,29]=(x -155)*(x -69)*(x + 66)*(x^2 + 216*x + 5316)*(x^3 -374*x^2 + 28108*x + 1059384)*(x^3 -45*x^2 -31312*x -1563820)*(x^5 -195*x^4 -39628*x^3 + 10484496*x^2 -503525184*x -2844978640)*(x -30)^2*(x + 50)^2*(x^3 + 456*x^2 + 53908*x + 1518624)^2;
T[85,31]=(x -194)*(x + 197)*(x + 31)*(x^2 -70*x -58418)*(x^3 -70*x^2 -57036*x -869848)*(x^3 + 67*x^2 + 1082*x + 634)*(x^5 -97*x^4 -104926*x^3 + 7317404*x^2 + 2299890516*x -73509549120)*(x + 108)^2*(x + 172)^2*(x^3 -230*x^2 -11586*x -81608)^2;
T[85,37]=(x -206)*(x + 372)*(x -56)*(x^2 -352*x -2732)*(x^3 + 246*x^2 + 10396*x -107032)*(x^3 + 308*x^2 + 15788*x -879328)*(x^5 + 476*x^4 -99960*x^3 -83820608*x^2 -14010959856*x -694556688448)*(x + 58)^2*(x -266)^2*(x^3 -356*x^2 -17964*x + 6176752)^2;
T[85,41]=(x + 126)*(x + 6)*(x + 262)*(x^2 -344*x -30908)*(x^3 + 354*x^2 + 19116*x + 268056)*(x^3 -498*x^2 + 47988*x + 948856)*(x^5 -298*x^4 -157752*x^3 + 46542224*x^2 + 1745353168*x -478624610720)*(x + 342)^2*(x -22)^2*(x^3 + 294*x^2 -86564*x -1638744)^2;
T[85,43]=(x -258)*(x + 388)*(x + 538)*(x^2 + 88*x -80732)*(x^3 + 286*x^2 -5984*x -3687392)*(x^3 + 246*x^2 -57316*x -8063768)*(x^5 -168*x^4 -265544*x^3 + 17105728*x^2 + 17437041712*x + 1497205751872)*(x + 148)^2*(x -442)^2*(x^3 -556*x^2 + 51096*x + 7270272)^2;
T[85,47]=(x + 465)*(x + 540)*(x + 13)*(x^2 + 348*x + 30084)*(x^3 + 390*x^2 + 1888*x -1611552)*(x^3 -101*x^2 -253920*x -37575724)*(x^5 -1095*x^4 + 209022*x^3 + 99042908*x^2 -29068549368*x + 840515565952)*(x -288)^2*(x + 514)^2*(x^3 -640*x^2 + 85328*x -1671168)^2;
T[85,53]=(x -78)*(x -723)*(x + 653)*(x^2 + 164*x -5564)*(x^3 + 1282*x^2 + 357500*x -35263752)*(x^3 -893*x^2 + 255216*x -23102788)*(x^5 + 1035*x^4 + 359316*x^3 + 39814448*x^2 -2122695136*x -474378006640)*(x -318)^2*(x -2)^2*(x^3 -302*x^2 -153460*x + 18162072)^2;
T[85,59]=(x -432)*(x + 333)*(x + 753)*(x^2 + 1436*x + 502456)*(x^3 -355*x^2 -65480*x + 23789032)*(x^3 + 304*x^2 -336928*x -121786368)*(x^5 -1163*x^4 + 250684*x^3 + 91481328*x^2 -30298188384*x + 1194050514560)*(x -500)^2*(x -252)^2*(x^3 -636*x^2 -101768*x + 49419072)^2;
T[85,61]=(x -35)*(x + 355)*(x + 610)*(x^2 + 76*x -214028)*(x^3 -246*x^2 -205172*x + 59018936)*(x^3 -1019*x^2 + 321376*x -32261500)*(x^5 + 351*x^4 -838992*x^3 -30333560*x^2 + 191848311408*x -37656238184848)*(x + 518)^2*(x -110)^2*(x^3 + 84*x^2 -124412*x -6792784)^2;
T[85,67]=(x -848)*(x -814)*(x + 322)*(x^2 + 44*x -284108)*(x^3 + 718*x^2 -182240*x -59593088)*(x^3 -334*x^2 + 6660*x + 2242600)*(x^5 -1064*x^4 + 171120*x^3 + 102662720*x^2 -16045999024*x -3947395137728)*(x -126)^2*(x + 484)^2*(x^3 -1008*x^2 + 65040*x -765952)^2;
T[85,71]=(x + 99)*(x + 174)*(x -47)*(x^2 + 1510*x + 527542)*(x^3 + 602*x^2 -308684*x -23858136)*(x^3 -313*x^2 -853454*x -104660798)*(x^5 -1393*x^4 + 262462*x^3 + 375780436*x^2 -195004761804*x + 26612610106464)*(x -412)^2*(x + 708)^2*(x^3 + 402*x^2 -589874*x -274866016)^2;
T[85,73]=(x + 1123)*(x + 437)*(x^2 -1088*x + 294964)*(x^3 -282*x^2 -563108*x + 187092392)*(x^3 -639*x^2 -605880*x -23564196)*(x^5 + 163*x^4 -272392*x^3 -77156760*x^2 -5629607568*x -61959193488)*(x + 878)^2*(x^3 -838*x^2 + 227852*x -19957512)^2*(x -362)^3;
T[85,79]=(x + 384)*(x -488)*(x -398)*(x^2 + 958*x -343466)*(x^3 + 92*x^2 -1005370*x + 310900832)*(x^3 -206*x^2 -58524*x + 3736296)*(x^5 -750*x^4 -968320*x^3 + 141096012*x^2 + 107720993376*x + 10071329239040)*(x -600)^2*(x + 484)^2*(x^3 + 594*x^2 -1121274*x -742135824)^2;
T[85,83]=(x + 852)*(x -828)*(x + 736)*(x^2 -248*x -154556)*(x^3 + 2414*x^2 + 1675168*x + 270648096)*(x^3 -2736*x^2 + 2486996*x -751119952)*(x^5 -270*x^4 -2698804*x^3 + 1127390520*x^2 + 1811484209568*x -968622815428096)*(x -756)^2*(x -282)^2*(x^3 + 2396*x^2 + 1488888*x + 142080704)^2;
T[85,89]=(x -630)*(x -511)*(x -1215)*(x^2 + 204*x -1641288)*(x^3 + 870*x^2 -39924*x -7132536)*(x^3 -1623*x^2 + 592640*x + 25616512)*(x^5 -1179*x^4 -166644*x^3 + 418034240*x^2 + 3652475184*x -30709087651760)*(x + 150)^2*(x + 774)^2*(x^3 + 170*x^2 -1072304*x -446571376)^2;
T[85,97]=(x -537)*(x + 1486)*(x + 601)*(x^2 -1012*x -314252)*(x^3 + 475*x^2 -922480*x -473709668)*(x^3 -2230*x^2 + 477900*x + 724979000)*(x^5 + 2745*x^4 + 1523784*x^3 -496722520*x^2 -104915199600*x + 17052960082000)*(x + 382)^2*(x -386)^2*(x^3 + 270*x^2 -586100*x -206623000)^2;

T[86,2]=(x^8 + 4*x^7 + 23*x^6 + 82*x^5 + 242*x^4 + 656*x^3 + 1472*x^2 + 2048*x + 4096)*(x^12 -6*x^11 + 31*x^10 -116*x^9 + 442*x^8 -1472*x^7 + 4668*x^6 -11776*x^5 + 28288*x^4 -59392*x^3 + 126976*x^2 -196608*x + 262144)*(x -2)^5*(x + 2)^6;
T[86,3]=(x -8)*(x + 4)*(x^2 -2*x -26)*(x^4 -11*x^3 -33*x^2 + 560*x -1030)*(x^3 + 9*x^2 -5*x -28)*(x^4 + 11*x^3 + 11*x^2 -52*x + 28)^2*(x^6 -7*x^5 -97*x^4 + 588*x^3 + 2140*x^2 -11756*x + 11156)^2;
T[86,5]=(x -6)*(x + 14)*(x^2 + 14*x -98)*(x^4 -x^3 -291*x^2 + 2760*x -7146)*(x^3 + 5*x^2 -353*x -2902)*(x^4 + 27*x^3 + 165*x^2 -276*x -728)^2*(x^6 -43*x^5 + 497*x^4 + 508*x^3 -30356*x^2 + 106884*x -92116)^2;
T[86,7]=(x -14)*(x + 14)*(x^2 + 22*x -242)*(x^4 -42*x^3 + 42*x^2 + 13984*x -113352)*(x^3 + 8*x^2 -980*x -13984)*(x^4 + 20*x^3 -604*x^2 -7472*x + 23392)^2*(x^6 -8*x^5 -1172*x^4 + 9640*x^3 + 285404*x^2 -3729072*x + 10690992)^2;
T[86,11]=(x + 11)*(x + 43)*(x^2 -10*x -407)*(x^4 -34*x^3 -1359*x^2 + 432*x + 53568)*(x^3 -96*x^2 + 2560*x -13760)*(x^4 + 62*x^3 -2247*x^2 -207604*x -3329968)^2*(x^6 + 28*x^5 -4842*x^4 -145260*x^3 + 3182929*x^2 + 87126072*x -53187648)^2;
T[86,13]=(x + 17)*(x + 9)*(x^2 + 110*x + 2593)*(x^4 + 42*x^3 -5835*x^2 -200612*x -1609644)*(x^3 -174*x^2 + 9580*x -162792)*(x^4 + 2*x^3 -515*x^2 + 4056*x -7252)^2*(x^6 -56*x^5 -4406*x^4 + 84276*x^3 + 3791673*x^2 -3215268*x -458957340)^2;
T[86,17]=(x -9)*(x -49)*(x^3 -113*x^2 + 3341*x -8430)*(x^4 + 3*x^3 -8394*x^2 -37845*x + 15714675)*(x^2 -14*x -539)*(x^4 + 207*x^3 -5394*x^2 -3241005*x -162866753)^2*(x^6 -19*x^5 -6335*x^4 -76658*x^3 + 3967071*x^2 + 65687277*x + 181639863)^2;
T[86,19]=(x + 46)*(x -130)*(x^2 + 272*x + 18484)*(x^4 -27*x^3 -3683*x^2 + 71964*x + 1703908)*(x^3 -133*x^2 -1935*x + 443180)*(x^4 -99*x^3 -5235*x^2 + 375048*x + 12456052)^2*(x^6 + 75*x^5 -2895*x^4 -206344*x^3 + 3291160*x^2 + 113047600*x -673814000)^2;
T[86,23]=(x + 19)*(x -53)*(x^2 -214*x + 10681)*(x^4 + 301*x^3 + 10950*x^2 -2221215*x -51693993)*(x^3 + 175*x^2 -10473*x -927648)*(x^4 + 103*x^3 -14950*x^2 -966381*x + 62171919)^2*(x^6 -131*x^5 -20807*x^4 + 4291590*x^3 -233173145*x^2 + 4069168837*x -9170218345)^2;
T[86,29]=(x + 180)*(x -216)*(x^2 + 106*x -8354)*(x^4 + 235*x^3 -5639*x^2 -3239316*x -136568706)*(x^3 + 97*x^2 -665*x -178686)*(x^4 + 99*x^3 -111123*x^2 -7411500*x + 2739631572)^2*(x^6 -515*x^5 + 58249*x^4 + 4732868*x^3 -704330628*x^2 -16936584300*x + 331483322700)^2;
T[86,31]=(x + 155)*(x + 163)*(x^2 + 194*x -23039)*(x^4 + 7*x^3 -39004*x^2 + 859655*x + 233689065)*(x^3 -215*x^2 -36423*x + 7121032)*(x^6 -237*x^5 -53373*x^4 + 14285746*x^3 + 368947627*x^2 -204439793629*x + 8546933895145)^2*(x^4 -131*x^3 -54728*x^2 + 8011389*x -113939343)^2;
T[86,37]=(x + 76)*(x -284)*(x^2 -236*x + 856)*(x^4 + 403*x^3 -427*x^2 -10159900*x -694497480)*(x^3 + 183*x^2 -114497*x -21099454)*(x^4 + 449*x^3 + 64205*x^2 + 3162648*x + 43975584)^2*(x^6 -269*x^5 -177607*x^4 + 37379592*x^3 + 5676973984*x^2 -80718597120*x -15081152424000)^2;
T[86,41]=(x -5)*(x + 323)*(x^2 + 210*x + 7953)*(x^4 -361*x^3 -187506*x^2 + 90560835*x -8562516885)*(x^3 -21*x^2 -74871*x + 7650850)*(x^4 + 491*x^3 -88254*x^2 -46107433*x -226001461)^2*(x^6 -471*x^5 -63763*x^4 + 49708910*x^3 -3213994857*x^2 -827086183663*x + 84893308383715)^2;
T[86,43]=(x -43)^14*(x + 43)^17;
T[86,47]=(x + 392)*(x + 56)*(x^2 -160*x + 4948)*(x^4 -285*x^3 -250479*x^2 + 106688556*x -9540672156)*(x^3 + 551*x^2 -11675*x -19705240)*(x^4 -19*x^3 -306715*x^2 -9155736*x + 10139289552)^2*(x^6 -415*x^5 -201307*x^4 + 98566408*x^3 -675059768*x^2 -2018901432752*x -68794630166960)^2;
T[86,53]=(x -579)*(x + 437)*(x^2 -186*x -128739)*(x^4 + 400*x^3 -50811*x^2 -1942062*x + 117518724)*(x^3 -812*x^2 -402184*x + 336355560)*(x^6 -450*x^5 -571558*x^4 + 184990872*x^3 + 85831493161*x^2 -11537303514238*x -2796076662325740)^2*(x^4 + 1220*x^3 + 406905*x^2 + 7048730*x -7756027948)^2;
T[86,59]=(x + 420)*(x + 588)*(x^3 + 524*x^2 -236068*x -89985168)*(x^4 -456*x^3 -194824*x^2 + 116815968*x -13625116272)*(x^2 -68*x -42044)*(x^4 -816*x^3 + 166428*x^2 -10363392*x + 125277376)^2*(x^6 -356*x^5 -78324*x^4 + 17967392*x^3 + 2268932784*x^2 -181544427840*x -18355561214400)^2;
T[86,61]=(x -28)*(x -552)*(x^2 + 994*x + 210046)*(x^4 + 74*x^3 -213470*x^2 -1745856*x + 3167772696)*(x^3 -1106*x^2 + 87660*x + 101721640)*(x^4 -372*x^3 -64456*x^2 + 26782384*x -912187696)^2*(x^6 + 1328*x^5 + 434108*x^4 -52724216*x^3 -30113941508*x^2 + 779382380976*x + 51013136843120)^2;
T[86,67]=(x + 541)*(x + 621)*(x^2 -590*x -42767)*(x^4 -978*x^3 -83051*x^2 + 211273980*x -20666256140)*(x^3 -952*x^2 + 123556*x + 48477360)*(x^4 -110*x^3 -347411*x^2 -73127508*x -1865644524)^2*(x^6 + 632*x^5 -876950*x^4 -697381148*x^3 -122185236567*x^2 -5235646534404*x + 119387526352596)^2;
T[86,71]=(x + 146)*(x + 18)*(x^2 + 72*x -522876)*(x^4 -992*x^3 + 51360*x^2 + 2225280*x -6033168)*(x^3 + 312*x^2 -229364*x -58882208)*(x^6 + 144*x^5 -1284236*x^4 -184951424*x^3 + 392378097392*x^2 + 76457292519680*x -1133110269466432)^2*(x^4 -468*x^3 -505840*x^2 + 7713936*x + 983961904)^2;
T[86,73]=(x + 192)*(x -1108)*(x^2 + 1474*x + 532006)*(x^4 -1030*x^3 + 369210*x^2 -55282784*x + 2922936728)*(x^3 + 1226*x^2 + 319964*x + 23640984)*(x^4 -628*x^3 -428296*x^2 + 188735472*x + 53103596112)^2*(x^6 -864*x^5 -1253444*x^4 + 1240846952*x^3 + 138693949724*x^2 -350187317967184*x + 75431034605642544)^2;
T[86,79]=(x + 664)*(x -80)*(x^2 -668*x -448316)*(x^4 -1621*x^3 + 421359*x^2 + 242853040*x -82517038900)*(x^3 -709*x^2 -658761*x -94472200)*(x^6 + 1613*x^5 -227153*x^4 -845482784*x^3 + 70634693192*x^2 + 129229651676016*x -24008230108815760)^2*(x^4 -1095*x^3 -308305*x^2 + 219906424*x + 41301634784)^2;
T[86,83]=(x + 1239)*(x -33)*(x^2 -382*x -40319)*(x^4 -1420*x^3 -1154391*x^2 + 2481457722*x -927771327036)*(x^3 + 106*x^2 -693500*x -244974000)*(x^4 + 980*x^3 -718383*x^2 -975452518*x -243170481652)^2*(x^6 + 682*x^5 -2310718*x^4 -166505888*x^3 + 1672505022177*x^2 -794994150872130*x + 108732474040310676)^2;
T[86,89]=(x + 1622)*(x + 1090)*(x^2 -726*x + 50094)*(x^4 -288*x^3 -98578*x^2 -2870124*x + 277871928)*(x^3 -372*x^2 -1188600*x -365455720)*(x^4 + 738*x^3 -1031868*x^2 -529656192*x + 93359062944)^2*(x^6 -3378*x^5 + 3622036*x^4 -1148334440*x^3 -298079697748*x^2 + 198773575263992*x -17611748593784080)^2;
T[86,97]=(x -827)*(x -179)*(x^2 + 326*x + 61)*(x^4 -1311*x^3 -2032898*x^2 + 3053630337*x -816104039333)*(x^3 + 1185*x^2 -1431047*x -1491830494)*(x^4 + 1765*x^3 + 145766*x^2 -653571367*x -82907544713)^2*(x^6 + 55*x^5 -2979167*x^4 -1191302086*x^3 + 1699324914399*x^2 + 1097497984768263*x + 162742133524474039)^2;

T[87,2]=(x^2 + x -10)*(x^5 -3*x^4 -30*x^3 + 51*x^2 + 187*x + 78)*(x^2 + 5*x + 2)*(x^5 -3*x^4 -30*x^3 + 77*x^2 + 165*x -242)*(x^2 + 2*x -1)^2*(x^5 -33*x^3 + 28*x^2 + 192*x -256)^2;
T[87,3]=(x^10 -8*x^9 + 83*x^8 -542*x^7 + 3265*x^6 -18646*x^5 + 88155*x^4 -395118*x^3 + 1633689*x^2 -4251528*x + 14348907)*(x^4 + 10*x^3 + 61*x^2 + 270*x + 729)*(x -3)^7*(x + 3)^7;
T[87,5]=(x^2 + x -92)*(x^5 + x^4 -434*x^3 + 1296*x^2 + 45224*x -255792)*(x^2 + 11*x -8)*(x^5 -29*x^4 + 42*x^3 + 3432*x^2 -16392*x -27248)*(x^2 + 10*x -7)^2*(x^5 -10*x^4 -366*x^3 + 2904*x^2 + 21453*x -55534)^2;
T[87,7]=(x^2 + 24*x + 103)*(x^5 -4*x^4 -1778*x^3 + 2164*x^2 + 726417*x + 3004688)*(x^2 + 24*x -281)*(x^5 -4*x^4 -714*x^3 + 2428*x^2 + 29321*x -94552)*(x^2 + 16*x -136)^2*(x^5 -40*x^4 + 84*x^3 + 10768*x^2 -100288*x + 243968)^2;
T[87,11]=(x^2 -25*x + 146)*(x^5 + 5*x^4 -3139*x^3 + 74239*x^2 -167738*x -4834776)*(x^2 + 49*x + 494)*(x^5 -69*x^4 -239*x^3 + 107641*x^2 -2338262*x + 11227720)*(x^2 + 26*x -2569)^2*(x^5 -12*x^4 -4892*x^3 + 50174*x^2 + 4398787*x + 30997958)^2;
T[87,13]=(x^2 + 71*x -472)*(x^5 -97*x^4 -1983*x^3 + 194293*x^2 + 5426850*x + 31191304)*(x^2 + 11*x -76)*(x^5 -29*x^4 -5443*x^3 + 205081*x^2 + 2719094*x -108021296)*(x^2 + 26*x -1183)^2*(x^5 -14*x^4 -7558*x^3 + 133312*x^2 + 1294565*x -13078418)^2;
T[87,17]=(x^2 + 98*x + 2237)*(x^5 -86*x^4 -5038*x^3 + 447492*x^2 -987723*x -235970982)*(x^2 + 220*x + 11267)*(x^5 -72*x^4 -19856*x^3 + 1210702*x^2 + 83584783*x -4937206022)*(x^2 -60*x + 252)^2*(x^5 -66*x^4 -2444*x^3 + 205448*x^2 -3694112*x + 19935872)^2;
T[87,19]=(x^2 + 21*x -720)*(x^5 -115*x^4 -8592*x^3 + 1166048*x^2 -33766296*x + 245735136)*(x^2 + 63*x -5472)*(x^5 + 47*x^4 -22160*x^3 -773120*x^2 + 56837544*x -138008160)*(x^2 + 220*x + 10052)^2*(x^5 -214*x^4 + 15136*x^3 -342272*x^2 -1091328*x + 19441152)^2;
T[87,23]=(x^2 + 82*x -4456)*(x^5 -250*x^4 -19100*x^3 + 10613744*x^2 -1021709184*x + 29685745664)*(x^2 + 62*x + 920)*(x^5 + 98*x^4 -12188*x^3 -1146432*x^2 + 7297280*x + 346251264)*(x^2 -52*x -3932)^2*(x^5 -164*x^4 -18812*x^3 + 3316000*x^2 + 24181632*x -7938109184)^2;
T[87,29]=(x -29)^11*(x + 29)^17;
T[87,31]=(x^2 -66*x + 1048)*(x^5 + 154*x^4 -110348*x^3 -21207248*x^2 + 940277184*x + 210323725056)*(x^2 -210*x + 6112)*(x^5 + 318*x^4 + 35028*x^3 + 1568624*x^2 + 25783424*x + 78718976)*(x^2 + 294*x + 13671)^2*(x^5 -420*x^4 + 45552*x^3 -1363354*x^2 -5574361*x -2094346)^2;
T[87,37]=(x^2 + 539*x + 72538)*(x^5 -279*x^4 -79292*x^3 + 7743736*x^2 + 1674488568*x + 55678629088)*(x^2 + 89*x -1118)*(x^5 + 27*x^4 -179244*x^3 -5465496*x^2 + 6272943160*x + 289102067936)*(x^2 -312*x + 18064)^2*(x^5 -378*x^4 -69792*x^3 + 30918912*x^2 -2452994048*x + 23564115968)^2;
T[87,41]=(x^2 + 101*x -18206)*(x^5 -223*x^4 + 10128*x^3 + 165128*x^2 -536144*x -7288368)*(x^2 -707*x + 124006)*(x^5 -99*x^4 -167344*x^3 + 19832424*x^2 + 6469316272*x -846879647600)*(x^5 + 1158*x^4 + 462908*x^3 + 74423880*x^2 + 4409752000*x + 59613728000)^2*(x^2 -40*x -37688)^2;
T[87,43]=(x^2 -331*x -47788)*(x^5 + 333*x^4 + 14980*x^3 -1415648*x^2 -32536832*x + 189276160)*(x^2 + 155*x -144064)*(x^5 -1181*x^4 + 486584*x^3 -75035520*x^2 + 856217472*x + 501486478592)*(x^2 + 322*x -32561)^2*(x^5 + 204*x^4 -94388*x^3 -11715386*x^2 + 1855476667*x + 198643410886)^2;
T[87,47]=(x^2 -526*x + 45553)*(x^5 -78*x^4 -79592*x^3 -2970378*x^2 + 534558847*x + 13390457856)*(x^5 -340*x^4 -177866*x^3 + 28964052*x^2 + 10438041609*x + 421428897792)*(x^2 + 568*x -30881)*(x^2 + 130*x -81473)^2*(x^5 -248*x^4 -332696*x^3 + 76509294*x^2 + 8179300863*x -203435244846)^2;
T[87,53]=(x^2 + 698*x + 77152)*(x^5 -944*x^4 + 16052*x^3 + 156366616*x^2 -27148846880*x + 1201643288352)*(x^2 + 334*x -83648)*(x^5 -176*x^4 -484380*x^3 + 19764440*x^2 + 45435018720*x + 5034370202272)*(x^2 -1002*x + 221233)^2*(x^5 + 554*x^4 -38334*x^3 -72740336*x^2 -14144920995*x -786854101018)^2;
T[87,59]=(x^2 -455*x + 45350)*(x^5 + 551*x^4 -353982*x^3 -170731084*x^2 -5175651448*x + 366859480704)*(x^2 + 119*x -303994)*(x^5 -1507*x^4 + 600606*x^3 -23576060*x^2 -13571690536*x -490681070624)*(x^2 + 900*x + 79492)^2*(x^5 -440*x^4 -95868*x^3 + 42988400*x^2 -4107227200*x + 109032704000)^2;
T[87,61]=(x^2 -44*x -65116)*(x^5 -694*x^4 -106376*x^3 + 132318856*x^2 -14732675568*x -1404334787776)*(x^5 + 402*x^4 -677832*x^3 -196969864*x^2 + 97238413008*x + 25227106613632)*(x^2 + 280*x -186100)*(x^2 + 948*x + 161308)^2*(x^5 -618*x^4 -204156*x^3 + 206442728*x^2 -41066569056*x + 2140697762176)^2;
T[87,67]=(x^2 + 1551*x + 563260)*(x^5 -73*x^4 -898781*x^3 + 123663925*x^2 + 191470456656*x -42120739861072)*(x^2 + 123*x -109136)*(x^5 -453*x^4 -438017*x^3 + 280259185*x^2 -48208027548*x + 2252072401984)*(x^2 -320*x -442912)^2*(x^5 -1164*x^4 -251984*x^3 + 457331392*x^2 + 25268520960*x -39308070146048)^2;
T[87,71]=(x^2 -18*x -700472)*(x^5 -818*x^4 -476060*x^3 + 441322080*x^2 + 33787384320*x -47926056484864)*(x^2 -126*x -335552)*(x^5 -582*x^4 -1192804*x^3 + 750430416*x^2 + 61158513664*x -41578339986432)*(x^5 + 692*x^4 -876848*x^3 -572202480*x^2 + 153248941872*x + 98341318953856)^2*(x^2 + 660*x + 106588)^2;
T[87,73]=(x^2 + 760*x + 131116)*(x^5 -1846*x^4 + 399912*x^3 + 585998184*x^2 -97493963728*x -52385670680576)*(x^5 + 462*x^4 -1097928*x^3 -14881128*x^2 + 295339605328*x -66833927347904)*(x^2 + 508*x + 25348)*(x^5 + 1950*x^4 + 1168032*x^3 + 267870432*x^2 + 19306358272*x + 7201878016)^2*(x^2 -648*x -714224)^2;
T[87,79]=(x^2 + 158*x -904000)*(x^5 -786*x^4 -1188304*x^3 + 834480104*x^2 + 284861011408*x -138362704988992)*(x^2 + 410*x -880888)*(x^5 -698*x^4 -279888*x^3 + 315384152*x^2 -73226180080*x + 4966584868352)*(x^2 -258*x -215921)^2*(x^5 -272*x^4 -1497888*x^3 + 545111474*x^2 + 543174633815*x -240961986300538)^2;
T[87,83]=(x^2 + 206*x + 10592)*(x^5 -1246*x^4 -1198204*x^3 + 1309433624*x^2 + 345937103648*x -140945035365376)*(x^2 + 934*x -151936)*(x^5 + 206*x^4 -982788*x^3 + 199923560*x^2 + 9848571200*x -1283861815296)*(x^2 -1212*x + 359044)^2*(x^5 -512*x^4 -520156*x^3 + 118532752*x^2 + 85821473600*x + 6057622580224)^2;
T[87,89]=(x^2 + 691*x -1612070)*(x^5 + 69*x^4 -2679497*x^3 + 469466355*x^2 + 1678366317148*x -578662211034828)*(x^5 -853*x^4 -341901*x^3 + 236513773*x^2 -2360757672*x -4931164609420)*(x^2 + 101*x -1451906)*(x^5 -866*x^4 -852420*x^3 + 69193352*x^2 + 138056266176*x + 21549994365568)^2*(x^2 -760*x -400568)^2;
T[87,97]=(x^2 + 2060*x + 472768)*(x^5 + 382*x^4 -3022720*x^3 + 627413736*x^2 + 1928504440688*x -881915066000000)*(x^5 -1674*x^4 -2105648*x^3 + 4458716920*x^2 -1440860342640*x + 111717709452544)*(x^2 -532*x -1568)*(x^2 -24*x -668024)^2*(x^5 -1562*x^4 + 412988*x^3 + 290423688*x^2 -81033100480*x -20480102175488)^2;

T[88,2]=(x -2)*(x^4 -2*x^3 + 14*x^2 -16*x + 64)*(x + 2)^2*(x )^25;
T[88,3]=(x -7)*(x + 1)*(x^2 + 2*x -19)*(x^3 -2*x^2 -83*x + 228)*(x + 5)^2*(x + 4)^2*(x^2 -9*x -4)^2*(x -4)^3*(x -1)^3*(x + 7)^3*(x^2 + 2*x -47)^4;
T[88,5]=(x -9)*(x^2 + 6*x -311)*(x^3 -8*x^2 -155*x -174)*(x + 2)^2*(x^2 -11*x + 6)^2*(x + 7)^3*(x -14)^3*(x + 19)^3*(x + 3)^3*(x^2 -2*x -191)^4;
T[88,7]=(x -2)*(x + 6)*(x^2 + 56*x + 764)*(x^3 -24*x^2 -84*x + 224)*(x -24)^2*(x + 26)^2*(x^2 -10*x -848)^2*(x + 8)^3*(x -14)^3*(x + 10)^3*(x^2 -20*x + 52)^4;
T[88,11]=(x^2 + 44*x + 1331)*(x + 11)^15*(x -11)^15;
T[88,13]=(x + 40)*(x^2 + 44*x -1936)*(x^3 -66*x^2 -5448*x + 325152)*(x )*(x -52)^2*(x -22)^2*(x^2 + 22*x + 24)^2*(x + 72)^3*(x + 16)^3*(x + 50)^3*(x^2 -80*x + 400)^4;
T[88,17]=(x + 38)*(x + 78)*(x^2 + 8*x -4484)*(x^3 -210*x^2 + 10284*x + 70632)*(x -46)^2*(x -50)^2*(x^2 + 160*x + 6012)^2*(x + 46)^3*(x -42)^3*(x -130)^3*(x^2 + 124*x + 3412)^4;
T[88,19]=(x -36)*(x^2 + 188*x + 7216)*(x^3 + 72*x^2 -2688*x -196672)*(x + 96)^2*(x^2 -12*x -9664)^2*(x -44)^3*(x -116)^3*(x + 108)^3*(x + 20)^3*(x^2 -72*x -9504)^4;
T[88,23]=(x -7)*(x -175)*(x^2 + 66*x -15731)*(x^3 + 50*x^2 -22251*x + 440328)*(x + 56)^2*(x -27)^2*(x^2 + 119*x -9288)^2*(x -189)^3*(x + 107)^3*(x + 96)^3*(x^2 + 98*x -1487)^4;
T[88,29]=(x -8)*(x + 264)*(x^2 + 56*x -41536)*(x^3 + 50*x^2 -35568*x + 1236864)*(x -16)^2*(x -198)^2*(x^2 + 138*x -38016)^2*(x -142)^3*(x -120)^3*(x + 120)^3*(x^2 -144*x -4224)^4;
T[88,31]=(x -159)*(x -183)*(x^2 -206*x + 9629)*(x^3 + 298*x^2 -45003*x -14254992)*(x + 160)^2*(x + 293)^2*(x^2 -401*x + 40176)^2*(x -40)^3*(x -117)^3*(x + 163)^3*(x^2 + 34*x -2063)^4;
T[88,37]=(x + 173)*(x -227)*(x^2 -142*x -49039)*(x^3 + 4*x^2 -96219*x -11318238)*(x + 162)^2*(x + 29)^2*(x^2 -341*x + 16242)^2*(x + 409)^3*(x + 201)^3*(x -382)^3*(x^2 -54*x + 537)^4;
T[88,41]=(x + 220)*(x + 36)*(x^2 -252*x + 12496)*(x^3 -254*x^2 -49672*x -971296)*(x + 472)^2*(x + 198)^2*(x^2 + 318*x + 17424)^2*(x -468)^3*(x + 118)^3*(x + 228)^3*(x^2 -536*x + 71776)^4;
T[88,43]=(x -322)*(x + 542)*(x^2 + 372*x + 18916)*(x^3 + 112*x^2 -3884*x -381456)*(x + 110)^2*(x -52)^2*(x^2 -450*x + 34232)^2*(x + 242)^3*(x -220)^3*(x -110)^3*(x^2 + 60*x + 132)^4;
T[88,47]=(x + 264)*(x + 184)*(x^2 + 200*x + 3520)*(x^3 -40*x^2 -147648*x -16705536)*(x + 224)^2*(x -528)^2*(x^2 + 312*x -101376)^2*(x -144)^3*(x -520)^3*(x + 96)^3*(x^2 + 272*x -24704)^4;
T[88,53]=(x -682)*(x + 6)*(x^2 + 1060*x + 276980)*(x^3 + 550*x^2 -20484*x + 136296)*(x + 242)^2*(x -754)^2*(x^2 + 400*x + 30300)^2*(x -458)^3*(x -238)^3*(x -90)^3*(x^2 + 492*x + 51108)^4;
T[88,59]=(x + 99)*(x -421)*(x^2 + 782*x + 108701)*(x^3 -1630*x^2 + 884813*x -159954212)*(x + 668)^2*(x -825)^2*(x^2 + 21*x -62964)^2*(x + 453)^3*(x -435)^3*(x + 852)^3*(x^2 -634*x + 48217)^4;
T[88,61]=(x -308)*(x -164)*(x^2 + 240*x -83600)*(x^3 + 906*x^2 -47376*x -135114784)*(x + 548)^2*(x -550)^2*(x^2 + 462*x + 18344)^2*(x + 668)^3*(x -20)^3*(x -190)^3*(x^2 -840*x + 74832)^4;
T[88,67]=(x -177)*(x + 695)*(x^2 -282*x -64619)*(x^3 + 482*x^2 -524139*x + 82948068)*(x -188)^2*(x + 123)^2*(x^2 -327*x -192124)^2*(x + 97)^3*(x -439)^3*(x + 12)^3*(x^2 -754*x + 140929)^4;
T[88,71]=(x -365)*(x + 987)*(x^2 -754*x + 137629)*(x^3 -242*x^2 -403211*x -72210312)*(x -728)^2*(x -1001)^2*(x^2 -603*x -24552)^2*(x + 1113)^3*(x + 465)^3*(x + 112)^3*(x^2 + 678*x + 97593)^4;
T[88,73]=(x + 528)*(x + 248)*(x^2 -68*x -517264)*(x^3 -998*x^2 + 306824*x -29947936)*(x + 1020)^2*(x -154)^2*(x^2 -206*x -70968)^2*(x + 6)^3*(x + 72)^3*(x -848)^3*(x^2 + 400*x -617072)^4;
T[88,79]=(x + 242)*(x -686)*(x^2 -52*x -154204)*(x^3 -324*x^2 -1053276*x + 77763136)*(x -526)^2*(x + 656)^2*(x^2 -2026*x + 983392)^2*(x -304)^3*(x + 70)^3*(x + 742)^3*(x^2 -316*x -1266044)^4;
T[88,83]=(x -698)*(x + 1494)*(x^2 -4*x -551116)*(x^3 -1360*x^2 -25596*x + 367318992)*(x + 158)^2*(x -236)^2*(x^2 + 1046*x + 110472)^2*(x -358)^3*(x -820)^3*(x -438)^3*(x^2 -468*x + 11556)^4;
T[88,89]=(x + 905)*(x -967)*(x^2 -278*x -672599)*(x^3 -1200*x^2 + 185301*x -7674426)*(x -714)^2*(x + 1217)^2*(x^2 -721*x -647034)^2*(x + 273)^3*(x -895)^3*(x -202)^3*(x^2 + 1842*x + 525489)^4;
T[88,97]=(x + 1031)*(x + 1127)*(x^2 -306*x -192911)*(x^3 -180*x^2 -660363*x + 97506814)*(x + 478)^2*(x + 263)^2*(x^2 -1467*x -603886)^2*(x + 1406)^3*(x -761)^3*(x -409)^3*(x^2 -2194*x + 1141201)^4;

T[89,2]=(x + 1)*(x + 4)*(x^6 -27*x^4 + 24*x^3 + 175*x^2 -340*x + 159)*(x^14 -3*x^13 -91*x^12 + 253*x^11 + 3175*x^10 -7585*x^9 -54593*x^8 + 96727*x^7 + 498932*x^6 -481968*x^5 -2301504*x^4 + 303616*x^3 + 4036096*x^2 + 1703936*x -589824);
T[89,3]=(x -2)*(x + 7)*(x^6 + x^5 -82*x^4 -152*x^3 + 1319*x^2 + 1969*x -1598)*(x^14 -6*x^13 -253*x^12 + 1644*x^11 + 22530*x^10 -161474*x^9 -816650*x^8 + 6860628*x^7 + 9646515*x^6 -122288208*x^5 + 27938727*x^4 + 752434832*x^3 -781015214*x^2 + 86265288*x + 64962664);
T[89,5]=(x -2)*(x -11)*(x^6 + 27*x^5 -140*x^4 -11242*x^3 -130735*x^2 -553105*x -599478)*(x^14 -6*x^13 -1043*x^12 + 10200*x^11 + 355306*x^10 -5065596*x^9 -32754918*x^8 + 863517744*x^7 -2889375323*x^6 -27846663182*x^5 + 221174913161*x^4 -281855868888*x^3 -1862368765520*x^2 + 6727991373408*x -6417249096656);
T[89,7]=(x + 4)*(x -8)*(x^6 + 82*x^5 + 1906*x^4 -3528*x^3 -514796*x^2 -1866956*x + 31710584)*(x^14 -76*x^13 -426*x^12 + 156872*x^11 -2062616*x^10 -118909420*x^9 + 2533891112*x^8 + 41399901376*x^7 -1206016525392*x^6 -6573670320816*x^5 + 281418750253760*x^4 + 358323508616896*x^3 -32143835475182336*x^2 + 4198954859362816*x + 1449839178290588672);
T[89,11]=(x + 32)*(x + 56)*(x^14 -98*x^13 -2192*x^12 + 356304*x^11 + 1564944*x^10 -487988528*x^9 -1170116768*x^8 + 293513155008*x^7 + 1001900499328*x^6 -67714533745408*x^5 -138470671986176*x^4 + 6012877924267008*x^3 -1144269314193408*x^2 -104894408356724736*x -14863586122694656)*(x^6 -10*x^5 -2220*x^4 + 11104*x^3 + 968208*x^2 + 5416016*x -13722432);
T[89,13]=(x + 4)*(x + 16)*(x^6 + 114*x^5 -2428*x^4 -560592*x^3 -4983024*x^2 + 690116240*x + 11958697376)*(x^14 -48*x^13 -17990*x^12 + 876744*x^11 + 109110600*x^10 -4912179408*x^9 -275631400480*x^8 + 8720550082272*x^7 + 360104041095360*x^6 -2891806325044608*x^5 -213397445177407744*x^4 -2589633274932917760*x^3 -11027076161950450688*x^2 -13189201083555633152*x + 3566082795542188032);
T[89,17]=(x + 30)*(x -39)*(x^6 + 63*x^5 -18268*x^4 -797590*x^3 + 50280693*x^2 + 1099303215*x -39056338350)*(x^14 -82*x^13 -32863*x^12 + 1967556*x^11 + 460736942*x^10 -15983760636*x^9 -3421235638622*x^8 + 38260903233420*x^7 + 13417856187467705*x^6 + 99254234544983174*x^5 -24075114592692007963*x^4 -481574645376155660808*x^3 + 13092053150930371908592*x^2 + 377843997401903442928128*x + 1134014733381152240750592);
T[89,19]=(x + 59)*(x + 50)*(x^6 + 213*x^5 + 1032*x^4 -1772194*x^3 -48368045*x^2 + 2460912781*x -20266041746)*(x^14 -362*x^13 + 6433*x^12 + 12605320*x^11 -1482165716*x^10 -86899151286*x^9 + 24982722041856*x^8 -919133652265288*x^7 -106285101785527295*x^6 + 10139175821026714952*x^5 -146363281495665247809*x^4 -17447554481732865860416*x^3 + 974600349784537886727994*x^2 -20035863677975167209575048*x + 150562048818455528571406216);
T[89,23]=(x + 92)*(x + 83)*(x^6 -55*x^5 -21944*x^4 + 1298314*x^3 + 113336955*x^2 -7308294203*x + 9799036878)*(x^14 -162*x^13 -80273*x^12 + 9398864*x^11 + 2485979002*x^10 -143635240778*x^9 -34356558895340*x^8 + 15590617912184*x^7 + 163176761277443693*x^6 + 4584757187646209516*x^5 -171742224677655223007*x^4 -7648936768025368189640*x^3 + 10618634536244223733776*x^2 + 3218823822804519802375616*x + 30917458469406844928213652);
T[89,29]=(x -204)*(x -66)*(x^6 + 360*x^5 + 15236*x^4 -4278232*x^3 -154561920*x^2 + 18230163216*x -194521786272)*(x^14 + 48*x^13 -155734*x^12 -5653584*x^11 + 8782678360*x^10 + 337859275488*x^9 -229480226595232*x^8 -11139621879064160*x^7 + 2742640109901501696*x^6 + 182667876640279522688*x^5 -10043214579846236080128*x^4 -1134995802856574023376896*x^3 -31122116456701269016756224*x^2 -279974951232938727951826944*x -614500444866318417424023552);
T[89,31]=(x -324)*(x + 279)*(x^6 + 467*x^5 + 10132*x^4 -21657574*x^3 -2415772519*x^2 + 145008710973*x + 21593560472298)*(x^14 -556*x^13 -30335*x^12 + 65856424*x^11 -8433046076*x^10 -1685747217894*x^9 + 431537384174574*x^8 -17421120075448640*x^7 -2270782938620226501*x^6 + 189278615874834855306*x^5 -409312665730501968587*x^4 -273606012659827128628808*x^3 + 5357392504645565833157320*x^2 + 49233618053841379869769032*x -1388567861652653213269529916);
T[89,37]=(x + 350)*(x + 20)*(x^6 -440*x^5 -52204*x^4 + 27687296*x^3 + 1057525552*x^2 -163430775168*x -2847189894208)*(x^14 -156*x^13 -326850*x^12 + 44300448*x^11 + 36177842448*x^10 -3795984561088*x^9 -1701890561497632*x^8 + 122714303427304448*x^7 + 32866956466408062720*x^6 -1546664542038163538944*x^5 -228709161898708748609024*x^4 + 1789086196518564260814848*x^3 + 614687449833062998438440960*x^2 + 17183669666777425144122163200*x + 138903164147670310158083072000);
T[89,41]=(x -270)*(x + 78)*(x^14 + 92*x^13 -375716*x^12 -25580360*x^11 + 44723935376*x^10 + 1228359323664*x^9 -1980408859771456*x^8 + 24971900644877952*x^7 + 31206592471077836288*x^6 -1125577275840773792000*x^5 -159204796139680087412736*x^4 + 8534289540724090852442112*x^3 + 26781817689188780541050880*x^2 -3536993403644831695135309824*x -24627238786487434865239130112)*(x^6 + 432*x^5 -89088*x^4 -51695424*x^3 -2037858480*x^2 + 1017391737744*x + 88274048362848);
T[89,43]=(x -71)*(x -86)*(x^6 + 733*x^5 -50554*x^4 -97263112*x^3 -4015541987*x^2 + 2201347885115*x -75857670027458)*(x^14 -856*x^13 -306339*x^12 + 417741404*x^11 -2594629456*x^10 -73417653517854*x^9 + 8805460426828196*x^8 + 5686093560352434920*x^7 -965788077885284631739*x^6 -190969074253972618502402*x^5 + 38235903373375905800901087*x^4 + 1784972732916894353326814316*x^3 -496970799912423289315037350686*x^2 + 18650689225118231604817867682536*x -152838837248323023499428845068904);
T[89,47]=(x + 258)*(x^6 -280*x^5 -283580*x^4 + 113841424*x^3 -2021669712*x^2 -2627626776144*x + 148329323548992)*(x^14 + 342*x^13 -645708*x^12 -150254832*x^11 + 141794007760*x^10 + 17264370711728*x^9 -11510256060413632*x^8 -536845114303383552*x^7 + 395905289154849350656*x^6 -6203768827930826048512*x^5 -5482711887758499157274624*x^4 + 341152881845323692493062144*x^3 + 16053520914045205033978363904*x^2 -1921103451112841319571988152320*x + 44270557536987300207878071123968)*(x );
T[89,53]=(x -534)*(x -597)*(x^6 + 1073*x^5 + 264044*x^4 -30354010*x^3 -16026891303*x^2 -1123315349355*x + 30306996909594)*(x^14 + 314*x^13 -1217679*x^12 -285840160*x^11 + 565241383478*x^10 + 88944161990324*x^9 -125494707088355794*x^8 -10777053878471629148*x^7 + 13629627758225934543781*x^6 + 409266042799540284469274*x^5 -659402093214528752820610215*x^4 -5407046466357477496508995244*x^3 + 13336974408895017751655430573932*x^2 + 52230037044658506537625003090464*x -83112081247294704781506607452651072);
T[89,59]=(x + 206)*(x + 572)*(x^14 -732*x^13 -1058724*x^12 + 751669572*x^11 + 429616167408*x^10 -286355272678548*x^9 -84515299743439000*x^8 + 50586941644723305624*x^7 + 8237060905832627315104*x^6 -4220626135846021376686528*x^5 -363491289335414240161766528*x^4 + 149998216194281798313004235136*x^3 + 7340605209072555966572075218944*x^2 -1662736239580261500939919675069440*x -95374210599249900289237978154145792)*(x^6 -398*x^5 -584318*x^4 + 95510020*x^3 + 98287219492*x^2 + 12086888141332*x + 192016673940696);
T[89,61]=(x + 672)*(x + 420)*(x^14 -628*x^13 -1572650*x^12 + 979485512*x^11 + 926669086672*x^10 -594617680383360*x^9 -247900396076974560*x^8 + 174990838848177764128*x^7 + 27145135106224096635584*x^6 -24974064225274578969291904*x^5 -247619881578094410890500352*x^4 + 1442492503479319513520051705344*x^3 -88582071959672201022999458417664*x^2 -14185803602620574126241704877864960*x -300568220975248119104990254098149376)*(x^6 + 150*x^5 -565296*x^4 + 56382248*x^3 + 53250961984*x^2 -9255676367856*x + 118068820245216);
T[89,67]=(x + 30)*(x + 576)*(x^14 -922*x^13 -2075700*x^12 + 2153960072*x^11 + 1275098982272*x^10 -1679871158373616*x^9 -181030860920885248*x^8 + 522336634509430927680*x^7 -32436655951242148853504*x^6 -69500619868304003374104576*x^5 + 7633737901911527349427937280*x^4 + 4124480818751825956872537358336*x^3 -428622549610889827233507599253504*x^2 -88721258596461116180403444416249856*x + 6605582184884834265406650611839008768)*(x^6 + 1160*x^5 -61720*x^4 -411410544*x^3 -68036823616*x^2 + 36125967255504*x + 8323163819489472);
T[89,71]=(x + 352)*(x -230)*(x^6 + 206*x^5 -1307760*x^4 -122317968*x^3 + 499927909008*x^2 + 17778905109344*x -58754782788134784)*(x^14 -2788*x^13 + 1394172*x^12 + 2471671840*x^11 -2463648841120*x^10 -499679262742400*x^9 + 1151696512391792768*x^8 -91076653496948464640*x^7 -233434946306516039338752*x^6 + 40769500917199767531846656*x^5 + 22401891809068718195678047232*x^4 -4217584600145748057298481930240*x^3 -1050451085552474551527481448841216*x^2 + 137632134919902009639733846861807616*x + 20989700693776086437018971576322818048);
T[89,73]=(x + 497)*(x + 338)*(x^6 -801*x^5 -1204864*x^4 + 961582150*x^3 + 83892205537*x^2 -98128329126325*x + 3860984340964286)*(x^14 -1982*x^13 + 864245*x^12 + 756483628*x^11 -893332033810*x^10 + 306210654835028*x^9 -7540597448801782*x^8 -21821714968558643976*x^7 + 5983982876275937204413*x^6 -639638268778790974773222*x^5 + 17569239596750319711486881*x^4 + 1689396407724556294713930860*x^3 -102539545536792089082938390860*x^2 -614078885486493260249342238272*x + 91219182564417016176530477211392);
T[89,79]=(x + 336)*(x + 714)*(x^6 + 2646*x^5 + 1512848*x^4 -1231423760*x^3 -1569101451632*x^2 -545366768732448*x -61412151488867712)*(x^14 -4636*x^13 + 5917452*x^12 + 3523504256*x^11 -12902764573920*x^10 + 4207193670093568*x^9 + 9081529456998254976*x^8 -5832565584014077948416*x^7 -2914476890852622998529792*x^6 + 2602991290582297722842041344*x^5 + 494145285817941713608723942400*x^4 -528469555545995568957651447668736*x^3 -61860814363165587124778300977364992*x^2 + 43116259927898863511889665969063854080*x + 6205193534398614792614083711644076670976);
T[89,83]=(x + 420)*(x -630)*(x^14 -304*x^13 -5376472*x^12 + 2036110352*x^11 + 10754865649640*x^10 -4604762013326196*x^9 -10027815342548832408*x^8 + 4644210626840792055048*x^7 + 4448117493469093654335456*x^6 -2172024855904091756870322368*x^5 -876884600673878338954917721984*x^4 + 432656201650332283215493514839168*x^3 + 67695063282301928276071549929621504*x^2 -29501725426140933215513405322058460160*x -1400615798415654592184878937832280897536)*(x^6 + 1410*x^5 + 33950*x^4 -874410736*x^3 -555307926324*x^2 -135605338779396*x -11870446220838216);
T[89,89]=(x -89)^8*(x + 89)^14;
T[89,97]=(x -1833)*(x + 1506)*(x^14 + 1366*x^13 -6514047*x^12 -10133974544*x^11 + 12737215494554*x^10 + 25840269597164684*x^9 -3727396111964600182*x^8 -24927874385662122464492*x^7 -9106313675227826532003271*x^6 + 5682491053180598742123507430*x^5 + 3733030729683225408888579388637*x^4 -16388843274108186273123481881548*x^3 -351114622584971534090591711701276348*x^2 -52723449748832397281551824508742812800*x + 736547570794564213092125682561410475648)*(x^6 -1195*x^5 -893340*x^4 + 917452890*x^3 + 269312811529*x^2 -132530847218055*x -34890882782093586);

T[90,2]=(x^2 + x + 8)*(x^2 + 3*x + 8)*(x^2 + 5*x + 8)*(x^2 -5*x + 8)*(x^2 -4*x + 8)*(x^2 + 8)^2*(x^2 -3*x + 8)^2*(x^2 -x + 8)^2*(x^2 + 4*x + 8)^3*(x -2)^9*(x + 2)^9;
T[90,3]=(x^2 + 8*x + 27)*(x^2 -2*x + 27)^2*(x + 3)^4*(x -3)^4*(x )^32;
T[90,5]=(x^2 + 6*x + 125)*(x^2 + 125)^2*(x^2 -6*x + 125)^2*(x -5)^17*(x + 5)^19;
T[90,7]=(x -14)^2*(x -32)^3*(x + 30)^4*(x + 16)^6*(x + 24)^6*(x + 4)^7*(x -6)^8*(x -20)^10;
T[90,11]=(x -60)*(x + 6)*(x -6)*(x -48)*(x + 52)^2*(x -50)^2*(x + 32)^2*(x + 50)^2*(x -24)^2*(x + 48)^2*(x + 60)^2*(x + 12)^3*(x -52)^4*(x + 24)^4*(x )^4*(x -32)^6*(x -12)^7;
T[90,13]=(x -68)^2*(x -2)^3*(x + 34)^3*(x + 58)^4*(x + 70)^4*(x + 20)^4*(x -38)^6*(x -74)^6*(x -22)^6*(x + 38)^8;
T[90,17]=(x -114)*(x -78)*(x + 66)*(x + 78)*(x + 42)*(x -42)^2*(x + 26)^2*(x -10)^2*(x + 10)^2*(x + 54)^2*(x + 114)^2*(x -14)^2*(x -126)^2*(x -66)^3*(x -54)^4*(x + 14)^4*(x + 126)^4*(x )^4*(x -26)^6;
T[90,19]=(x -44)^2*(x -140)^3*(x + 76)^3*(x -56)^4*(x + 44)^4*(x + 100)^4*(x -20)^6*(x + 124)^6*(x + 20)^6*(x -100)^8;
T[90,23]=(x + 72)*(x + 132)*(x -72)^2*(x -78)^2*(x -132)^3*(x -120)^5*(x + 78)^6*(x -168)^6*(x + 168)^6*(x + 120)^7*(x )^7;
T[90,29]=(x -126)*(x + 126)*(x -90)*(x + 6)*(x + 210)*(x -6)^2*(x + 230)^2*(x + 30)^2*(x -78)^2*(x -210)^2*(x + 90)^3*(x + 78)^4*(x -30)^4*(x -230)^4*(x -50)^4*(x )^4*(x + 50)^8;
T[90,31]=(x + 244)^2*(x -272)^3*(x + 232)^3*(x -108)^4*(x -308)^4*(x -152)^4*(x + 88)^6*(x + 288)^6*(x -200)^6*(x + 108)^8;
T[90,37]=(x + 304)^2*(x + 334)^3*(x -134)^3*(x + 40)^4*(x -110)^4*(x -254)^6*(x + 70)^6*(x -266)^8*(x + 34)^10;
T[90,41]=(x + 234)*(x -198)*(x -480)*(x -438)*(x + 480)*(x + 400)^2*(x + 122)^2*(x + 330)^2*(x + 22)^2*(x -400)^2*(x + 42)^2*(x -234)^2*(x + 198)^2*(x + 438)^3*(x -42)^4*(x -330)^4*(x -122)^4*(x )^4*(x -22)^6;
T[90,43]=(x -104)^2*(x + 412)^3*(x + 268)^3*(x + 520)^4*(x -32)^4*(x -280)^4*(x + 188)^6*(x + 52)^6*(x -92)^6*(x -442)^8;
T[90,47]=(x -360)*(x + 216)*(x -600)*(x -204)*(x + 600)*(x + 256)^2*(x -216)^2*(x -96)^2*(x -280)^2*(x + 360)^2*(x -514)^2*(x + 280)^2*(x -24)^2*(x + 204)^3*(x + 96)^4*(x + 24)^4*(x -256)^4*(x )^4*(x + 514)^6;
T[90,53]=(x -78)*(x -258)*(x + 258)*(x -610)^2*(x -338)^2*(x + 2)^2*(x + 198)^2*(x + 610)^2*(x + 78)^2*(x + 222)^2*(x + 450)^2*(x -198)^4*(x + 338)^4*(x -450)^4*(x )^4*(x -222)^5*(x -2)^6;
T[90,59]=(x + 534)*(x + 420)*(x -534)*(x + 240)*(x -240)^2*(x -50)^2*(x + 100)^2*(x + 500)^2*(x + 50)^2*(x + 24)^2*(x -420)^3*(x -24)^4*(x -100)^4*(x -660)^4*(x )^4*(x + 660)^5*(x -500)^6;
T[90,61]=(x -362)^2*(x + 490)^3*(x -302)^3*(x -182)^4*(x -902)^4*(x + 538)^6*(x + 322)^6*(x -742)^6*(x + 518)^12;
T[90,67]=(x + 268)^2*(x -596)^3*(x -812)^3*(x + 180)^4*(x + 1024)^4*(x + 880)^4*(x + 196)^6*(x -884)^6*(x + 84)^6*(x -126)^8;
T[90,71]=(x -972)*(x + 432)*(x + 972)*(x + 120)*(x -768)*(x -328)^2*(x + 412)^2*(x + 792)^2*(x -700)^2*(x + 700)^2*(x -120)^2*(x -288)^2*(x + 768)^2*(x -432)^3*(x + 328)^4*(x + 288)^4*(x -792)^4*(x )^4*(x -412)^6;
T[90,73]=(x -470)^2*(x -746)^3*(x + 478)^3*(x + 410)^4*(x -1190)^4*(x -362)^4*(x + 430)^6*(x -218)^6*(x + 38)^6*(x + 878)^8;
T[90,79]=(x -1244)^2*(x + 640)^3*(x -152)^3*(x + 160)^4*(x -884)^4*(x + 516)^4*(x + 240)^6*(x -600)^8*(x + 520)^12;
T[90,83]=(x -348)*(x -396)*(x -804)*(x + 72)*(x + 396)*(x + 156)^2*(x + 282)^2*(x + 1212)^2*(x -660)^2*(x + 348)^2*(x + 804)^2*(x + 660)^2*(x -492)^2*(x -72)^3*(x -156)^4*(x + 492)^4*(x -1212)^4*(x )^4*(x -282)^6;
T[90,89]=(x + 210)*(x + 972)*(x -678)*(x -972)*(x + 1026)^2*(x -210)^2*(x -1500)^2*(x -150)^2*(x + 678)^2*(x + 330)^2*(x + 1500)^2*(x + 810)^3*(x -330)^4*(x -1026)^4*(x )^4*(x + 150)^6*(x -810)^7;
T[90,97]=(x + 46)^2*(x -194)^3*(x + 1534)^3*(x + 1630)^4*(x -1106)^4*(x + 1330)^4*(x + 286)^6*(x -866)^6*(x -1154)^6*(x -386)^8;

T[91,2]=(x^3 -x^2 -10*x + 14)*(x^5 -7*x^4 -22*x^3 + 206*x^2 -84*x -724)*(x^6 -2*x^5 -27*x^4 + 42*x^3 + 154*x^2 -156*x + 36)*(x^4 + 4*x^3 -21*x^2 -74*x + 26)*(x + 1)^2*(x + 5)^2*(x^2 -x -4)^2;
T[91,3]=(x^3 -x^2 -24*x + 52)*(x^5 + 5*x^4 -84*x^3 -176*x^2 + 2084*x -2148)*(x^6 -13*x^5 -52*x^4 + 1164*x^3 -3092*x^2 -3116*x + 2192)*(x^4 + 5*x^3 -52*x^2 -184*x + 448)*(x + 7)^2*(x + 2)^2*(x^2 -5*x -32)^2;
T[91,5]=(x^3 + 22*x^2 + 57*x + 8)*(x^5 -16*x^4 -310*x^3 + 4664*x^2 + 24161*x -331800)*(x^6 -26*x^5 -82*x^4 + 5652*x^3 -15563*x^2 -292578*x + 1365480)*(x^4 + 36*x^3 + 145*x^2 -4806*x -27288)*(x + 7)^2*(x -16)^2*(x^2 + 3*x -2)^2;
T[91,7]=(x^2 + 13*x + 343)*(x^4 + 9*x^3 + 192*x^2 + 3087*x + 117649)*(x -7)^10*(x + 7)^10;
T[91,11]=(x^3 + 31*x^2 -1032*x -21784)*(x^5 -83*x^4 + 1452*x^3 + 12336*x^2 -320828*x + 918012)*(x^6 -11*x^5 -4244*x^4 + 76012*x^3 + 1741628*x^2 + 901692*x -50674032)*(x^4 + 95*x^3 + 2128*x^2 + 540*x -151632)*(x + 26)^2*(x + 8)^2*(x^2 -80*x + 988)^2;
T[91,13]=(x^2 -28*x + 2197)*(x -13)^11*(x + 13)^13;
T[91,17]=(x^3 + 140*x^2 -388*x -352384)*(x^5 + 88*x^4 -9544*x^3 -715704*x^2 + 19438268*x + 1344572016)*(x^6 -210*x^5 -6284*x^4 + 3842296*x^3 -233523892*x^2 + 1109022072*x + 109733452128)*(x^4 + 146*x^3 -3120*x^2 -787408*x -1065472)*(x -54)^2*(x -77)^2*(x^2 -19*x -1138)^2;
T[91,19]=(x^3 -68*x^2 -2771*x + 38654)*(x^5 -170*x^4 + 10*x^3 + 967668*x^2 -38902655*x + 424515950)*(x^6 -78*x^5 -18514*x^4 + 2171916*x^3 -57119723*x^2 -169486694*x + 2430493176)*(x^4 + 48*x^3 -5327*x^2 + 52230*x + 317232)*(x + 110)^2*(x + 126)^2*(x^2 + 84*x -2588)^2;
T[91,23]=(x^3 + 221*x^2 -18857*x -4598981)*(x^4 + 121*x^3 -5241*x^2 -291929*x -2384104)*(x^5 -57*x^4 -28774*x^3 + 1096382*x^2 + 168804693*x -3281522805)*(x^6 + 75*x^5 -20494*x^4 -607274*x^3 + 3576405*x^2 + 125136783*x + 50143752)*(x + 96)^2*(x -48)^2*(x^2 -196*x + 8992)^2;
T[91,29]=(x^3 + 114*x^2 -55327*x -3756016)*(x^5 -376*x^4 + 9966*x^3 + 9227332*x^2 -848909991*x + 517604540)*(x^6 -306*x^5 -12058*x^4 + 10640872*x^3 -1022299775*x^2 + 28739043426*x + 30771381744)*(x^4 + 440*x^3 + 23829*x^2 -7727434*x -484339768)*(x + 82)^2*(x + 110)^2*(x^2 + 44*x -38684)^2;
T[91,31]=(x^3 -167*x^2 -59053*x + 10509043)*(x^5 + 7*x^4 -46606*x^3 + 4271710*x^2 -90439287*x + 482544063)*(x^6 + 93*x^5 -101058*x^4 -5314394*x^3 + 2137765645*x^2 + 47687472761*x -11538231146432)*(x^4 + 283*x^3 -3281*x^2 -2782611*x -1026856)*(x -12)^2*(x -196)^2*(x^2 + 86*x -3064)^2;
T[91,37]=(x^3 -129*x^2 -73360*x + 10795412)*(x^5 -407*x^4 -24796*x^3 + 27317728*x^2 -3058409644*x + 55043010540)*(x^6 + 611*x^5 -85438*x^4 -107351492*x^3 -12517443884*x^2 + 2195448603396*x + 341114263632920)*(x^4 + 209*x^3 -92486*x^2 + 2934096*x + 328158128)*(x + 131)^2*(x + 246)^2*(x^2 -209*x + 10814)^2;
T[91,41]=(x^3 + 505*x^2 + 11264*x -15351692)*(x^5 -967*x^4 + 192440*x^3 + 66238824*x^2 -26904426928*x + 2379566705040)*(x^6 -131*x^5 -88878*x^4 + 12725912*x^3 + 601945344*x^2 -54214730352*x -1208949930720)*(x^4 + 93*x^3 -246646*x^2 -11549508*x + 12096773224)*(x -336)^2*(x -182)^2*(x^2 + 230*x + 11168)^2;
T[91,43]=(x^3 + 290*x^2 -129959*x -24754904)*(x^5 + 792*x^4 + 53726*x^3 -65706972*x^2 -5665646711*x + 1735911107884)*(x^6 + 88*x^5 -180842*x^4 + 28303532*x^3 + 351052305*x^2 -267206248252*x + 10083630522144)*(x^4 -526*x^3 + 71905*x^2 -3137904*x + 18583856)*(x + 201)^2*(x -128)^2*(x^2 -287*x -66316)^2;
T[91,47]=(x^3 + 53*x^2 -39361*x -3279589)*(x^5 + 823*x^4 + 18882*x^3 -74974050*x^2 -3573285383*x + 938562407727)*(x^6 -587*x^5 -213274*x^4 + 173669806*x^3 -16687651899*x^2 -4095059809527*x + 521676349537104)*(x^4 + 783*x^3 + 186971*x^2 + 9210213*x -1054241384)*(x -324)^2*(x + 105)^2*(x^2 -435*x -14918)^2;
T[91,53]=(x^3 + 214*x^2 -190055*x + 13404068)*(x^5 -232*x^4 -576282*x^3 + 121423012*x^2 + 33446246625*x -6948120773700)*(x^6 -770*x^5 + 52150*x^4 + 41149280*x^3 -3365131791*x^2 -423081896022*x + 5376223832400)*(x^4 + 340*x^3 -219171*x^2 -106200326*x -11218230832)*(x + 432)^2*(x + 162)^2*(x^2 + 118*x -344)^2;
T[91,59]=(x^3 + 130*x^2 -322848*x -27866944)*(x^5 -98*x^4 -170152*x^3 + 20861008*x^2 + 2526931856*x -253582298400)*(x^6 -934*x^5 -89056*x^4 + 261134192*x^3 -48141474288*x^2 -8018886258144*x + 1959625607432832)*(x^4 + 922*x^3 -114064*x^2 -174656960*x + 10047112192)*(x + 294)^2*(x -810)^2*(x^2 + 368*x -31492)^2;
T[91,61]=(x^3 -375*x^2 -66168*x + 26796596)*(x^5 -697*x^4 -127600*x^3 + 192836744*x^2 -44177979408*x + 2593495819760)*(x^6 -1629*x^5 + 554410*x^4 + 257715064*x^3 -132872771872*x^2 -7193083951888*x + 4649660080464800)*(x^4 + 141*x^3 -9038*x^2 -1004916*x + 3710376)*(x + 56)^2*(x + 488)^2*(x^2 + 1058*x + 126416)^2;
T[91,67]=(x^3 -333*x^2 -101776*x + 13563452)*(x^5 + 225*x^4 -591624*x^3 + 27251944*x^2 + 32281694032*x -2449811658480)*(x^6 -263*x^5 -1138004*x^4 + 168210584*x^3 + 342541034288*x^2 -9520530209328*x -7320735127314880)*(x^4 + 523*x^3 + 47836*x^2 -7839588*x -951710544)*(x -244)^2*(x -478)^2*(x^2 -68*x -227596)^2;
T[91,71]=(x^3 + 1392*x^2 + 346700*x -94727504)*(x^5 -2052*x^4 + 1056792*x^3 + 15733912*x^2 -25314641924*x + 1516354514304)*(x^6 -1032*x^5 -727204*x^4 + 888427504*x^3 + 8492247036*x^2 -181038784552848*x + 39346372298180736)*(x^4 -1468*x^3 + 671144*x^2 -103527232*x + 2887158784)*(x + 768)^2*(x -9)^2*(x^2 + 131*x -222494)^2;
T[91,73]=(x^3 -569*x^2 -279261*x -887107)*(x^5 -879*x^4 -436222*x^3 + 450477394*x^2 -34755166343*x -2743683978567)*(x^6 -819*x^5 -728296*x^4 + 532583942*x^3 + 66226778985*x^2 -56350606040311*x + 575424087273346)*(x^4 + 47*x^3 -993539*x^2 + 152356113*x + 38124898514)*(x + 702)^2*(x -98)^2*(x^2 -456*x -235316)^2;
T[91,79]=(x^3 + 2219*x^2 + 1500995*x + 287281049)*(x^5 -2587*x^4 + 1780730*x^3 + 230172570*x^2 -590658183403*x + 145291873107345)*(x^6 + 2169*x^5 + 949242*x^4 -427102478*x^3 -166997764443*x^2 + 39347319542085*x -633670985363184)*(x^4 -1025*x^3 + 98963*x^2 + 76485229*x -13183278632)*(x -1304)^2*(x -440)^2*(x^2 + 1008*x + 247216)^2;
T[91,83]=(x^3 -354*x^2 -22519*x + 610148)*(x^5 -284*x^4 -2714006*x^3 + 15961232*x^2 + 1821504778017*x + 619165313806284)*(x^6 -1580*x^5 -474962*x^4 + 1206155656*x^3 + 171658350941*x^2 -265365391123980*x -65240480954771136)*(x^4 + 1190*x^3 + 22325*x^2 -91910520*x -11400717312)*(x + 308)^2*(x + 1302)^2*(x^2 -1958*x + 817664)^2;
T[91,89]=(x^3 + 268*x^2 -1825403*x -654161758)*(x^5 -462*x^4 -1991342*x^3 + 962675060*x^2 + 850892942825*x -431632636884750)*(x^6 -1244*x^5 -1953254*x^4 + 1846177120*x^3 + 1066853825213*x^2 -493883427096708*x + 40946262893571060)*(x^4 + 2962*x^3 + 3100593*x^2 + 1343777692*x + 205066944356)*(x -730)^2*(x + 1190)^2*(x^2 + 720*x -510212)^2;
T[91,97]=(x^3 + 1729*x^2 + 793271*x + 53868391)*(x^5 + 1259*x^4 -3394174*x^3 -3955330330*x^2 + 1599087430457*x + 1080607710750435)*(x^6 + 1643*x^5 -2288844*x^4 -5340552054*x^3 -1578800773295*x^2 + 1486918865575951*x + 675366201757903054)*(x^4 -2715*x^3 + 1120933*x^2 + 1480406631*x -914822530202)*(x -294)^2*(x -70)^2*(x^2 + 928*x -881476)^2;

T[92,2]=(x^2 + 2*x + 8)*(x^8 -2*x^7 + 8*x^6 + 13*x^5 + 2*x^4 + 104*x^3 + 512*x^2 -1024*x + 4096)*(x + 2)^3*(x -2)^3*(x )^17;
T[92,3]=(x^3 -8*x^2 -49*x + 284)*(x^3 + 4*x^2 -17*x -24)*(x + 9)^2*(x + 1)^2*(x^2 -3*x -16)^2*(x^2 + x -92)^2*(x + 5)^3*(x^4 -7*x^3 -13*x^2 + 131*x -152)^3;
T[92,5]=(x^3 + 10*x^2 -228*x -2096)*(x^3 -136*x -552)*(x + 20)^2*(x + 10)^2*(x^2 -10*x -16)^2*(x^2 -10*x -48)^2*(x + 6)^3*(x^4 -14*x^3 -244*x^2 + 4832*x -19904)^3;
T[92,7]=(x^3 -42*x^2 + 452*x -288)*(x^3 + 46*x^2 + 196*x -6416)*(x -2)^2*(x + 12)^2*(x^2 -12*x -256)^2*(x^2 -6*x -32)^2*(x + 8)^3*(x^4 -16*x^3 -1168*x^2 + 11080*x + 301984)^3;
T[92,11]=(x^3 -6*x^2 -3636*x + 89424)*(x^3 + 64*x^2 -1112*x -88184)*(x + 52)^2*(x + 42)^2*(x^2 -72*x + 640)^2*(x -34)^3*(x^4 -8*x^3 -2488*x^2 + 56152*x -81440)^3*(x + 6)^4;
T[92,13]=(x^3 -100*x^2 + 2021*x + 24394)*(x^3 + 44*x^2 -1739*x -3334)*(x -43)^2*(x -7)^2*(x^2 + 51*x -1558)^2*(x^2 + 111*x + 2578)^2*(x + 57)^3*(x^4 -111*x^3 + 529*x^2 + 125283*x + 1322658)^3;
T[92,17]=(x^3 + 88*x^2 -17920*x -1617496)*(x^3 + 28*x^2 -3360*x -56376)*(x + 50)^2*(x -20)^2*(x^2 -124*x -2060)^2*(x^2 + 66*x + 432)^2*(x + 80)^3*(x^4 -98*x^3 -1008*x^2 + 104248*x -855280)^3;
T[92,19]=(x^3 + 94*x^2 -9364*x -184984)*(x^3 -120*x^2 + 1652*x -3984)*(x + 74)^2*(x -106)^2*(x^2 -22*x -3200)^2*(x^2 + 16*x -7236)^2*(x + 70)^3*(x^4 -96*x^3 -21208*x^2 + 1311040*x + 66996944)^3;
T[92,23]=(x -23)^12*(x + 23)^21;
T[92,29]=(x^3 + 128*x^2 + 453*x -231174)*(x^3 -308*x^2 + 30877*x -1008698)*(x + 227)^2*(x + 7)^2*(x^2 + 57*x -19062)^2*(x^2 -15*x -43250)^2*(x -245)^3*(x^4 -21*x^3 -54527*x^2 + 2769801*x + 325399050)^3;
T[92,31]=(x^3 + 140*x^2 -66217*x -1074768)*(x^3 + 76*x^2 -14761*x + 382208)*(x -67)^2*(x + 273)^2*(x^2 + 17*x -86816)^2*(x^2 -67*x -1840)^2*(x -103)^3*(x^4 + 193*x^3 -685*x^2 -1511421*x -58104720)^3;
T[92,37]=(x^3 -26*x^2 -88484*x -4672784)*(x^3 + 212*x^2 -9440*x + 64536)*(x -74)^2*(x + 4)^2*(x^2 -206*x -15744)^2*(x^2 -18*x -50144)^2*(x + 298)^3*(x^4 -170*x^3 -135012*x^2 + 10946176*x + 2389345472)^3;
T[92,41]=(x^3 + 580*x^2 + 79873*x -509682)*(x^3 -584*x^2 + 19753*x + 21405186)*(x + 497)^2*(x -123)^2*(x^2 -485*x + 54286)^2*(x^2 -373*x + 19434)^2*(x -95)^3*(x^4 + 125*x^3 -13663*x^2 -543281*x + 29467114)^3;
T[92,43]=(x^3 + 478*x^2 + 4704*x -14441984)*(x^3 + 20*x^2 -193472*x -25961472)*(x + 88)^2*(x + 152)^2*(x^2 -314*x -98064)^2*(x^2 + 440*x + 16256)^2*(x -88)^3*(x^4 -2*x^3 -80432*x^2 -6041088*x + 78004224)^3;
T[92,47]=(x^3 + 396*x^2 + 10895*x -5642304)*(x^3 + 28*x^2 -199601*x -25906224)*(x -215)^2*(x -75)^2*(x^2 -215*x -77096)^2*(x^2 -859*x + 173064)^2*(x + 357)^3*(x^4 + 677*x^3 + 26651*x^2 -34063993*x -3169103456)^3;
T[92,53]=(x^3 + 122*x^2 -297140*x + 28384056)*(x^3 -356*x^2 -116276*x + 63184)*(x -86)^2*(x -314)^2*(x^2 -50*x -25728)^2*(x^2 -240*x -143204)^2*(x + 414)^3*(x^4 + 230*x^3 -333612*x^2 -80558392*x + 7631805536)^3;
T[92,59]=(x^3 -144*x^2 -157376*x -15495744)*(x^3 -632*x^2 + 66720*x + 9077184)*(x + 444)^2*(x -176)^2*(x^2 -612*x + 27936)^2*(x^2 -792*x + 146320)^2*(x + 408)^3*(x^4 + 1140*x^3 + 401280*x^2 + 44165184*x + 1146071296)^3;
T[92,61]=(x^3 + 1052*x^2 + 141172*x -55378432)*(x^3 -338*x^2 + 17516*x + 2020904)*(x -262)^2*(x + 298)^2*(x^2 -456*x -408692)^2*(x^2 + 1062*x + 220568)^2*(x -822)^3*(x^4 -754*x^3 + 135708*x^2 -513304*x -621762112)^3;
T[92,67]=(x^3 + 2008*x^2 + 1249512*x + 228170232)*(x^3 -442*x^2 -606980*x + 105984432)*(x -266)^2*(x -764)^2*(x^2 -240*x -9216)^2*(x^2 + 844*x + 120852)^2*(x -926)^3*(x^4 -488*x^3 -260568*x^2 + 130952104*x -1826338144)^3;
T[92,71]=(x^3 -888*x^2 -219933*x + 150510312)*(x^3 -360*x^2 -38189*x + 7542816)*(x + 981)^2*(x + 21)^2*(x^2 + 705*x + 39376)^2*(x^2 -399*x + 31752)^2*(x -335)^3*(x^4 + 401*x^3 -687701*x^2 -298072101*x -5581505296)^3;
T[92,73]=(x^3 + 252*x^2 -323855*x + 34560066)*(x^3 -376*x^2 -1043687*x + 431656494)*(x -681)^2*(x + 411)^2*(x^2 + 1277*x + 407518)^2*(x^2 -27*x -8438)^2*(x + 899)^3*(x^4 -1509*x^3 + 425877*x^2 + 92572593*x -14695752674)^3;
T[92,79]=(x^3 -1540*x^2 + 641716*x -66491136)*(x^3 + 720*x^2 -1198556*x -932658192)*(x -806)^2*(x -426)^2*(x^2 -122*x -8616)^2*(x^2 -594*x + 32080)^2*(x + 1322)^3*(x^4 + 838*x^3 -181084*x^2 -297551352*x -61908677856)^3;
T[92,83]=(x^3 -454*x^2 -893372*x + 241050384)*(x^3 + 1404*x^2 -59336*x -464610136)*(x -902)^2*(x + 952)^2*(x^2 -1802*x + 802968)^2*(x^2 -394*x -285952)^2*(x + 36)^3*(x^4 -142*x^3 -383600*x^2 + 88041768*x + 7015211408)^3;
T[92,89]=(x^3 + 810*x^2 -122616*x -178848)*(x^3 -534*x^2 -1225976*x + 77599776)*(x + 1332)^2*(x + 1272)^2*(x^2 + 486*x -31520)^2*(x^2 -2046*x + 1040616)^2*(x + 460)^3*(x^4 -2342*x^3 + 1462056*x^2 + 88039456*x -213195182848)^3;
T[92,97]=(x^3 -1284*x^2 + 324440*x -22204008)*(x^3 -736*x^2 -584152*x + 67270584)*(x + 342)^2*(x + 1328)^2*(x^2 + 910*x -1163112)^2*(x^2 -2152*x + 882092)^2*(x + 964)^3*(x^4 -1062*x^3 -1780792*x^2 + 721154456*x + 60054540368)^3;

T[93,2]=(x -3)*(x^2 + x -10)*(x^2 + 5*x -1)*(x^3 -3*x^2 -10*x + 8)*(x^2 + 3*x -2)*(x^6 -3*x^5 -36*x^4 + 99*x^3 + 265*x^2 -414*x -648)*(x^2 + 5*x + 2)^2*(x^5 -3*x^4 -30*x^3 + 79*x^2 + 167*x -386)^2;
T[93,3]=(x^4 + 2*x^3 + 38*x^2 + 54*x + 729)*(x^10 -4*x^9 + 61*x^8 -244*x^7 + 2152*x^6 -7312*x^5 + 58104*x^4 -177876*x^3 + 1200663*x^2 -2125764*x + 14348907)*(x + 3)^8*(x -3)^8;
T[93,5]=(x + 9)*(x^2 + 11*x -62)*(x^3 -8*x^2 -59*x + 434)*(x^6 -12*x^5 -338*x^4 + 5328*x^3 -5987*x^2 -139668*x + 416580)*(x^2 -8*x -245)*(x^2 + 8*x -1)*(x^2 + 25*x + 118)^2*(x^5 -15*x^4 -433*x^3 + 6375*x^2 + 35100*x -520516)^2;
T[93,7]=(x + 34)*(x^2 + 37*x + 338)*(x^2 + 4*x -721)*(x^6 -47*x^5 -383*x^4 + 43219*x^3 -506686*x^2 -406488*x + 19777216)*(x^3 -19*x^2 -286*x + 2168)*(x^2 -29*x + 200)*(x^2 + 19*x -16)^2*(x^5 -9*x^4 -429*x^3 -871*x^2 + 14520*x + 47236)^2;
T[93,11]=(x -33)*(x^2 + 39*x -1154)*(x^2 -34*x -2060)*(x^3 -59*x^2 + 898*x -3184)*(x^6 -9*x^5 -2150*x^4 + 3732*x^3 + 1060768*x^2 + 896448*x -99130368)*(x + 68)^2*(x^2 + 26*x + 16)^2*(x^5 -88*x^4 -562*x^3 + 176124*x^2 -1159400*x -76793648)^2;
T[93,13]=(x -65)*(x^2 + 53*x -832)*(x^2 + 170*x + 7196)*(x^6 -57*x^5 -5296*x^4 + 220396*x^3 + 6492472*x^2 -161421728*x + 306417376)*(x^2 + 20*x -2524)*(x^3 -25*x^2 -658*x -3136)*(x^2 -64*x -676)^2*(x^5 + 28*x^4 -3850*x^3 -99836*x^2 + 3363368*x + 85935616)^2;
T[93,17]=(x + 21)*(x^2 + 30*x -4736)*(x^2 -25*x -6988)*(x^2 + 132*x + 4240)*(x^3 -71*x^2 -3336*x + 93584)*(x^6 -111*x^5 -13498*x^4 + 1681176*x^3 + 13915744*x^2 -4441152000*x + 74785155072)*(x^2 + 84*x + 1492)^2*(x^5 -138*x^4 -5744*x^3 + 1416680*x^2 -62408144*x + 845793728)^2;
T[93,19]=(x + 97)*(x^2 + 120*x + 2875)*(x^2 -117*x + 460)*(x^3 -52*x^2 -1521*x + 61516)*(x^2 + 188*x + 6779)*(x^6 -268*x^5 + 6102*x^4 + 3161476*x^3 -199589463*x^2 -5796227656*x + 487840367440)*(x^2 + 51*x -68)^2*(x^5 + 43*x^4 -20013*x^3 -513799*x^2 + 84833096*x -885299824)^2;
T[93,23]=(x + 84)*(x^2 -82*x + 1420)*(x^2 + 152*x -1024)*(x^6 + 48*x^5 -45152*x^4 + 989736*x^3 + 500218720*x^2 -39138653952*x + 835692318720)*(x^2 + 142*x -13040)*(x^3 -120*x^2 -4144*x -12544)*(x^2 -10*x -12368)^2*(x^5 -206*x^4 -4268*x^3 + 1612992*x^2 + 31264256*x -1477525504)^2;
T[93,29]=(x -48)*(x^2 -106*x -2104)*(x^2 + 134*x -10852)*(x^6 -83592*x^4 -1203240*x^3 + 1470897856*x^2 + 67114530432*x -836664173568)*(x^2 -74*x -5560)*(x^3 + 70*x^2 -71384*x -124864)*(x^2 + 314*x + 8312)^2*(x^5 -474*x^4 + 70238*x^3 -2819688*x^2 -106998096*x + 6492808496)^2;
T[93,31]=(x -31)^15*(x + 31)^15;
T[93,37]=(x -146)*(x^2 + 166*x + 6520)*(x^3 + 198*x^2 + 2636*x -506488)*(x^6 -116*x^5 -128212*x^4 + 11815096*x^3 + 2648517152*x^2 -138229568672*x + 1036399288960)*(x^2 -260*x -5132)*(x^2 + 166*x -5900)*(x^2 -32*x -103172)^2*(x^5 + 508*x^4 -25650*x^3 -45066092*x^2 -7010150696*x -315180705232)^2;
T[93,41]=(x + 378)*(x^2 + 161*x -106526)*(x^3 -403*x^2 + 22120*x + 534388)*(x^6 + 309*x^5 -247103*x^4 -93620949*x^3 + 8778672082*x^2 + 6168178248996*x + 551907528559656)*(x^2 -177*x -56466)*(x^2 -260*x -4241)*(x^2 + 583*x + 48214)^2*(x^5 -473*x^4 -132137*x^3 + 88408661*x^2 -10289561412*x + 19192433688)^2;
T[93,43]=(x -182)*(x^2 + 446*x + 49004)*(x^2 + 288*x + 20124)*(x^6 -408*x^5 -164080*x^4 + 43205512*x^3 + 8394550048*x^2 -1135180769408*x -130040592445952)*(x^2 + 272*x + 17840)*(x^3 -32*x^2 -67340*x + 2465552)*(x^2 -220*x -138112)^2*(x^5 + 82*x^4 -232370*x^3 -20709784*x^2 + 4684410240*x -154176970896)^2;
T[93,47]=(x + 501)*(x^2 + 680*x + 114944)*(x^3 -675*x^2 + 63302*x + 9589304)*(x^6 + 369*x^5 -223458*x^4 -48595992*x^3 + 4112844256*x^2 + 1089602919936*x + 44796842311680)*(x^2 + 436*x + 41840)*(x^2 -779*x + 151196)*(x^2 -512*x + 64448)^2*(x^5 + 644*x^4 + 35236*x^3 -32733376*x^2 -3204167808*x + 197408306432)^2;
T[93,53]=(x + 402)*(x^2 + 390*x -146024)*(x^3 -454*x^2 -230992*x + 103574624)*(x^6 + 72*x^5 -461356*x^4 -52369872*x^3 + 40269482944*x^2 + 686776961280*x -632095762132992)*(x^2 -192*x -158288)*(x^2 -138*x -80936)*(x^2 + 54*x -47024)^2*(x^5 -374*x^4 -168138*x^3 + 51574928*x^2 + 4303685312*x + 79406336128)^2;
T[93,59]=(x -102)*(x^2 + 363*x -476780)*(x^2 + 546*x + 68845)*(x^3 -1159*x^2 + 90948*x + 156232684)*(x^2 + 339*x + 22266)*(x^6 + 597*x^5 -645781*x^4 -321268149*x^3 + 135822160432*x^2 + 38802961451796*x -11269382974120848)*(x^2 + 609*x + 82516)^2*(x^5 + 541*x^4 -489537*x^3 -253089337*x^2 + 35770388652*x + 19804492743336)^2;
T[93,61]=(x -209)*(x^2 -336*x -62720)*(x^2 + 690*x + 112096)*(x^3 + 563*x^2 + 95194*x + 4561216)*(x^2 + 581*x -154328)*(x^6 -289*x^5 -971352*x^4 + 228808588*x^3 + 230350576224*x^2 -22889753483008*x -13537132335380480)*(x^2 -372*x + 33508)^2*(x^5 -440*x^4 -322674*x^3 -19295188*x^2 + 8535138216*x + 922927740352)^2;
T[93,67]=(x + 835)*(x^2 + 104*x -64112)*(x^2 + 255*x -36108)*(x^6 -1509*x^5 + 56844*x^4 + 984237344*x^3 -588494318208*x^2 + 105040712307456*x -438621260837888)*(x^2 -256*x -272912)*(x^3 -801*x^2 -613560*x + 450212528)*(x^2 -424*x -199856)^2*(x^5 + 1884*x^4 + 946944*x^3 -65348608*x^2 -137973989376*x -22262005628928)^2;
T[93,71]=(x + 105)*(x^2 -605*x -174184)*(x^2 + 458*x -298459)*(x^3 -1306*x^2 -162297*x + 471768226)*(x^2 + 30*x -387)*(x^6 + 30*x^5 -431454*x^4 + 61983372*x^3 + 28377722869*x^2 -3478979900850*x -484136516607888)*(x^2 + 317*x -197752)^2*(x^5 -491*x^4 -1083549*x^3 + 466152431*x^2 + 241993512960*x -69573929276736)^2;
T[93,73]=(x -542)*(x^2 -578*x + 49040)*(x^3 -282*x^2 -1065348*x + 338525032)*(x^6 -1652*x^5 + 180556*x^4 + 745878712*x^3 -235347438208*x^2 -79696448130720*x + 30317193902658304)*(x^2 + 1126*x + 298844)*(x^2 + 208*x -1085956)*(x^2 + 1840*x + 781052)^2*(x^5 -302*x^4 -630904*x^3 + 262079248*x^2 -17267778608*x -1852644259168)^2;
T[93,79]=(x -1109)*(x^2 -152*x -45380)*(x^2 + 151*x -1498906)*(x^6 -911*x^5 -2880322*x^4 + 2498124076*x^3 + 1999159018712*x^2 -1536800358966656*x -85380749329055744)*(x^2 + 1030*x + 256000)*(x^3 -1025*x^2 + 293342*x -25506944)*(x^2 + 1132*x + 246304)^2*(x^5 + 1244*x^4 -778144*x^3 -963316120*x^2 -63376557280*x -59985571648)^2;
T[93,83]=(x + 597)*(x^2 + 2061*x + 975022)*(x^2 -432*x -64820)*(x^6 -1983*x^5 -574762*x^4 + 3315507588*x^3 -1863540248264*x^2 -79810597485024*x + 184439830851409920)*(x^2 + 2046*x + 1007128)*(x^3 -1393*x^2 + 576570*x -69563504)*(x^2 -1458*x + 459616)^2*(x^5 -1544*x^4 + 521158*x^3 + 182720820*x^2 -94455176136*x + 657431598704)^2;
T[93,89]=(x + 1638)*(x^2 + 2012*x + 995332)*(x^2 -788*x -222620)*(x^3 + 1452*x^2 -222156*x -421613856)*(x^2 + 848*x -1249924)*(x^6 -786*x^5 -2061200*x^4 + 1550555760*x^3 + 554343858064*x^2 -449882921428128*x + 32308533372392064)*(x^2 -418*x -165776)^2*(x^5 -3056*x^4 + 2201156*x^3 + 788987256*x^2 -1002344499360*x + 68090734165536)^2;
T[93,97]=(x + 1483)*(x^2 + 882*x + 56781)*(x^2 + 1598*x + 452801)*(x^6 + 1032*x^5 -2876962*x^4 -2946055520*x^3 + 1272122746477*x^2 + 1497841306465696*x + 262221054828077932)*(x^2 -1627*x + 333362)*(x^3 -148*x^2 -1424295*x -252557894)*(x^2 -1363*x + 205154)^2*(x^5 -583*x^4 -2505609*x^3 + 1000257787*x^2 + 1103001039468*x -31148274036888)^2;

T[94,2]=(x^6 + 5*x^5 + 22*x^4 + 68*x^3 + 176*x^2 + 320*x + 512)*(x^16 -3*x^15 + 14*x^14 -44*x^13 + 236*x^12 -621*x^11 + 2287*x^10 -6158*x^9 + 22844*x^8 -49264*x^7 + 146368*x^6 -317952*x^5 + 966656*x^4 -1441792*x^3 + 3670016*x^2 -6291456*x + 16777216)*(x + 2)^6*(x -2)^6;
T[94,3]=(x^2 + 9*x + 19)*(x^4 + x^3 -93*x^2 + 116*x + 1136)*(x^4 -3*x^3 -89*x^2 + 336*x + 376)*(x^2 + x -21)*(x^3 + 5*x^2 -7*x -8)^2*(x^8 -7*x^7 -130*x^6 + 813*x^5 + 4394*x^4 -24059*x^3 -27331*x^2 + 234792*x -256552)^2;
T[94,5]=(x^2 + 20*x + 20)*(x^4 -10*x^3 -304*x^2 + 1512*x + 1136)*(x^4 -10*x^3 -110*x^2 + 1092*x -1128)*(x^2 + 10*x -60)*(x^3 + 6*x^2 -84*x -512)^2*(x^8 -14*x^7 -622*x^6 + 8284*x^5 + 103232*x^4 -1258208*x^3 -3074592*x^2 + 20604288*x + 39992832)^2;
T[94,7]=(x^2 + 19*x -271)*(x^4 -37*x^3 + 169*x^2 + 6528*x -61476)*(x^4 + 19*x^3 -619*x^2 -7160*x -10288)*(x^2 -9*x -171)*(x^3 + 45*x^2 + 483*x + 1152)^2*(x^8 -39*x^7 -944*x^6 + 41357*x^5 + 210360*x^4 -10944611*x^3 -4356853*x^2 + 338747864*x -671832924)^2;
T[94,11]=(x^2 + 88*x + 1916)*(x^4 -66*x^3 + 198*x^2 + 12564*x -360)*(x^4 -30*x^3 -2560*x^2 + 80792*x + 205680)*(x^2 + 58*x + 756)*(x^3 -2*x^2 -1280*x + 18432)^2*(x^8 -68*x^7 -4798*x^6 + 318208*x^5 + 5788744*x^4 -363519952*x^3 -88280864*x^2 + 8147010816*x -13840895616)^2;
T[94,13]=(x^2 + 34*x -4516)*(x^4 -2*x^3 -1950*x^2 -43580*x -271592)*(x^4 -16*x^3 -9340*x^2 + 120864*x + 16724944)*(x^2 + 26*x -596)*(x^3 + 80*x^2 + 1184*x + 4288)^2*(x^8 -112*x^7 -1546*x^6 + 642304*x^5 -26196360*x^4 + 149011472*x^3 + 8719852640*x^2 -73811734464*x -1112419583616)^2;
T[94,17]=(x^2 -27*x -5769)*(x^4 + 77*x^3 -6197*x^2 -447096*x -5232432)*(x^4 -259*x^3 + 21315*x^2 -512300*x -3313500)*(x^2 + 117*x + 2891)*(x^3 + 39*x^2 -3975*x -114146)^2*(x^8 + 7*x^7 -23320*x^6 -354121*x^5 + 166437128*x^4 + 3102715351*x^3 -382040834865*x^2 -7702985044896*x + 48362680514304)^2;
T[94,19]=(x^2 + 20*x -11420)*(x^4 -40*x^3 -32606*x^2 + 865272*x + 241894560)*(x^4 -50*x^3 -16240*x^2 + 704776*x + 40310640)*(x^2 + 80*x + 240)*(x^3 + 24*x^2 -696*x -16776)^2*(x^8 -74*x^7 -33358*x^6 + 1817628*x^5 + 382516376*x^4 -13790443760*x^3 -1748089190784*x^2 + 30357821411712*x + 2596859258815872)^2;
T[94,23]=(x^2 + 90*x -9020)*(x^4 -84*x^3 -6984*x^2 + 165024*x + 9912960)*(x^4 -270*x^3 + 3092*x^2 + 2930896*x -100331072)*(x^2 + 200*x + 8640)*(x^3 -120*x^2 -7932*x + 997488)^2*(x^8 -64*x^7 -38804*x^6 + 3029656*x^5 + 316754640*x^4 -30584761664*x^3 + 287448745920*x^2 + 19433116173312*x -320479281547776)^2;
T[94,29]=(x^2 -48*x -51444)*(x^4 -94*x^3 -91478*x^2 + 7974876*x + 682729704)*(x^4 -118*x^3 -25912*x^2 + 109400*x + 66093200)*(x^2 + 42*x + 356)*(x^3 + 184*x^2 -33216*x -5017536)^2*(x^8 -20*x^7 -102346*x^6 + 1336120*x^5 + 3084251896*x^4 -48443761360*x^3 -32271013386656*x^2 + 329310208994048*x + 104791020527695744)^2;
T[94,31]=(x^2 -318*x + 17676)*(x^4 + 258*x^3 + 13540*x^2 -845712*x -57578912)*(x^4 + 466*x^3 + 58532*x^2 + 1981552*x -15672256)*(x^2 -98*x -35084)*(x^3 + 4*x^2 -83344*x + 8556992)^2*(x^8 -176*x^7 -165580*x^6 + 27979112*x^5 + 7076032656*x^4 -1091877259232*x^3 -75701799605824*x^2 + 12199138842875136*x -319363443748035072)^2;
T[94,37]=(x^2 -357*x + 24191)*(x^2 -193*x + 4351)*(x^4 + 623*x^3 + 104067*x^2 -2359628*x -1265833068)*(x^4 + 207*x^3 -67505*x^2 -6070272*x + 732040132)*(x^3 + 589*x^2 + 115181*x + 7475042)^2*(x^8 -811*x^7 + 157516*x^6 + 18281869*x^5 -9470103352*x^4 + 1157143432285*x^3 -56402962337465*x^2 + 690124390222176*x + 15328716811839732)^2;
T[94,41]=(x^2 -78*x -51524)*(x^4 -54*x^3 -190224*x^2 -591080*x + 4691329392)*(x^4 + 116*x^3 -19796*x^2 -2908416*x -89067456)*(x^2 + 112*x -83904)*(x^3 + 92*x^2 -41656*x -4686008)^2*(x^8 -466*x^7 -200392*x^6 + 100764000*x^5 + 4933401760*x^4 -5414356002592*x^3 + 511241171834880*x^2 -12698566614372608*x + 91183287123932928)^2;
T[94,43]=(x^2 + 584*x + 84544)*(x^4 + 126*x^3 -220346*x^2 -34784364*x + 2257519000)*(x^4 + 454*x^3 -43516*x^2 -13715040*x + 717540800)*(x^2 -454*x + 26964)*(x^3 + 250*x^2 -67156*x + 2995448)^2*(x^8 -1164*x^7 + 433086*x^6 -37628928*x^5 -9060788592*x^4 + 1725584003888*x^3 -98259714557024*x^2 + 1768339824310080*x + 4450792499078016)^2;
T[94,47]=(x -47)^12*(x + 47)^22;
T[94,53]=(x^2 + 743*x + 131351)*(x^4 + 31*x^3 -207845*x^2 -15116160*x + 1735996788)*(x^4 -457*x^3 -61741*x^2 + 21916052*x + 1475325396)*(x^2 + 507*x + 35171)*(x^3 -459*x^2 -165759*x + 72682394)^2*(x^8 -747*x^7 -227608*x^6 + 299022597*x^5 -59259397860*x^4 -4597133637435*x^3 + 1727688609326707*x^2 + 3607257207060976*x -12873691917849308028)^2;
T[94,59]=(x^2 + 947*x + 204041)*(x^4 -709*x^3 -140755*x^2 + 121207224*x -1429115440)*(x^4 + 83*x^3 -334331*x^2 -111940824*x -9392679120)*(x^2 -53*x -191079)*(x^3 -579*x^2 -387165*x + 143703316)^2*(x^8 + 1661*x^7 + 879348*x^6 + 126366121*x^5 -23892232072*x^4 -6046615751311*x^3 + 116185362837843*x^2 + 48122650970734968*x -1862054478084816432)^2;
T[94,61]=(x^2 -497*x -208529)*(x^4 + 687*x^3 -163741*x^2 + 421804*x + 337924)*(x^4 -641*x^3 -465345*x^2 + 179565544*x + 42017668324)*(x^2 + 443*x -6209)*(x^3 -267*x^2 -137259*x -9210494)^2*(x^8 -1051*x^7 -11908*x^6 + 300019941*x^5 -59452933960*x^4 -19727561007035*x^3 + 5075280430189991*x^2 + 46142142795796632*x -2846506897799082988)^2;
T[94,67]=(x^2 + 1088*x + 293516)*(x^4 + 190*x^3 -1192832*x^2 -292724840*x + 217261935056)*(x^4 -594*x^3 -409466*x^2 -12754092*x + 8507018680)*(x^2 -1098*x + 229916)*(x^3 + 540*x^2 -782688*x -467662264)^2*(x^8 -174*x^7 -855042*x^6 + 171747996*x^5 + 105624750224*x^4 -36134223087520*x^3 + 2665175943820448*x^2 + 168106203418674304*x -19962444050647321088)^2;
T[94,71]=(x^2 + 1635*x + 648775)*(x^4 -285*x^3 -1215453*x^2 + 377933976*x + 201537297396)*(x^4 -617*x^3 -139957*x^2 + 68175744*x + 12789286480)*(x^2 + 235*x -132585)*(x^3 -749*x^2 -444983*x + 335163288)^2*(x^8 + 631*x^7 -1823698*x^6 -1150450493*x^5 + 891809875894*x^4 + 541868307388883*x^3 -59137292241107207*x^2 -20796205943179362168*x + 309916878039086167116)^2;
T[94,73]=(x^2 -348*x -272304)*(x^4 + 66*x^3 -1026848*x^2 + 425347080*x -29710642544)*(x^4 -452*x^3 -296476*x^2 + 14416416*x + 6031571264)*(x^2 -422*x -17444)*(x^3 + 1924*x^2 + 947384*x + 63904184)^2*(x^8 -1982*x^7 + 499652*x^6 + 1195598280*x^5 -752886934208*x^4 -46847779368224*x^3 + 106191696320560192*x^2 -10154899976047948928*x -2342534010023633891072)^2;
T[94,79]=(x^2 + 963*x + 204831)*(x^2 + 283*x -126369)*(x^4 + 471*x^3 -937213*x^2 -473829184*x + 29001872640)*(x^4 -1273*x^3 + 273739*x^2 + 114636288*x -33029604864)*(x^3 -805*x^2 -291551*x + 122645808)^2*(x^8 + 2387*x^7 + 83542*x^6 -3670534073*x^5 -2565669461198*x^4 + 717287442744519*x^3 + 1349049442602443557*x^2 + 492784930223750207104*x + 58250483150935177508352)^2;
T[94,83]=(x^2 -360*x -60080)*(x^4 + 956*x^3 -634240*x^2 -602911936*x -43024400640)*(x^4 -3372*x^3 + 3739896*x^2 -1383763104*x + 15656787072)*(x^2 + 580*x + 83760)*(x^3 -712*x^2 -293264*x + 211373952)^2*(x^8 + 3064*x^7 + 1739048*x^6 -2688552960*x^5 -2751372011648*x^4 + 238900323616256*x^3 + 670822405637257216*x^2 + 21161590971273707520*x -26226518064429236584448)^2;
T[94,89]=(x^2 + 903*x + 93591)*(x^4 -953*x^3 -1367057*x^2 + 925466280*x -115853254896)*(x^4 -1025*x^3 -650045*x^2 + 195728492*x -8079770940)*(x^2 + 1983*x + 875951)*(x^3 -835*x^2 -75051*x + 112057878)^2*(x^8 -1167*x^7 -2015144*x^6 + 1978597009*x^5 + 1135152143224*x^4 -785975726852991*x^3 -75678287911006513*x^2 + 82126871001375047648*x -9343597390272153759488)^2;
T[94,97]=(x^2 -879*x -200241)*(x^4 + 373*x^3 -2596197*x^2 -1769436896*x -84310055252)*(x^2 + 9*x -606901)*(x^4 -779*x^3 -881193*x^2 + 858849912*x -166954585860)*(x^3 + 2243*x^2 + 1075601*x + 137445082)^2*(x^8 -1901*x^7 -342508*x^6 + 1987817411*x^5 -228709263928*x^4 -620328629784925*x^3 + 36442624852218743*x^2 + 67478016791460726072*x + 7931162617221720590412)^2;

T[95,2]=(x -5)*(x^3 + 3*x^2 -8*x -8)*(x^5 + 3*x^4 -23*x^3 -55*x^2 + 28*x + 56)*(x^6 + x^5 -36*x^4 -30*x^3 + 241*x^2 + 347*x + 76)*(x )*(x + 3)^2*(x -3)^2*(x + 4)^2*(x^3 -3*x^2 -18*x + 38)^2;
T[95,3]=(x -7)*(x^3 + 11*x^2 + 26*x -2)*(x^5 + 4*x^4 -82*x^3 -168*x^2 + 896*x + 1960)*(x^6 -5*x^5 -136*x^4 + 404*x^3 + 5044*x^2 -1060*x -31976)*(x -4)^2*(x -2)^2*(x^3 -x^2 -64*x + 172)^2*(x + 5)^3;
T[95,5]=(x^2 + 12*x + 125)*(x^6 -14*x^5 + 304*x^4 -3572*x^3 + 38000*x^2 -218750*x + 1953125)*(x + 5)^10*(x -5)^10;
T[95,7]=(x + 32)*(x + 22)*(x + 1)*(x^3 + 5*x^2 -368*x + 1964)*(x^5 -72*x^4 + 1268*x^3 + 14400*x^2 -557184*x + 3518272)*(x^6 -5*x^5 -1482*x^4 + 5112*x^3 + 570192*x^2 -1821440*x -34171968)*(x -6)^2*(x^3 + 35*x^2 + 147*x -2319)^2*(x -11)^3;
T[95,11]=(x + 36)*(x + 24)*(x^3 + 4*x^2 -2716*x + 39392)*(x^5 -88*x^4 -324*x^3 + 123856*x^2 + 97184*x -36326464)*(x^6 -8*x^5 -5056*x^4 + 16160*x^3 + 6119344*x^2 + 21536832*x -1164746752)*(x + 54)^2*(x + 12)^2*(x -32)^2*(x^3 -16*x^2 -51*x + 1182)^2;
T[95,13]=(x -65)*(x + 31)*(x + 42)*(x -8)*(x^3 + 125*x^2 + 3474*x -9358)*(x^5 -62*x^4 -4582*x^3 + 222212*x^2 + 4914368*x -160927688)*(x^6 -79*x^5 -8208*x^4 + 839148*x^3 -547076*x^2 -1504399316*x + 32296714744)*(x -11)^2*(x + 38)^2*(x^3 -65*x^2 + 744*x + 4848)^2;
T[95,17]=(x + 87)*(x + 66)*(x -33)*(x -114)*(x^3 + 119*x^2 + 1680*x -68476)*(x^5 -194*x^4 + 8080*x^3 + 249856*x^2 -13601360*x + 116471072)*(x^6 -35*x^5 -11010*x^4 + 217320*x^3 + 32984512*x^2 -131157936*x -22420426912)*(x -26)^2*(x + 93)^2*(x^3 -29*x^2 -9225*x -218619)^2;
T[95,19]=(x^2 -100*x + 6859)*(x -19)^11*(x + 19)^15;
T[95,23]=(x -27)*(x + 129)*(x + 30)*(x -160)*(x^3 + 129*x^2 -4904*x -273004)*(x^5 -224*x^4 -20292*x^3 + 6427856*x^2 -309195232*x -313415872)*(x^6 + 111*x^5 -14018*x^4 -1504072*x^3 + 26921792*x^2 + 2291864576*x -19519388352)*(x + 78)^2*(x -183)^2*(x^3 + 101*x^2 -4624*x -378176)^2;
T[95,29]=(x -231)*(x -214)*(x + 6)*(x -111)*(x^3 -37*x^2 -32552*x + 2337236)*(x^5 + 474*x^4 + 44768*x^3 -5648736*x^2 -706263312*x + 521208800)*(x^6 -107*x^5 -92310*x^4 + 10044472*x^3 + 1989870656*x^2 -236397756528*x + 5164992142240)*(x + 249)^2*(x + 50)^2*(x^3 -377*x^2 + 8768*x + 4544396)^2;
T[95,31]=(x + 144)*(x + 94)*(x + 64)*(x -110)*(x^3 -90*x^2 -61496*x + 1394928)*(x^5 + 128*x^4 -80776*x^3 -18308256*x^2 -1179911296*x -23802128896)*(x^6 -574*x^5 + 72336*x^4 + 6817216*x^3 -1216902144*x^2 -6490146048*x + 3563293473792)*(x -56)^2*(x + 108)^2*(x^3 + 140*x^2 -37616*x -2444352)^2;
T[95,37]=(x -94)*(x + 142)*(x + 16)*(x + 70)*(x^3 + 250*x^2 + 218*x -1523052)*(x^5 -6*x^4 -124966*x^3 -21833172*x^2 -1099828752*x -15270022600)*(x^6 -490*x^5 -129076*x^4 + 76505016*x^3 + 2565353828*x^2 -2901496877088*x + 81154435293744)*(x -266)^2*(x + 250)^2*(x^3 + 290*x^2 -46772*x -10001448)^2;
T[95,41]=(x -54)*(x + 6)*(x + 330)*(x + 510)*(x^3 + 94*x^2 -33524*x -1258584)*(x^5 -58*x^4 -143592*x^3 -6127760*x^2 + 4645918736*x + 440057896160)*(x^6 + 256*x^5 -218252*x^4 -80245280*x^3 -139184080*x^2 + 2149391521920*x + 151734187110336)*(x -22)^2*(x -240)^2*(x^3 -956*x^2 + 302116*x -31578144)^2;
T[95,43]=(x + 308)*(x + 34)*(x -182)*(x -74)*(x^3 + 210*x^2 -44268*x -332216)*(x^5 -756*x^4 + 74420*x^3 + 40191984*x^2 -5990300928*x -124664622656)*(x^6 + 212*x^5 -133284*x^4 -15301056*x^3 + 2950986016*x^2 + 448615306048*x + 14416604266624)*(x -442)^2*(x + 196)^2*(x^3 + 570*x^2 -92583*x -65963504)^2;
T[95,47]=(x -184)*(x + 336)*(x + 192)*(x -594)*(x^5 -576*x^4 -250908*x^3 + 93783616*x^2 + 27776155904*x + 797970983488)*(x^6 -674*x^5 -29800*x^4 + 95372400*x^3 -10917253568*x^2 -3288512089152*x + 544317707716608)*(x^3 -524*x^2 -56116*x + 24827136)*(x + 514)^2*(x + 168)^2*(x^3 -66*x^2 -31311*x + 2940624)^2;
T[95,53]=(x -396)*(x + 75)*(x + 274)*(x -501)*(x^3 + 1417*x^2 + 654890*x + 98999786)*(x^5 -166*x^4 -729766*x^3 + 132430956*x^2 + 125610524144*x -30493217870200)*(x^6 + 1729*x^5 + 1050028*x^4 + 260824820*x^3 + 16214856324*x^2 -2792257847556*x -289016191472744)*(x -2)^2*(x -435)^2*(x^3 -817*x^2 + 211080*x -16824816)^2;
T[95,59]=(x + 564)*(x -276)*(x -633)*(x -45)*(x^3 -15*x^2 -426672*x + 4536032)*(x^5 + 1308*x^4 + 97280*x^3 -392807456*x^2 -99144119040*x + 11031532761600)*(x^6 + 25*x^5 -290420*x^4 + 3927392*x^3 + 13502542176*x^2 -1614124251456*x + 49133724670720)*(x -195)^2*(x -500)^2*(x^3 -265*x^2 -157992*x + 31557612)^2;
T[95,61]=(x + 28)*(x + 826)*(x + 706)*(x + 88)*(x^3 + 912*x^2 -89024*x -162789376)*(x^5 -1002*x^4 + 62076*x^3 + 119342216*x^2 -13527864832*x -797510156608)*(x^6 -1626*x^5 + 1026856*x^4 -314256320*x^3 + 46892946368*x^2 -2955396049984*x + 56277540209408)*(x + 518)^2*(x + 358)^2*(x^3 -988*x^2 + 45701*x + 76875874)^2;
T[95,67]=(x -52)*(x -371)*(x + 628)*(x -119)*(x^3 -237*x^2 -702998*x -177128242)*(x^5 -652*x^4 -421842*x^3 + 215016160*x^2 + 41626407744*x -13492785428136)*(x^6 -741*x^5 -743464*x^4 + 527608380*x^3 -88445315684*x^2 + 4752078779212*x -80297782152504)*(x -126)^2*(x + 961)^2*(x^3 + 207*x^2 -59928*x -7515248)^2;
T[95,71]=(x + 984)*(x + 204)*(x + 344)*(x -384)*(x^3 + 124*x^2 -196840*x -29269152)*(x^5 + 600*x^4 -69160*x^3 -20707296*x^2 + 1307762560*x + 126868454912)*(x^6 -792*x^5 -1007664*x^4 + 807299584*x^3 + 16095454336*x^2 -4693884065280*x + 15461733531648)*(x -412)^2*(x + 246)^2*(x^3 -846*x^2 + 172860*x + 1727928)^2;
T[95,73]=(x -14)*(x + 73)*(x -407)*(x + 166)*(x^3 + 2457*x^2 + 1888600*x + 461377276)*(x^5 -1786*x^4 -388768*x^3 + 2452520544*x^2 -1567268620048*x + 287431952280608)*(x^6 -1529*x^5 + 43858*x^4 + 741469192*x^3 -211483609024*x^2 -39257241347920*x + 9294156418467616)*(x -353)^2*(x + 878)^2*(x^3 -627*x^2 -355485*x + 145581839)^2;
T[95,79]=(x + 328)*(x -1262)*(x + 688)*(x + 1234)*(x^3 + 98*x^2 -1166688*x + 447954912)*(x^5 -480*x^4 -163872*x^3 + 98975584*x^2 -9960164608*x + 102625162240)*(x^6 -62*x^5 -1980560*x^4 + 204853856*x^3 + 1120077368576*x^2 -109451638225024*x -165138649272775680)*(x + 34)^2*(x -600)^2*(x^3 -382*x^2 -669888*x -56023488)^2;
T[95,83]=(x -996)*(x + 294)*(x -366)*(x -270)*(x^3 + 454*x^2 -599428*x -307234968)*(x^5 + 292*x^4 -2708756*x^3 -314590240*x^2 + 1606816816736*x -442959832635328)*(x^6 + 80*x^5 -1015532*x^4 + 452097616*x^3 -19333781568*x^2 -18242237882688*x + 2309125136116608)*(x -234)^2*(x -282)^2*(x^3 + 766*x^2 -35648*x -78728352)^2;
T[95,89]=(x + 1578)*(x -918)*(x -1578)*(x + 30)*(x^3 + 62*x^2 -198124*x -38349576)*(x^5 + 1782*x^4 + 566928*x^3 -275574336*x^2 -121833084752*x -2085572582240)*(x^6 -4256*x^5 + 6791028*x^4 -4799653888*x^3 + 1178858384496*x^2 + 166443193412352*x -81022027044744000)*(x + 168)^2*(x + 150)^2*(x^3 + 172*x^2 -844784*x -76923456)^2;
T[95,97]=(x -1406)*(x + 538)*(x + 1564)*(x -786)*(x^3 + 1730*x^2 + 339434*x + 5488468)*(x^5 -2242*x^4 -132534*x^3 + 3415113364*x^2 -2561946284160*x + 546172651322856)*(x^6 -1910*x^5 -287676*x^4 + 1849487832*x^3 -981639005420*x^2 + 171855387739776*x -8394106198819408)*(x -758)^2*(x -386)^2*(x^3 + 2450*x^2 + 1384544*x + 196438912)^2;

T[96,2]=(x + 2)*(x )^39;
T[96,3]=(x^2 -8*x + 27)*(x^2 + 8*x + 27)*(x^2 + 27)*(x^2 -4*x + 27)^2*(x^2 + 4*x + 27)^3*(x + 3)^12*(x -3)^12;
T[96,5]=(x -2)^2*(x + 14)^2*(x -10)^2*(x -22)^2*(x + 10)^4*(x -14)^5*(x + 18)^6*(x -6)^7*(x + 2)^10;
T[96,7]=(x + 12)*(x -36)*(x -4)*(x -12)*(x + 4)*(x + 36)*(x + 8)^2*(x )^2*(x -8)^4*(x -16)^4*(x + 16)^7*(x + 24)^7*(x -24)^8;
T[96,11]=(x + 60)*(x + 20)*(x -20)*(x -60)*(x -40)^2*(x + 40)^2*(x -28)^2*(x + 12)^2*(x )^2*(x + 28)^3*(x + 36)^3*(x -44)^4*(x -36)^5*(x -12)^5*(x + 44)^6;
T[96,13]=(x + 18)^2*(x -54)^2*(x -70)^2*(x + 42)^2*(x + 50)^4*(x + 74)^5*(x + 10)^6*(x -38)^7*(x -22)^10;
T[96,17]=(x -90)^2*(x + 94)^2*(x -10)^2*(x + 22)^2*(x + 30)^4*(x -82)^5*(x -18)^6*(x + 126)^7*(x -50)^10;
T[96,19]=(x + 36)*(x -36)*(x -140)*(x -132)*(x + 132)*(x + 140)*(x + 40)^2*(x -100)^2*(x -40)^2*(x + 20)^2*(x + 92)^2*(x )^2*(x -92)^3*(x + 44)^4*(x + 100)^4*(x -20)^5*(x -44)^6;
T[96,23]=(x + 192)*(x -192)*(x -144)*(x + 144)*(x + 8)^2*(x + 168)^2*(x + 72)^2*(x )^2*(x -48)^3*(x -8)^3*(x + 48)^3*(x -72)^4*(x -56)^4*(x -168)^5*(x + 56)^6;
T[96,29]=(x -226)^2*(x + 134)^2*(x + 130)^2*(x -50)^2*(x + 34)^4*(x + 138)^5*(x + 234)^6*(x -30)^7*(x -198)^10;
T[96,31]=(x -108)*(x + 108)*(x + 252)*(x -100)*(x + 100)*(x -252)*(x -88)^2*(x + 80)^2*(x + 320)^2*(x -16)^2*(x -320)^2*(x )^2*(x -80)^3*(x -160)^4*(x + 16)^4*(x + 88)^5*(x + 160)^6;
T[96,37]=(x + 170)^2*(x + 362)^2*(x -310)^4*(x -214)^4*(x -30)^5*(x + 226)^6*(x -254)^7*(x + 162)^10;
T[96,41]=(x + 446)^2*(x + 230)^2*(x + 94)^2*(x + 110)^2*(x -410)^4*(x -282)^5*(x -90)^6*(x -42)^7*(x + 198)^10;
T[96,43]=(x -252)*(x + 532)*(x -532)*(x + 228)*(x + 252)*(x -228)*(x + 4)^2*(x + 452)^2*(x + 152)^2*(x -152)^2*(x )^2*(x -4)^3*(x -452)^4*(x -52)^8*(x + 52)^9;
T[96,47]=(x + 408)*(x -72)*(x -408)*(x + 56)*(x -56)*(x + 72)*(x + 432)^2*(x -416)^2*(x + 240)^2*(x + 416)^2*(x -96)^2*(x )^2*(x -240)^3*(x + 528)^4*(x -432)^4*(x + 96)^5*(x -528)^6;
T[96,53]=(x + 430)^2*(x -518)^2*(x + 22)^2*(x -346)^2*(x + 410)^4*(x + 130)^5*(x -414)^6*(x -198)^7*(x + 242)^10;
T[96,59]=(x + 20)*(x -20)*(x -300)*(x + 300)*(x + 200)^2*(x -660)^2*(x + 596)^2*(x -200)^2*(x )^2*(x -684)^3*(x -596)^3*(x -668)^4*(x + 684)^5*(x + 660)^5*(x + 668)^6;
T[96,61]=(x -830)^2*(x -270)^2*(x + 466)^4*(x -30)^4*(x + 218)^5*(x -422)^6*(x + 538)^7*(x -550)^10;
T[96,67]=(x -180)*(x + 180)*(x + 524)*(x -204)*(x + 204)*(x -524)*(x + 332)^2*(x -436)^2*(x + 776)^2*(x -776)^2*(x + 884)^2*(x )^2*(x + 436)^3*(x + 188)^4*(x -332)^4*(x -884)^5*(x -188)^6;
T[96,71]=(x -80)*(x -576)*(x + 576)*(x + 1056)*(x + 80)*(x -1056)*(x -400)^2*(x + 400)^2*(x -360)^2*(x + 856)^2*(x + 792)^2*(x )^2*(x -856)^3*(x + 728)^4*(x + 360)^4*(x -792)^5*(x -728)^6;
T[96,73]=(x -1098)^2*(x + 54)^2*(x + 630)^4*(x -330)^4*(x + 998)^5*(x -26)^6*(x -218)^7*(x -154)^10;
T[96,79]=(x + 612)*(x + 1060)*(x -1060)*(x -612)*(x + 972)*(x -972)*(x -520)^2*(x + 512)^2*(x + 1120)^2*(x -1120)^2*(x -32)^2*(x )^2*(x + 32)^3*(x -512)^4*(x -656)^4*(x + 520)^5*(x + 656)^6;
T[96,83]=(x + 564)*(x -564)*(x -684)*(x + 684)*(x -492)^2*(x + 552)^2*(x -552)^2*(x -1508)^2*(x )^2*(x + 1508)^3*(x -1188)^3*(x + 236)^4*(x + 492)^5*(x + 1188)^5*(x -236)^6;
T[96,89]=(x + 1670)^2*(x -346)^2*(x -1274)^2*(x + 1510)^2*(x + 326)^4*(x + 246)^5*(x + 630)^6*(x -810)^7*(x -714)^10;
T[96,97]=(x + 590)^2*(x + 1134)^2*(x + 110)^4*(x -594)^4*(x -866)^5*(x + 1054)^6*(x -1154)^7*(x + 478)^10;

T[97,2]=(x^11 + 11*x^10 -x^9 -360*x^8 -758*x^7 + 3513*x^6 + 10207*x^5 -11666*x^4 -40433*x^3 + 14158*x^2 + 44808*x -16408)*(x^13 -9*x^12 -41*x^11 + 520*x^10 + 278*x^9 -10635*x^8 + 5527*x^7 + 96158*x^6 -65853*x^5 -412938*x^4 + 184136*x^3 + 765608*x^2 -46400*x -352512);
T[97,3]=(x^11 + 12*x^10 -115*x^9 -1662*x^8 + 2802*x^7 + 71374*x^6 + 27958*x^5 -1149814*x^4 -1088712*x^3 + 6997790*x^2 + 5546771*x -13542788)*(x^13 -12*x^12 -187*x^11 + 2674*x^10 + 8914*x^9 -204770*x^8 + 105054*x^7 + 6471842*x^6 -14704088*x^5 -81010930*x^4 + 283461251*x^3 + 223420028*x^2 -1510341880*x + 1092466240);
T[97,5]=(x^11 + 34*x^10 -278*x^9 -21116*x^8 -127558*x^7 + 3304242*x^6 + 38294298*x^5 -114331048*x^4 -2909966849*x^3 -5833229964*x^2 + 51508838223*x + 175228809462)*(x^13 -16*x^12 -884*x^11 + 16032*x^10 + 238284*x^9 -5442302*x^8 -13206086*x^7 + 696840116*x^6 -2022363903*x^5 -24429885830*x^4 + 123305826443*x^3 + 38272869612*x^2 -556316177700*x + 437583939696);
T[97,7]=(x^11 + 68*x^10 + 14*x^9 -86032*x^8 -1422360*x^7 + 24515652*x^6 + 701778040*x^5 + 538380186*x^4 -89750699371*x^3 -516997215532*x^2 + 1919272055181*x + 15227697064032)*(x^13 -58*x^12 -438*x^11 + 64604*x^10 -228030*x^9 -22603692*x^8 + 112244676*x^7 + 2367502646*x^6 -13344850113*x^5 -69587444142*x^4 + 422225441579*x^3 + 540627601726*x^2 -3879141385122*x + 1407471753368);
T[97,11]=(x^11 + 122*x^10 -1948*x^9 -712706*x^8 -16581706*x^7 + 946973974*x^6 + 40767544598*x^5 + 60807336806*x^4 -16184023530485*x^3 -207370178896968*x^2 -347899524494345*x + 1642637804665476)*(x^13 -142*x^12 + 3236*x^11 + 392430*x^10 -22454658*x^9 + 107379474*x^8 + 17608483974*x^7 -375764382734*x^6 -1208753338821*x^5 + 93145241452200*x^4 -398085936174633*x^3 -5907692674322192*x^2 + 22949139651086232*x + 130073052731151776);
T[97,13]=(x^11 + 102*x^10 -13446*x^9 -1605126*x^8 + 42411013*x^7 + 8169330984*x^6 + 69689800145*x^5 -13635173383402*x^4 -365284805150748*x^3 + 1455425236617224*x^2 + 117818923713713616*x + 838263409856005728)*(x^13 -28*x^12 -5006*x^11 + 35130*x^10 + 8682525*x^9 + 52436082*x^8 -5702790095*x^7 -80207956688*x^6 + 967818372448*x^5 + 18802811283904*x^4 -39760586491680*x^3 -1169605216430784*x^2 + 978703320943808*x + 6676940826668288);
T[97,17]=(x^11 + 248*x^10 -4507*x^9 -5760364*x^8 -379022366*x^7 + 25917797520*x^6 + 3517362789925*x^5 + 61745962233758*x^4 -6231285056185008*x^3 -330623441973706304*x^2 -5860659921925498192*x -34659825774254558304)*(x^13 -160*x^12 -22491*x^11 + 4129768*x^10 + 143986418*x^9 -36443578044*x^8 -54055472563*x^7 + 129531594836166*x^6 -1871348624686924*x^5 -155235034042752040*x^4 + 3487666967012242224*x^3 + 9283325211291933088*x^2 -167240996082655962432*x + 326070367590539411072);
T[97,19]=(x^11 + 128*x^10 -22399*x^9 -2968612*x^8 + 143149827*x^7 + 21226778936*x^6 -244623871053*x^5 -54802750494068*x^4 -238726958080248*x^3 + 37188845913354784*x^2 + 272480872043391040*x -3006985612573915392)*(x^13 -100*x^12 -38301*x^11 + 4099432*x^10 + 431438821*x^9 -47352017400*x^8 -2137743603543*x^7 + 226001899994904*x^6 + 5324050725284558*x^5 -472373891065465412*x^4 -7204515852460184032*x^3 + 398635279058736761280*x^2 + 4033674898200754860416*x -94950173236455795891456);
T[97,23]=(x^11 + 670*x^10 + 158305*x^9 + 10537162*x^8 -1755309454*x^7 -342418454332*x^6 -13214617715722*x^5 + 1327914625571910*x^4 + 139758356625126536*x^3 + 3478601030415381052*x^2 -53486805135355825027*x -2494421947247973612192)*(x^13 -664*x^12 + 140577*x^11 -2949444*x^10 -2602549580*x^9 + 249085463780*x^8 + 10939549693248*x^7 -2117042963329790*x^6 + 18606426495098026*x^5 + 5729742356755499084*x^4 -154797173594979071523*x^3 -3257338618647377955042*x^2 + 130279225718172614884662*x -698346490659457177424008);
T[97,29]=(x^11 + 346*x^10 -60158*x^9 -36227798*x^8 -2402805293*x^7 + 744356426178*x^6 + 116941461204463*x^5 + 702247308341020*x^4 -924572933282946036*x^3 -73358085655450558456*x^2 -2249901488575489120785*x -24758532846097150989546)*(x^13 -116*x^12 -182756*x^11 + 15853970*x^10 + 12009816501*x^9 -651052411868*x^8 -362692930607919*x^7 + 8955772498851698*x^6 + 5064887206393663222*x^5 -19885025665181920308*x^4 -28189956741870110649253*x^3 -210318173169639937499744*x^2 + 32051343714761232391046988*x + 299722836949658935319433312);
T[97,31]=(x^11 -182*x^10 -104608*x^9 + 17857978*x^8 + 3622943729*x^7 -530841683834*x^6 -52785817050609*x^5 + 5197318351121864*x^4 + 304027089158182168*x^3 -5510523518592486464*x^2 -303940667256261263808*x -1833360321811737406464)*(x^13 + 254*x^12 -158368*x^11 -43931294*x^10 + 6540767313*x^9 + 2133149195162*x^8 -80202693351081*x^7 -39296880953070828*x^6 -57839235637619440*x^5 + 274228823569710939680*x^4 + 2590508904867181369984*x^3 -773352575044034230657792*x^2 -5241632129796026089930240*x + 753956878809637007727656960);
T[97,37]=(x^11 + 44*x^10 -242455*x^9 -5490842*x^8 + 21461141438*x^7 + 46872749662*x^6 -837932594056250*x^5 + 15544225986840800*x^4 + 13132683667388550366*x^3 -504547742715676015860*x^2 -42395730637293259311033*x + 1023418615362107220478206)*(x^13 -50*x^12 -206157*x^11 + 14506900*x^10 + 13121176986*x^9 -1088383869210*x^8 -310881076067528*x^7 + 33137487517467764*x^6 + 2199843854431002484*x^5 -356695191760747750416*x^4 + 6831932984592871481059*x^3 + 432310534589883957321512*x^2 -11683430809090482931065204*x -42029710015210942111248832);
T[97,41]=(x^11 + 468*x^10 -181703*x^9 -75895004*x^8 + 14395076778*x^7 + 4474385994776*x^6 -558017322337611*x^5 -122310129484982786*x^4 + 9878065896440478584*x^3 + 1627160103150725720464*x^2 -64263184073166023251264*x -8704986206664820885576064)*(x^13 + 104*x^12 -615779*x^11 -111811444*x^10 + 129552427146*x^9 + 35975988577536*x^8 -9223603445675939*x^7 -4240489012244785538*x^6 -153891957502877778444*x^5 + 134990258229965076206456*x^4 + 25172596036328236448610976*x^3 + 1862017764895891421673594304*x^2 + 61179622697440242011083795200*x + 725520952295270121407744448000);
T[97,43]=(x^11 + 388*x^10 -465224*x^9 -149136074*x^8 + 79579073856*x^7 + 16512326147256*x^6 -6778885229183184*x^5 -498976216921185570*x^4 + 269490867816020928509*x^3 -8457416825818468311310*x^2 -2727799823168498180834641*x + 186295722254698245043930004)*(x^13 + 92*x^12 -712816*x^11 -15897594*x^10 + 189151494264*x^9 -7937308802916*x^8 -22078750621005208*x^7 + 2130458077935243522*x^6 + 1001835840755594142037*x^5 -137035651156339854577302*x^4 -9390650529774780127694537*x^3 + 1477463848148200053523629344*x^2 -2267777514336234706841560528*x -245294031853129465901277634048);
T[97,47]=(x^11 + 1608*x^10 + 581777*x^9 -334990628*x^8 -267273182785*x^7 -19432270905200*x^6 + 24764341163824443*x^5 + 5656607824517245212*x^4 -198540763055019471996*x^3 -100696024260705659078448*x^2 + 1919761946560553698547280*x + 25256909082351150747825408)*(x^13 -1176*x^12 + 66993*x^11 + 390252588*x^10 -133162565433*x^9 -23737556104736*x^8 + 17557607671540283*x^7 -1526205540309538180*x^6 -488621324335998776868*x^5 + 93978718047982818476528*x^4 -784079968416227904807920*x^3 -874331960148710189440166016*x^2 + 66623258579346021432869731840*x -1492955314943041014270375297024);
T[97,53]=(x^11 + 482*x^10 -702822*x^9 -360920294*x^8 + 128806147345*x^7 + 72744631193984*x^6 -8652200873675987*x^5 -5812332786769076066*x^4 + 186851032683943400772*x^3 + 186330419051413491076968*x^2 -745476169309649941815216*x -1943777066551361926910568864)*(x^13 -898*x^12 -390070*x^11 + 495536794*x^10 + 7311227513*x^9 -80694419880484*x^8 + 4172321139546605*x^7 + 5885765024105757346*x^6 -222703141426223828164*x^5 -207936744969776371905416*x^4 -2259994656575868405046288*x^3 + 2910859409076738037922586016*x^2 + 196148876949424433794611919616*x + 2533778842256606747369041681152);
T[97,59]=(x^11 + 460*x^10 -1105283*x^9 -316383266*x^8 + 450858833446*x^7 + 49594116508574*x^6 -74474251789509425*x^5 + 1496647833344713128*x^4 + 3551889002733780249268*x^3 -160430894399226556116768*x^2 -32803590808728432205246160*x -551154859299385481309420608)*(x^13 -660*x^12 -1155213*x^11 + 614084630*x^10 + 451746054688*x^9 -151105062015190*x^8 -70807434073111893*x^7 + 6516900562323332184*x^6 + 3819322056140769299762*x^5 + 255259259218928990616732*x^4 -15240795356827113307063832*x^3 -1825387056743101390424609072*x^2 -28655479458224333398143512032*x + 756295397886964718855747575872);
T[97,61]=(x^11 + 428*x^10 -1573775*x^9 -706425416*x^8 + 803089938938*x^7 + 419453732333048*x^6 -136017353078049907*x^5 -98647475546247584106*x^4 -2069197538353534203836*x^3 + 6766546605378648212343656*x^2 + 1234507608455864872231350000*x + 58766238522857591756121319200)*(x^13 + 748*x^12 -1349111*x^11 -822889096*x^10 + 758823946738*x^9 + 319343510765904*x^8 -221793746572013179*x^7 -48092105839090290954*x^6 + 33330601788790880935444*x^5 + 1073123420971828035823864*x^4 -2001510489799744468565079568*x^3 + 233431072866854110099219519456*x^2 -7435998162880319777395372140800*x -10753758123737443830755224497920);
T[97,67]=(x^11 + 1058*x^10 -1045289*x^9 -1337490262*x^8 + 208267395188*x^7 + 548687671195566*x^6 + 57062482319541211*x^5 -85400681129610756140*x^4 -20481511105641529253992*x^3 + 3408385971872079395187680*x^2 + 1419295513497324525144423872*x + 109986949628683088813250534656)*(x^13 + 82*x^12 -1878471*x^11 -227877494*x^10 + 1236067439814*x^9 + 153306526068098*x^8 -346514773835579085*x^7 -23518932967211201272*x^6 + 46102385752027963084190*x^5 -400049421745200230467596*x^4 -2525461666420385922345527264*x^3 + 177567788983507440339273343168*x^2 + 21259600656345072405466729006976*x + 59607582623920655050823379423488);
T[97,71]=(x^11 + 2274*x^10 -277741*x^9 -3716668778*x^8 -1411809932936*x^7 + 2008707301302730*x^6 + 1181416429231132463*x^5 -346715589815125980140*x^4 -295723386628505557813988*x^3 -9224260625895297306699696*x^2 + 15368742995970431673356784176*x + 1377154193560671356637843843072)*(x^13 -2536*x^12 + 829869*x^11 + 2893399796*x^10 -2822025830406*x^9 -156230908479550*x^8 + 1333326567805158371*x^7 -566575427759255066214*x^6 -63315375701854818771978*x^5 + 117611478548137936573826096*x^4 -37943202091409783695763980328*x^3 + 5363719663906896134791873573888*x^2 -291629995921552777556726253731552*x + 289491442209327669721756319842304);
T[97,73]=(x^11 + 766*x^10 -1546996*x^9 -1058561940*x^8 + 776270701130*x^7 + 477771774822198*x^6 -133245706382630760*x^5 -81000998021781320448*x^4 + 5459827872601667550449*x^3 + 3884331405938011319674936*x^2 -88137918715541589183756339*x -34733193693633420006397400346)*(x^13 -994*x^12 -2256204*x^11 + 2133570636*x^10 + 1783592840562*x^9 -1585567502088890*x^8 -543547705650294440*x^7 + 479940340848170449176*x^6 + 27186427099603239806121*x^5 -51757470830194821309429328*x^4 + 7050916550810526879255111157*x^3 + 376021643135998781620116633006*x^2 -114070554351960027182050006504800*x + 4758030177457241812188408916302000);
T[97,79]=(x^11 + 828*x^10 -3330232*x^9 -1917247500*x^8 + 4539603935443*x^7 + 1337069569358634*x^6 -3039301309778365249*x^5 -131997108267974641824*x^4 + 923401939523871698005424*x^3 -124916447483893759094703360*x^2 -89004183898970645947484712688*x + 19996586454834225800347869953024)*(x^13 -2072*x^12 -946392*x^11 + 4535475404*x^10 -1664447749573*x^9 -2524947593723138*x^8 + 1820778387350681431*x^7 + 147634052453195046660*x^6 -354970935693950731539728*x^5 + 45551801071911911141902880*x^4 + 15833987255458010833598968368*x^3 -3814892952383305427280535547968*x^2 + 221153033604081717807567965981824*x -2971715904573489539323034715849728);
T[97,83]=(x^11 + 2528*x^10 + 731520*x^9 -2490785632*x^8 -1493722951856*x^7 + 818223426462656*x^6 + 574458697483603392*x^5 -122825780774883614976*x^4 -73178594494969597936128*x^3 + 8356129171812456634405888*x^2 + 2009406929900622584047784960*x + 78329964899381442984606019584)*(x^13 -2724*x^12 -222742*x^11 + 6460482356*x^10 -4942905691664*x^9 -2043317124609888*x^8 + 3381302185956914656*x^7 -594943366964876024640*x^6 -471167492180790205633152*x^5 + 148441934327461283138511104*x^4 + 16429939157601165220913381376*x^3 -6923852103802845210485632954368*x^2 -36865303009059016074413417560064*x + 65315165714242586676771536457728);
T[97,89]=(x^11 + 932*x^10 -3348367*x^9 -3065885810*x^8 + 3845670202188*x^7 + 3289073415251578*x^6 -1894864467674190886*x^5 -1269422414841562966868*x^4 + 505701931442387732837892*x^3 + 163037027681865344616605720*x^2 -59294475225180942190966595955*x + 136516673390513307628158217278)*(x^13 -1756*x^12 -2082119*x^11 + 4526241558*x^10 + 712497590908*x^9 -3369065469750846*x^8 + 245660334729045138*x^7 + 878766289460739534852*x^6 -60959741163356279119164*x^5 -90883707630751219805429992*x^4 -1217982258519720139889073899*x^3 + 2689507550287850328877882970766*x^2 + 167592050542782036383678727177856*x -3452039953829421768005155260041232);
T[97,97]=(x -97)^11*(x + 97)^13;

T[98,2]=(x^2 + 5*x + 8)*(x^2 -2*x + 8)^2*(x^4 -x^3 -8*x + 64)^2*(x^2 + x + 8)^3*(x + 2)^7*(x -2)^7;
T[98,3]=(x + 1)*(x -1)*(x + 8)*(x -5)*(x + 5)*(x^2 -88)*(x^2 -50)*(x + 7)^2*(x -7)^2*(x -8)^2*(x^4 -74*x^2 + 784)^2*(x )^2*(x -2)^3*(x + 2)^6;
T[98,5]=(x -14)*(x -12)*(x -9)*(x + 9)*(x^2 -88)*(x^2 -392)*(x + 12)^2*(x + 16)^2*(x + 14)^2*(x^4 -186*x^2 + 784)^2*(x )^2*(x -7)^3*(x + 7)^3*(x -16)^4;
T[98,7]=(x -7)*(x + 7)^3*(x )^30;
T[98,11]=(x -35)^2*(x + 14)^2*(x -20)^2*(x + 57)^2*(x + 68)^2*(x + 28)^3*(x -48)^3*(x + 5)^4*(x^2 -50*x + 40)^4*(x + 8)^6;
T[98,13]=(x -66)*(x + 18)*(x + 56)*(x -70)*(x + 70)*(x + 66)*(x^2 -4312)*(x^2 -2592)*(x -14)^2*(x + 14)^2*(x + 28)^2*(x -18)^2*(x -56)^2*(x^4 -3234*x^2 + 2458624)^2*(x )^2*(x -28)^4;
T[98,17]=(x -59)*(x -114)*(x + 51)*(x + 59)*(x + 74)*(x -51)*(x^2 -3168)*(x^2 -2)*(x + 114)^2*(x + 54)^2*(x -21)^2*(x + 21)^2*(x -74)^2*(x^4 -14564*x^2 + 9746884)^2*(x )^2*(x -54)^4;
T[98,19]=(x + 2)*(x + 80)*(x -5)*(x + 5)*(x -137)*(x + 137)*(x^2 -2)*(x^2 -88)*(x -2)^2*(x + 49)^2*(x -110)^2*(x -49)^2*(x -80)^2*(x^4 -14746*x^2 + 52591504)^2*(x )^2*(x + 110)^4;
T[98,23]=(x -140)^2*(x -69)^2*(x + 7)^2*(x + 40)^2*(x + 112)^3*(x + 120)^3*(x + 159)^4*(x^2 -176*x + 6704)^4*(x -48)^8;
T[98,29]=(x + 286)^2*(x -106)^2*(x -114)^2*(x + 54)^3*(x -190)^3*(x -58)^4*(x + 166)^4*(x^2 -130*x + 1040)^4*(x + 110)^6;
T[98,31]=(x + 236)*(x + 75)*(x + 72)*(x + 23)*(x -23)*(x -75)*(x^2 -42592)*(x^2 -8712)*(x -236)^2*(x + 147)^2*(x -147)^2*(x -72)^2*(x + 12)^2*(x^4 -100104*x^2 + 629407744)^2*(x )^2*(x -12)^4;
T[98,37]=(x -450)^2*(x + 78)^2*(x -11)^2*(x + 38)^2*(x + 253)^2*(x -146)^3*(x + 346)^3*(x -219)^4*(x^2 -106*x + 2224)^4*(x + 246)^6;
T[98,41]=(x + 126)*(x + 42)*(x -42)*(x -498)*(x + 162)*(x + 498)*(x^2 -155232)*(x^2 -15842)*(x -350)^2*(x + 350)^2*(x -162)^2*(x -126)^2*(x + 182)^2*(x^4 -66836*x^2 + 307721764)^2*(x )^2*(x -182)^4;
T[98,43]=(x -436)^2*(x + 180)^2*(x + 34)^2*(x -260)^2*(x + 412)^3*(x + 376)^3*(x^2 -270*x -61400)^4*(x -128)^6*(x + 124)^6;
T[98,47]=(x + 24)*(x -171)*(x -201)*(x + 201)*(x -12)*(x + 171)*(x^2 -273800)*(x^2 -42592)*(x + 324)^2*(x -24)^2*(x + 12)^2*(x + 525)^2*(x -525)^2*(x^4 -187240*x^2 + 8332038400)^2*(x )^2*(x -324)^4;
T[98,53]=(x + 74)^2*(x -62)^2*(x -590)^2*(x + 417)^2*(x + 393)^2*(x -174)^3*(x -318)^3*(x -303)^4*(x^2 -8*x -21044)^4*(x + 162)^6;
T[98,59]=(x + 17)*(x + 219)*(x + 138)*(x -219)*(x -200)*(x -17)*(x^2 -188498)*(x^2 -443608)*(x -138)^2*(x + 810)^2*(x -105)^2*(x + 200)^2*(x + 105)^2*(x^4 -189354*x^2 + 1600960144)^2*(x )^2*(x -810)^4;
T[98,61]=(x + 380)*(x -51)*(x -198)*(x -709)*(x + 709)*(x + 51)*(x^2 -74008)*(x^2 -200)*(x -413)^2*(x -380)^2*(x -488)^2*(x + 413)^2*(x + 198)^2*(x^4 -360266*x^2 + 5022273424)^2*(x )^2*(x + 488)^4;
T[98,67]=(x -580)^2*(x + 740)^2*(x -439)^2*(x -684)^2*(x -419)^2*(x + 716)^3*(x + 484)^3*(x -415)^4*(x^2 + 972*x + 142336)^4*(x -244)^6;
T[98,71]=(x + 784)^2*(x -588)^2*(x -688)^2*(x + 544)^2*(x + 96)^2*(x -392)^3*(x -576)^3*(x + 432)^4*(x^2 -1124*x + 303104)^4*(x + 768)^6;
T[98,73]=(x -1150)*(x + 295)*(x + 538)*(x + 313)*(x -313)*(x -295)*(x^2 -72962)*(x^2 -360448)*(x -702)^2*(x + 1150)^2*(x + 1113)^2*(x -1113)^2*(x -538)^2*(x^4 -276756*x^2 + 12428236324)^2*(x )^2*(x + 702)^4;
T[98,79]=(x -1220)^2*(x -461)^2*(x + 495)^2*(x + 680)^2*(x + 1384)^2*(x -776)^3*(x -240)^3*(x + 103)^4*(x^2 + 524*x -505696)^4*(x -440)^6;
T[98,83]=(x -588)*(x + 932)*(x -932)*(x + 588)*(x + 378)*(x -1072)*(x^2 -178802)*(x^2 -38808)*(x + 1092)^2*(x -378)^2*(x -1092)^2*(x + 1072)^2*(x -1302)^2*(x^4 -11466*x^2 + 6492304)^2*(x )^2*(x + 1302)^4;
T[98,89]=(x + 810)*(x -873)*(x -390)*(x + 873)*(x -1017)*(x + 1017)*(x^2 -381938)*(x^2 -2252800)*(x + 730)^2*(x -810)^2*(x + 329)^2*(x + 390)^2*(x -329)^2*(x^4 -3623876*x^2 + 2844693770884)^2*(x )^2*(x -730)^4;
T[98,97]=(x + 290)*(x -1330)*(x -1834)*(x + 1354)*(x -290)*(x + 1834)*(x^2 -2200802)*(x^2 -431200)*(x + 294)^2*(x + 882)^2*(x -1354)^2*(x + 1330)^2*(x -882)^2*(x^4 -3082884*x^2 + 841222821124)^2*(x )^2*(x -294)^4;

T[99,2]=(x -5)*(x -1)*(x^2 + 2*x -2)*(x^2 + x -8)*(x^2 + x -24)*(x^2 + 2*x -11)*(x^2 -2*x -11)*(x + 5)^2*(x + 1)^2*(x^2 -x -24)^2*(x^2 -x -8)^2*(x )^2*(x^2 -2*x -2)^3;
T[99,3]=(x^4 + 2*x^3 + 7*x^2 + 54*x + 729)*(x -3)^3*(x + 3)^3*(x )^22;
T[99,5]=(x -4)*(x -14)*(x^2 + 20*x + 88)*(x^2 + 16*x -68)*(x^2 -14*x -48)*(x^2 + 2*x -191)*(x^2 -20*x + 88)*(x + 4)^2*(x + 14)^2*(x^2 -16*x -68)^2*(x^2 + 14*x -48)^2*(x )^2*(x^2 -2*x -191)^3;
T[99,7]=(x -20)^2*(x^2 + 16*x -236)^2*(x + 32)^3*(x + 26)^3*(x^2 -24*x -244)^3*(x^2 -2*x -32)^3*(x^2 -20*x + 52)^4;
T[99,11]=(x^2 + 1331)*(x -11)^13*(x + 11)^17;
T[99,13]=(x + 70)^2*(x^2 -80*x + 148)^2*(x + 32)^3*(x + 38)^3*(x^2 -30*x + 128)^3*(x^2 + 76*x + 916)^3*(x^2 -80*x + 400)^4;
T[99,17]=(x + 74)*(x -2)*(x^2 -124*x + 3412)*(x^2 + 164*x + 6292)*(x^2 -164*x + 6292)*(x^2 + 106*x -1944)*(x^2 -26*x -7256)*(x -74)^2*(x + 2)^2*(x^2 -106*x -1944)^2*(x^2 + 26*x -7256)^2*(x )^2*(x^2 + 124*x + 3412)^3;
T[99,19]=(x -56)^2*(x^2 + 36*x -10476)^2*(x + 60)^3*(x -72)^3*(x^2 + 54*x -1944)^3*(x^2 -50*x + 528)^3*(x^2 -72*x -9504)^4;
T[99,23]=(x -182)*(x + 68)*(x^2 -98*x -1487)*(x^2 -172*x + 6424)*(x^2 + 172*x + 6424)*(x^2 + 134*x + 2064)*(x -68)^2*(x + 112)^2*(x + 182)^2*(x^2 -134*x + 2064)^2*(x )^2*(x^2 + 98*x -1487)^3*(x -112)^4;
T[99,29]=(x -90)*(x -54)*(x^2 -108*x -34716)*(x^2 + 108*x -34716)*(x^2 -198*x + 8928)*(x^2 + 144*x -4224)*(x^2 + 222*x -5136)*(x + 90)^2*(x + 54)^2*(x^2 + 198*x + 8928)^2*(x^2 -222*x -5136)^2*(x )^2*(x^2 -144*x -4224)^3;
T[99,31]=(x -308)^2*(x^2 + 448*x + 42064)^2*(x + 8)^3*(x + 152)^3*(x^2 -360*x + 30848)^3*(x^2 + 40*x -88832)^3*(x^2 + 34*x -2063)^4;
T[99,37]=(x -110)^2*(x^2 -108*x + 1716)^2*(x -174)^3*(x + 66)^3*(x^2 + 328*x -38676)^3*(x^2 + 48*x -15396)^3*(x^2 -54*x + 537)^4;
T[99,41]=(x + 94)*(x + 422)*(x^2 -212*x + 11044)*(x^2 + 536*x + 71776)*(x^2 -494*x + 60976)*(x^2 + 212*x + 11044)*(x^2 -782*x + 148128)*(x -94)^2*(x -422)^2*(x^2 + 494*x + 60976)^2*(x^2 + 782*x + 148128)^2*(x )^2*(x^2 -536*x + 71776)^3;
T[99,43]=(x + 520)^2*(x^2 -156*x -95484)^2*(x + 528)^3*(x -408)^3*(x^2 -386*x + 20856)^3*(x^2 + 66*x -59928)^3*(x^2 + 60*x + 132)^4;
T[99,47]=(x -506)*(x -340)*(x^2 + 266*x -115104)*(x^2 -272*x -24704)*(x^2 -20*x -5192)*(x^2 + 20*x -5192)*(x^2 -64*x -17984)*(x + 506)^2*(x + 340)^2*(x^2 + 64*x -17984)^2*(x^2 -266*x -115104)^2*(x )^2*(x^2 + 272*x -24704)^3;
T[99,53]=(x + 348)*(x -438)*(x^2 -522*x -2592)*(x^2 -84*x -133404)*(x^2 -492*x + 51108)*(x^2 + 132*x -415272)*(x^2 -132*x -415272)*(x + 438)^2*(x -348)^2*(x^2 + 522*x -2592)^2*(x^2 + 84*x -133404)^2*(x )^2*(x^2 + 492*x + 51108)^3;
T[99,59]=(x -200)*(x + 20)*(x^2 -172*x -235104)*(x^2 -688*x -6512)*(x^2 + 688*x -6512)*(x^2 + 634*x + 48217)*(x + 196)^2*(x + 200)^2*(x -20)^2*(x^2 + 172*x -235104)^2*(x )^2*(x^2 -634*x + 48217)^3*(x -196)^4;
T[99,61]=(x -182)^2*(x^2 + 96*x -51564)^2*(x -132)^3*(x -570)^3*(x^2 + 778*x + 123288)^3*(x^2 + 1104*x + 282396)^3*(x^2 -840*x + 74832)^4;
T[99,67]=(x + 880)^2*(x^2 -448*x -146432)^2*(x + 1036)^3*(x + 460)^3*(x^2 + 776*x -72944)^3*(x^2 -928*x + 24688)^3*(x^2 -754*x + 140929)^4;
T[99,71]=(x + 762)*(x -1092)*(x^2 + 132*x -903144)*(x^2 + 456*x -227328)*(x^2 -678*x + 97593)*(x^2 + 630*x + 28512)*(x^2 -132*x -903144)*(x -762)^2*(x + 1092)^2*(x^2 -630*x + 28512)^2*(x^2 -456*x -227328)^2*(x )^2*(x^2 + 678*x + 97593)^3;
T[99,73]=(x -1190)^2*(x^2 -428*x + 30244)^2*(x -562)^3*(x + 542)^3*(x^2 + 592*x -436292)^3*(x^2 -1296*x + 400892)^3*(x^2 + 400*x -617072)^4;
T[99,79]=(x -884)^2*(x^2 -424*x + 44932)^2*(x + 16)^3*(x + 550)^3*(x^2 + 230*x -31952)^3*(x^2 -652*x -396572)^3*(x^2 -316*x -1266044)^4;
T[99,83]=(x + 372)*(x -132)*(x^2 -720*x + 118800)*(x^2 + 720*x + 118800)*(x^2 + 468*x + 11556)*(x^2 -324*x -563904)*(x^2 + 348*x -835776)*(x -372)^2*(x + 132)^2*(x^2 + 324*x -563904)^2*(x^2 -348*x -835776)^2*(x )^2*(x^2 -468*x + 11556)^3;
T[99,89]=(x + 570)*(x -966)*(x^2 -1842*x + 525489)*(x^2 + 972*x + 235668)*(x^2 -756*x + 17172)*(x^2 -1056*x -92928)*(x^2 + 1056*x -92928)*(x + 966)^2*(x -570)^2*(x^2 -972*x + 235668)^2*(x^2 + 756*x + 17172)^2*(x )^2*(x^2 + 1842*x + 525489)^3;
T[99,97]=(x + 1330)^2*(x^2 -52*x -2238812)^2*(x -14)^3*(x + 526)^3*(x^2 + 1184*x -1104836)^3*(x^2 + 452*x -842876)^3*(x^2 -2194*x + 1141201)^4;

T[100,2]=(x^2 -4*x + 8)*(x^2 + x + 8)*(x^2 -x + 8)*(x^2 + 4*x + 8)^2*(x + 2)^3*(x -2)^4*(x )^19;
T[100,3]=(x -1)*(x + 4)*(x + 1)*(x^2 -76)*(x -4)^2*(x -8)^2*(x + 8)^4*(x + 7)^5*(x -7)^5*(x + 2)^5*(x -2)^8;
T[100,5]=(x + 5)^3*(x -5)^3*(x )^30;
T[100,7]=(x -16)*(x^2 -76)*(x + 34)^2*(x -34)^2*(x -4)^2*(x + 16)^2*(x -26)^3*(x + 26)^3*(x + 4)^4*(x + 6)^6*(x -6)^9;
T[100,11]=(x -20)^2*(x -45)^2*(x + 60)^3*(x -27)^4*(x + 28)^4*(x + 43)^6*(x -12)^6*(x -32)^9;
T[100,13]=(x + 44)*(x -44)*(x + 86)*(x^2 -2736)*(x -86)^2*(x -58)^2*(x + 12)^2*(x -12)^2*(x -38)^3*(x + 58)^4*(x + 28)^5*(x -28)^5*(x + 38)^6;
T[100,17]=(x + 117)*(x -117)*(x + 18)*(x^2 -4864)*(x + 21)^2*(x + 64)^2*(x -18)^2*(x -21)^2*(x -64)^2*(x + 66)^2*(x -91)^3*(x + 91)^3*(x + 26)^3*(x -66)^4*(x -26)^6;
T[100,19]=(x + 91)^2*(x -84)^2*(x -44)^3*(x + 60)^4*(x -35)^4*(x + 100)^6*(x + 35)^6*(x -100)^9;
T[100,23]=(x -18)*(x + 48)*(x + 18)*(x^2 -3724)*(x -58)^2*(x + 132)^2*(x -48)^2*(x + 58)^2*(x -162)^3*(x + 162)^3*(x -132)^4*(x -78)^5*(x + 78)^8;
T[100,29]=(x + 6)^2*(x -144)^2*(x + 186)^3*(x + 120)^4*(x -90)^4*(x + 90)^6*(x -160)^6*(x + 50)^9;
T[100,31]=(x + 224)^2*(x -26)^2*(x -176)^3*(x -182)^4*(x + 128)^4*(x -152)^6*(x -42)^6*(x + 108)^9;
T[100,37]=(x -214)*(x + 214)*(x + 254)*(x^2 -14896)*(x -254)^2*(x -34)^2*(x -236)^2*(x + 146)^2*(x + 236)^2*(x -146)^2*(x + 314)^3*(x + 266)^3*(x -314)^3*(x + 34)^4*(x -266)^6;
T[100,41]=(x -266)^2*(x + 459)^2*(x -186)^3*(x -357)^4*(x -242)^4*(x + 203)^6*(x + 438)^6*(x -22)^9;
T[100,43]=(x -100)*(x -460)*(x + 460)*(x^2 -93100)*(x + 148)^2*(x -148)^2*(x + 32)^2*(x + 100)^2*(x + 362)^2*(x -362)^2*(x + 92)^3*(x + 442)^3*(x -92)^3*(x -32)^4*(x -442)^6;
T[100,47]=(x + 168)*(x -468)*(x + 468)*(x^2 -140524)*(x -226)^2*(x + 226)^2*(x -84)^2*(x -168)^2*(x -204)^2*(x + 84)^2*(x -514)^3*(x -196)^3*(x + 196)^3*(x + 204)^4*(x + 514)^6;
T[100,53]=(x -558)*(x -498)*(x + 558)*(x^2 -134064)*(x -108)^2*(x + 702)^2*(x + 222)^2*(x + 498)^2*(x + 108)^2*(x -702)^2*(x + 2)^3*(x -82)^3*(x + 82)^3*(x -222)^4*(x -2)^6;
T[100,59]=(x + 72)^2*(x -28)^2*(x + 252)^3*(x + 840)^4*(x + 20)^4*(x -420)^6*(x + 280)^6*(x -500)^9;
T[100,61]=(x -182)^2*(x + 118)^2*(x + 58)^3*(x -542)^4*(x + 238)^4*(x -902)^6*(x + 518)^15;
T[100,67]=(x -1036)*(x -251)*(x + 251)*(x^2 -182476)*(x + 434)^2*(x -434)^2*(x + 461)^2*(x -461)^2*(x -1024)^2*(x + 1036)^2*(x + 141)^3*(x + 126)^3*(x -141)^3*(x + 1024)^4*(x -126)^6;
T[100,71]=(x -108)^2*(x -408)^2*(x -168)^3*(x + 1128)^4*(x + 708)^4*(x -432)^6*(x -412)^15;
T[100,73]=(x + 299)*(x + 506)*(x -299)*(x^2 -1168576)*(x + 362)^2*(x -632)^2*(x -506)^2*(x + 133)^2*(x -133)^2*(x + 632)^2*(x + 763)^3*(x -763)^3*(x -878)^3*(x -362)^4*(x + 878)^6;
T[100,79]=(x + 48)^2*(x + 898)^2*(x -272)^3*(x -650)^4*(x + 720)^4*(x + 160)^6*(x -510)^6*(x -600)^9;
T[100,83]=(x + 927)*(x -927)*(x + 948)*(x^2 -40204)*(x + 478)^2*(x -903)^2*(x -948)^2*(x + 72)^2*(x -478)^2*(x + 903)^2*(x + 777)^3*(x -777)^3*(x + 282)^3*(x -72)^4*(x -282)^6;
T[100,89]=(x -351)^2*(x -1526)^2*(x + 1014)^3*(x + 490)^4*(x -735)^4*(x + 945)^6*(x -810)^6*(x + 150)^9;
T[100,97]=(x -766)*(x^2 -311296)*(x -1456)^2*(x + 1456)^2*(x + 766)^2*(x + 1246)^3*(x -1246)^3*(x + 1106)^4*(x + 386)^4*(x -1106)^6*(x -386)^7;