w2:=sqrt(2);
w3:=sqrt(3);
w5:=sqrt(5);
w7:=sqrt(7);

I:=sqrt(-1);

s1:=1/2*((28+84*I*w3)^(2/3)+28)/(28+84*I*w3)^(1/3);
s2:=((280-210*I*w2*w3)^(2/3)+70)/(280-210*I*w2*w3)^(1/3);

r1:=sqrt(5+w5);
r2:=sqrt(1+2*w2);

c01:=590976*w7*w5*w2*r2;

c02:=(((((1/7*(53*s2^2-287*s2-10780)*s1^2+(-4*s2^2-770*s2+2456)*s1-73*s2^2+1513*s2
    +16472)*w7*w5+(1/7*(173*s2^2-4445*s2-6580)*s1^2+(2*s2^2+100*s2-1000)*s1-163*s2^2+10615*s2
    -45400)*w7)*w2+((1/7*(29*s2^2-2198*s2+9212)*s1^2+(26*s2^2-44*s2-8476)*s1-133*s2^2+3778*s2
    -46156)*w7*w5+(1/7*(-81*s2^2-630*s2+6300)*s1^2+(-108*s2^2-1080*s2+30420)*s1+(1197*s2^2
    +4590*s2-151380))*w7))*r2+((((20*s2^2+217*s2-14896)*s1^2+(-262*s2^2+2506*s2+54068)*s1
    -658*s2^2-3605*s2+328748)*w5+((-86*s2^2-745*s2+37240)*s1^2+(1138*s2^2-3400*s2-213500)*s1
    -602*s2^2+6125*s2-438620))*w2+(((277*s2^2-280*s2-27188)*s1^2+(-458*s2^2+4928*s2+29596)*s1
    -4571*s2^2+27860*s2+535108)*w5+((-509*s2^2-2140*s2+51100)*s1^2+(400*s2^2-5200*s2-69860)*s1
    +(9667*s2^2-9940*s2-975380)))))*r1+(((((59*s2^2+184*s2-6256)*s1^2+(-31*s2^2-518*s2
    +39032)*s1-1117*s2^2+910*s2+57260)*w5+((-s2^2-1460*s2-23320)*s1^2+(1355*s2^2-4130*s2
    -177520)*s1-553*s2^2+13510*s2+877100))*w2+(((104*s2^2-650*s2-12616)*s1^2+(-10*s2^2+238*s2
    +15008)*s1-1066*s2^2+17962*s2+196112)*w5+((252*s2^2+990*s2-47880)*s1^2+(138*s2^2-9030*s2
    -107520)*s1-2298*s2^2+5250*s2+475440)))*r2+((((69*s2^2-54*s2-22632)*s1^2+(-309*s2^2+1800*s2
    +56064)*s1-1317*s2^2-3024*s2+364476)*w7*w5+((-139*s2^2-410*s2-36640)*s1^2+(-463*s2^2
    +10120*s2+113480)*s1-73*s2^2+42400*s2+762860)*w7)*w2+(((90*s2^2+1146*s2-23496)*s1^2
    +(-600*s2^2+18*s2+71376)*s1-2892*s2^2-14070*s2+493416)*w7*w5+((-26*s2^2+890*s2+7720)*s1^2
    +(-992*s2^2+1910*s2+173920)*s1-4292*s2^2-8830*s2+465640)*w7))))*I+(((((39*s2^2-501*s2
    -10836)*s1^2+(60*s2^2-882*s2-12264)*s1-1197*s2^2+9933*s2+277368)*w5+((47*s2^2-215*s2
    -9820)*s1^2+(122*s2^2-1820*s2-42280)*s1-1159*s2^2+15715*s2+221480))*w2+(((79*s2^2-274*s2
    -17660)*s1^2+(154*s2^2+1316*s2-49868)*s1-809*s2^2+6986*s2+221284)*w5+((141*s2^2+270*s2
    -13020)*s1^2+(132*s2^2-2520*s2+17220)*s1-4431*s2^2+630*s2+513660)))*r2+((((60*s2^2-237*s2
    -8928)*s1^2+(-42*s2^2+774*s2+4092)*s1-630*s2^2+5313*s2+109956)*w7*w5+((-106*s2^2+565*s2
    +20120)*s1^2+(230*s2^2-3560*s2-38260)*s1+(2234*s2^2-7625*s2-362740))*w7)*w2+(((23*s2^2
    +184*s2+3572)*s1^2+(-22*s2^2-464*s2+17684)*s1-865*s2^2-8036*s2+27020)*w7*w5+((-135*s2^2
    +60*s2+14820)*s1^2+(144*s2^2+3120*s2-30540)*s1+(4185*s2^2-8940*s2-634620))*w7)))*r1
    +(((1/7*(107*s2^2-56*s2-14896)*s1^2+(-s2^2+286*s2+1592)*s1-175*s2^2-2798*s2-3964)*w7*w5
    +(1/7*(279*s2^2-2100*s2-15960)*s1^2+(-123*s2^2+4170*s2+12960)*s1-435*s2^2+810*s2
    -37500)*w7)*w2+(((8*s2^2+394*s2-856)*s1^2+(-238*s2^2+1234*s2+24800)*s1-22*s2^2-2402*s2
    +11984)*w7*w5+(1/7*(124*s2^2+350*s2-19880)*s1^2+(-242*s2^2-2650*s2+25600)*s1+(106*s2^2
    -5050*s2+48880))*w7))*r2+(((101*s2^2-182*s2-8680)*s1^2+(1043*s2^2+784*s2-203056)*s1
    -721*s2^2+17416*s2-57652)*w5+((-3*s2^2+870*s2-30240)*s1^2+(-1671*s2^2+4320*s2+110040)*s1
    -1701*s2^2-9240*s2+1057980))*w2+((298*s2^2-4438*s2-85736)*s1^2+(544*s2^2+2786*s2-126224)*s1
    +(364*s2^2+40082*s2+628264))*w5+(-1194*s2^2+2010*s2+128520)*s1^2+(1704*s2^2+6150*s2
    -120960)*s1+19236*s2^2+12810*s2-2159640;

c03:=(((((1/7*(26*s2^2-1988*s2-1456)*s1^2+(-19*s2^2-161*s2+4412)*s1-85*s2^2+3037*s2
    +8000)*w7*w5+(1/7*(120*s2^2-2730*s2-6720)*s1^2+(-57*s2^2+1515*s2+1860)*s1-423*s2^2+3735*s2
    +72000)*w7)*w2+((1/7*(80*s2^2-1568*s2-13636)*s1^2+(-s2^2+718*s2-5896)*s1-85*s2^2+3754*s2
    +55004)*w7*w5+(1/7*(-306*s2^2-2940*s2+75180)*s1^2+(-9*s2^2-150*s2+8040)*s1-423*s2^2+2550*s2
    -11580)*w7))*r2+((((-74*s2^2+980*s2+8092)*s1^2+(-134*s2^2+329*s2+52780)*s1+(1414*s2^2
    -13153*s2-233492))*w5+((322*s2^2-1630*s2-46340)*s1^2+(580*s2^2+605*s2-158060)*s1-2702*s2^2
    +27125*s2+566020))*w2+(((32*s2^2+1456*s2-8260)*s1^2+(-799*s2^2+2296*s2+73304)*s1+(245*s2^2
    -44324*s2-38836))*w5+((-206*s2^2-3160*s2+10780)*s1^2+(1321*s2^2+3260*s2-142520)*s1
    +(343*s2^2+84140*s2+109060)))))*r1+(((((-29*s2^2+50*s2-8840)*s1^2+(148*s2^2+602*s2
    -27608)*s1+(115*s2^2+2786*s2+93436))*w5+((-451*s2^2+2350*s2+74720)*s1^2+(-454*s2^2-2030*s2
    +4760)*s1+(5747*s2^2-39830*s2-495460)))*w2+(((-66*s2^2+354*s2+3408)*s1^2+(246*s2^2-1596*s2
    -34440)*s1+(1314*s2^2+3906*s2-28224))*w5+((-214*s2^2+2350*s2+67760)*s1^2+(542*s2^2+5320*s2
    -75880)*s1+(4226*s2^2-13790*s2-1143520))))*r2+((((57*s2^2-564*s2-3600)*s1^2+(264*s2^2
    -726*s2-71496)*s1-1149*s2^2+4116*s2+98028)*w7*w5+((247*s2^2-3100*s2-13400)*s1^2+(-170*s2^2
    -4330*s2-123320)*s1-5477*s2^2+80060*s2+437500)*w7)*w2+(((140*s2^2-770*s2-8128)*s1^2
    +(410*s2^2+2668*s2-78616)*s1-3592*s2^2+12754*s2+278264)*w7*w5+((348*s2^2-1230*s2
    -63120)*s1^2+(270*s2^2+1440*s2-39960)*s1-9528*s2^2+20850*s2+1457400)*w7))))*I+(((((46*s2^2
    -628*s2-11312)*s1^2+(-71*s2^2+875*s2+21196)*s1+(7*s2^2+5873*s2+32704))*w5+((72*s2^2-750*s2
    -20640)*s1^2+(-69*s2^2-105*s2+8820)*s1-507*s2^2-2205*s2+204960))*w2+(((104*s2^2+256*s2
    -28396)*s1^2+(-133*s2^2+1078*s2+24584)*s1-1753*s2^2-6734*s2+423500)*w5+((138*s2^2-660*s2
    -2940)*s1^2+(-285*s2^2-1470*s2+36120)*s1+(525*s2^2+4830*s2-290220))))*r2+((((26*s2^2+100*s2
    -4588)*s1^2+(-154*s2^2+811*s2+22196)*s1-574*s2^2-3395*s2+79268)*w7*w5+((6*s2^2-810*s2
    +660)*s1^2+(324*s2^2-2505*s2-59700)*s1-834*s2^2+11055*s2+71820)*w7)*w2+(((8*s2^2-32*s2
    +8276)*s1^2+(-61*s2^2-584*s2-2440)*s1+(431*s2^2+5908*s2-192892))*w7*w5+((-42*s2^2+1080*s2
    -300)*s1^2+(363*s2^2+900*s2-44760)*s1-1707*s2^2-7020*s2+431340)*w7)))*r1+(((1/7*(-69*s2^2
    -630*s2+6216)*s1^2+(36*s2^2-114*s2-5496)*s1+(177*s2^2-1650*s2-46188))*w7*w5+(1/7*(101*s2^2
    -8330*s2-19600)*s1^2+(134*s2^2-2090*s2-9640)*s1-79*s2^2+13270*s2-30220)*w7)*w2+(((74*s2^2
    -674*s2-7696)*s1^2+(98*s2^2+508*s2-10264)*s1-946*s2^2+12550*s2+107744)*w7*w5+(1/7*(482*s2^2
    +5950*s2-46480)*s1^2+(122*s2^2+1000*s2-15160)*s1-610*s2^2-16250*s2+102080)*w7))*r2
    +(((-415*s2^2-140*s2+73472)*s1^2+(-112*s2^2-686*s2+47432)*s1+(6503*s2^2+16828*s2
    -1207780))*w5+((559*s2^2-2020*s2-16520)*s1^2+(550*s2^2+590*s2-107240)*s1-9569*s2^2+31220*s2
    +865900))*w2+((-380*s2^2+2030*s2+99232)*s1^2+(514*s2^2-11284*s2-157976)*s1+(9856*s2^2
    -50470*s2-1961288))*w5+(228*s2^2-3390*s2-45360)*s1^2+(-3354*s2^2+2640*s2+340200)*s1
    -672*s2^2+88410*s2+274680;

c04:=(((((1/7*(27*s2^2+1701*s2-9324)*s1^2+(15*s2^2-609*s2-1956)*s1-87*s2^2-4341*s2
    +23736)*w7*w5+(1/7*(53*s2^2-1715*s2+140)*s1^2+(59*s2^2-1415*s2-2860)*s1-289*s2^2+1705*s2
    +58280)*w7)*w2+((1/7*(-51*s2^2-630*s2+22848)*s1^2+(27*s2^2-762*s2-2580)*s1+(177*s2^2
    +1878*s2-17964))*w7*w5+(1/7*(225*s2^2+2310*s2-68880)*s1^2+(-99*s2^2-930*s2+22380)*s1
    -1485*s2^2-7950*s2+276540)*w7))*r2+((((-94*s2^2+763*s2+22988)*s1^2+(128*s2^2-2177*s2
    -1288)*s1+(938*s2^2-11249*s2-201628))*w5+((408*s2^2-885*s2-83580)*s1^2+(-558*s2^2+4005*s2
    +55440)*s1-7518*s2^2+8085*s2+1252860))*w2+(((-245*s2^2+1736*s2+18928)*s1^2+(-341*s2^2
    -2632*s2+43708)*s1+(2737*s2^2-364*s2-110516))*w5+((303*s2^2-1020*s2-40320)*s1^2+(921*s2^2
    +8460*s2-72660)*s1-1701*s2^2-25620*s2+304500))))*r1+(((((-30*s2^2-234*s2+15096)*s1^2
    +(-117*s2^2-84*s2-11424)*s1+(129*s2^2+6762*s2-241668))*w5+((452*s2^2-890*s2-51400)*s1^2
    +(-901*s2^2+6160*s2+172760)*s1-6895*s2^2+5530*s2+1270220))*w2+(((-38*s2^2+296*s2+9208)*s1^2
    +(-236*s2^2+1358*s2+19432)*s1+(922*s2^2+4718*s2-109424))*w5+((-38*s2^2-3340*s2-19880)*s1^2
    +(-680*s2^2+3710*s2+183400)*s1+(1762*s2^2+65870*s2+83440))))*r2+((((126*s2^2-618*s2
    -26232)*s1^2+(-45*s2^2+1074*s2-15432)*s1-1413*s2^2+12432*s2+319620)*w7*w5+((108*s2^2
    -3510*s2-50040)*s1^2+(-633*s2^2+5790*s2-9840)*s1+(507*s2^2+12480*s2+450660))*w7)*w2
    +(((230*s2^2+376*s2-31624)*s1^2+(-190*s2^2+2686*s2-7240)*s1-1588*s2^2-7238*s2+278264)*w7*w5
    +((322*s2^2-340*s2-55400)*s1^2+(-722*s2^2+3350*s2+133960)*s1+(148*s2^2+1130*s2
    +201880))*w7))))*I+(((((-7*s2^2+127*s2+476)*s1^2+(131*s2^2-1757*s2-33460)*s1+(749*s2^2
    -4697*s2-132328))*w5+((-25*s2^2+535*s2+10820)*s1^2+(191*s2^2-1715*s2-51100)*s1+(851*s2^2
    -20195*s2-235480)))*w2+(((-25*s2^2-530*s2+10736)*s1^2+(287*s2^2+238*s2-74452)*s1+(53*s2^2
    +4270*s2-124348))*w5+((3*s2^2+930*s2-10080)*s1^2+(417*s2^2-1050*s2-18900)*s1+(2415*s2^2
    -17430*s2-190260))))*r2+((((-34*s2^2+337*s2+4340)*s1^2+(-112*s2^2+37*s2+18104)*s1+(686*s2^2
    -2723*s2-75796))*w7*w5+((112*s2^2-1375*s2-19460)*s1^2+(94*s2^2+1055*s2-21440)*s1-818*s2^2
    +19535*s2+191380)*w7)*w2+(((-15*s2^2-216*s2+4704)*s1^2+(-39*s2^2-120*s2-20124)*s1-333*s2^2
    -2436*s2+11172)*w7*w5+((93*s2^2+1020*s2-15120)*s1^2+(219*s2^2-2220*s2-14220)*s1+(993*s2^2
    -22380*s2-215460))*w7)))*r1+(((1/7*(-38*s2^2+686*s2+8680)*s1^2+(-35*s2^2-172*s2+3904)*s1
    +(115*s2^2-4282*s2-51116))*w7*w5+(1/7*(-380*s2^2+10430*s2+35560)*s1^2+(-11*s2^2-2080*s2
    -3320)*s1+(883*s2^2-24250*s2-140540))*w7)*w2+(((-82*s2^2+280*s2+8552)*s1^2+(140*s2^2
    -1742*s2-14536)*s1+(1238*s2^2-806*s2-119728))*w7*w5+(1/7*(-606*s2^2-6300*s2+66360)*s1^2
    +(120*s2^2+1650*s2-10440)*s1+(1566*s2^2+8250*s2-123600))*w7))*r2+(((-314*s2^2-322*s2
    +64792)*s1^2+(931*s2^2+98*s2-155624)*s1+(3703*s2^2-10360*s2-727916))*w5+((556*s2^2-1150*s2
    -46760)*s1^2+(-1121*s2^2+4910*s2+2800)*s1-6041*s2^2+13160*s2+20020))*w2+((-82*s2^2-2408*s2
    +13496)*s1^2+(1058*s2^2-8498*s2-284200)*s1-3388*s2^2+55762*s2+383096)*w5+(-966*s2^2-1380*s2
    +83160)*s1^2+(-1650*s2^2+8790*s2+219240)*s1+11004*s2^2-21630*s2-803880;

c05:=(((((1/7*(-27*s2^2-1701*s2+9324)*s1^2+(-15*s2^2+609*s2+1956)*s1+(87*s2^2+4341*s2
    -23736))*w7*w5+(1/7*(-53*s2^2+1715*s2-140)*s1^2+(-59*s2^2+1415*s2+2860)*s1+(289*s2^2
    -1705*s2-58280))*w7)*w2+((1/7*(51*s2^2+630*s2-22848)*s1^2+(-27*s2^2+762*s2+2580)*s1
    -177*s2^2-1878*s2+17964)*w7*w5+(1/7*(-225*s2^2-2310*s2+68880)*s1^2+(99*s2^2+930*s2
    -22380)*s1+(1485*s2^2+7950*s2-276540))*w7))*r2+((((-94*s2^2+763*s2+22988)*s1^2+(128*s2^2
    -2177*s2-1288)*s1+(938*s2^2-11249*s2-201628))*w5+((408*s2^2-885*s2-83580)*s1^2+(-558*s2^2
    +4005*s2+55440)*s1-7518*s2^2+8085*s2+1252860))*w2+(((-245*s2^2+1736*s2+18928)*s1^2
    +(-341*s2^2-2632*s2+43708)*s1+(2737*s2^2-364*s2-110516))*w5+((303*s2^2-1020*s2-40320)*s1^2
    +(921*s2^2+8460*s2-72660)*s1-1701*s2^2-25620*s2+304500))))*r1+(((((-30*s2^2-234*s2
    +15096)*s1^2+(-117*s2^2-84*s2-11424)*s1+(129*s2^2+6762*s2-241668))*w5+((452*s2^2-890*s2
    -51400)*s1^2+(-901*s2^2+6160*s2+172760)*s1-6895*s2^2+5530*s2+1270220))*w2+(((-38*s2^2
    +296*s2+9208)*s1^2+(-236*s2^2+1358*s2+19432)*s1+(922*s2^2+4718*s2-109424))*w5+((-38*s2^2
    -3340*s2-19880)*s1^2+(-680*s2^2+3710*s2+183400)*s1+(1762*s2^2+65870*s2+83440))))*r2
    +((((-126*s2^2+618*s2+26232)*s1^2+(45*s2^2-1074*s2+15432)*s1+(1413*s2^2-12432*s2
    -319620))*w7*w5+((-108*s2^2+3510*s2+50040)*s1^2+(633*s2^2-5790*s2+9840)*s1-507*s2^2
    -12480*s2-450660)*w7)*w2+(((-230*s2^2-376*s2+31624)*s1^2+(190*s2^2-2686*s2+7240)*s1
    +(1588*s2^2+7238*s2-278264))*w7*w5+((-322*s2^2+340*s2+55400)*s1^2+(722*s2^2-3350*s2
    -133960)*s1-148*s2^2-1130*s2-201880)*w7))))*I+(((((7*s2^2-127*s2-476)*s1^2+(-131*s2^2
    +1757*s2+33460)*s1-749*s2^2+4697*s2+132328)*w5+((25*s2^2-535*s2-10820)*s1^2+(-191*s2^2
    +1715*s2+51100)*s1-851*s2^2+20195*s2+235480))*w2+(((25*s2^2+530*s2-10736)*s1^2+(-287*s2^2
    -238*s2+74452)*s1-53*s2^2-4270*s2+124348)*w5+((-3*s2^2-930*s2+10080)*s1^2+(-417*s2^2
    +1050*s2+18900)*s1-2415*s2^2+17430*s2+190260)))*r2+((((-34*s2^2+337*s2+4340)*s1^2
    +(-112*s2^2+37*s2+18104)*s1+(686*s2^2-2723*s2-75796))*w7*w5+((112*s2^2-1375*s2-19460)*s1^2
    +(94*s2^2+1055*s2-21440)*s1-818*s2^2+19535*s2+191380)*w7)*w2+(((-15*s2^2-216*s2+4704)*s1^2
    +(-39*s2^2-120*s2-20124)*s1-333*s2^2-2436*s2+11172)*w7*w5+((93*s2^2+1020*s2-15120)*s1^2
    +(219*s2^2-2220*s2-14220)*s1+(993*s2^2-22380*s2-215460))*w7)))*r1+(((1/7*(-38*s2^2+686*s2
    +8680)*s1^2+(-35*s2^2-172*s2+3904)*s1+(115*s2^2-4282*s2-51116))*w7*w5+(1/7*(-380*s2^2
    +10430*s2+35560)*s1^2+(-11*s2^2-2080*s2-3320)*s1+(883*s2^2-24250*s2-140540))*w7)*w2
    +(((-82*s2^2+280*s2+8552)*s1^2+(140*s2^2-1742*s2-14536)*s1+(1238*s2^2-806*s2-119728))*w7*w5
    +(1/7*(-606*s2^2-6300*s2+66360)*s1^2+(120*s2^2+1650*s2-10440)*s1+(1566*s2^2+8250*s2
    -123600))*w7))*r2+(((314*s2^2+322*s2-64792)*s1^2+(-931*s2^2-98*s2+155624)*s1-3703*s2^2
    +10360*s2+727916)*w5+((-556*s2^2+1150*s2+46760)*s1^2+(1121*s2^2-4910*s2-2800)*s1+(6041*s2^2
    -13160*s2-20020)))*w2+((82*s2^2+2408*s2-13496)*s1^2+(-1058*s2^2+8498*s2+284200)*s1
    +(3388*s2^2-55762*s2-383096))*w5+(966*s2^2+1380*s2-83160)*s1^2+(1650*s2^2-8790*s2
    -219240)*s1-11004*s2^2+21630*s2+803880;

c06:=(((((-10*s2^2-1580*s2-31000)*s1^2+(-148*s2^2-4088*s2+34832)*s1+(3920*s2^2-1064*s2
    -12544))*w5+((214*s2^2+980*s2+20440)*s1^2+(796*s2^2-7000*s2-252560)*s1-4088*s2^2-5320*s2
    +572320))*w2+(((420*s2^2+1044*s2-84192)*s1^2+(456*s2^2+5544*s2-6720)*s1-5880*s2^2-23184*s2
    +842016)*w5+((436*s2^2-940*s2-12320)*s1^2+(1672*s2^2+3080*s2-230720)*s1-6104*s2^2-44800*s2
    +666400)))*r2+((((-158*s2^2+2384*s2+41800)*s1^2+(556*s2^2-2704*s2-53264)*s1+(2788*s2^2
    -43096*s2-601328))*w7*w5+((98*s2^2-1040*s2+12920)*s1^2+(140*s2^2-4880*s2-55600)*s1
    -3028*s2^2-4520*s2+171920)*w7)*w2+(((200*s2^2-980*s2-15472)*s1^2+(128*s2^2-728*s2-93664)*s1
    -2920*s2^2-4664*s2+68096)*w7*w5+((-328*s2^2+3340*s2+80240)*s1^2+(1760*s2^2-16280*s2
    -245920)*s1-2872*s2^2-8840*s2+425600)*w7)))*I+(((1/7*(-162*s2^2-2940*s2-7224)*s1^2+(228*s2^2
    -1224*s2-43536)*s1+(96*s2^2+14280*s2+78912))*w7*w5+(1/7*(1886*s2^2-5180*s2-348040)*s1^2
    +(-76*s2^2-680*s2+17360)*s1-3544*s2^2+22120*s2+885920)*w7)*w2+((1/7*(404*s2^2-1148*s2
    -25312)*s1^2+(-136*s2^2-392*s2+15296)*s1-1192*s2^2-10640*s2+13664)*w7*w5+(1/7*(292*s2^2
    +19460*s2-66080)*s1^2+(-8*s2^2-2920*s2+11200)*s1-4040*s2^2-21280*s2+565600)*w7))*r2
    +(((26*s2^2-5360*s2-58072)*s1^2+(956*s2^2-9584*s2+184688)*s1-2044*s2^2+133672*s2
    +1032080)*w5+((1146*s2^2-2640*s2-286440)*s1^2+(-2340*s2^2+12240*s2+781200)*s1-34356*s2^2
    +136920*s2+6735120))*w2+((744*s2^2+3900*s2-82992)*s1^2+(672*s2^2-8376*s2-31584)*s1
    -23016*s2^2-39480*s2+2663808)*w5+(3352*s2^2+4700*s2-393680)*s1^2+(-1856*s2^2-21880*s2
    +592480)*s1-64568*s2^2-25480*s2+7920640;

c07:=(((((1/7*(53*s2^2-287*s2-10780)*s1^2+(-4*s2^2-770*s2+2456)*s1-73*s2^2+1513*s2
    +16472)*w7*w5+(1/7*(173*s2^2-4445*s2-6580)*s1^2+(2*s2^2+100*s2-1000)*s1-163*s2^2+10615*s2
    -45400)*w7)*w2+((1/7*(29*s2^2-2198*s2+9212)*s1^2+(26*s2^2-44*s2-8476)*s1-133*s2^2+3778*s2
    -46156)*w7*w5+(1/7*(-81*s2^2-630*s2+6300)*s1^2+(-108*s2^2-1080*s2+30420)*s1+(1197*s2^2
    +4590*s2-151380))*w7))*r2+((((-20*s2^2-217*s2+14896)*s1^2+(262*s2^2-2506*s2-54068)*s1
    +(658*s2^2+3605*s2-328748))*w5+((86*s2^2+745*s2-37240)*s1^2+(-1138*s2^2+3400*s2+213500)*s1
    +(602*s2^2-6125*s2+438620)))*w2+(((-277*s2^2+280*s2+27188)*s1^2+(458*s2^2-4928*s2-29596)*s1
    +(4571*s2^2-27860*s2-535108))*w5+((509*s2^2+2140*s2-51100)*s1^2+(-400*s2^2+5200*s2
    +69860)*s1-9667*s2^2+9940*s2+975380))))*r1+(((((59*s2^2+184*s2-6256)*s1^2+(-31*s2^2-518*s2
    +39032)*s1-1117*s2^2+910*s2+57260)*w5+((-s2^2-1460*s2-23320)*s1^2+(1355*s2^2-4130*s2
    -177520)*s1-553*s2^2+13510*s2+877100))*w2+(((104*s2^2-650*s2-12616)*s1^2+(-10*s2^2+238*s2
    +15008)*s1-1066*s2^2+17962*s2+196112)*w5+((252*s2^2+990*s2-47880)*s1^2+(138*s2^2-9030*s2
    -107520)*s1-2298*s2^2+5250*s2+475440)))*r2+((((-69*s2^2+54*s2+22632)*s1^2+(309*s2^2-1800*s2
    -56064)*s1+(1317*s2^2+3024*s2-364476))*w7*w5+((139*s2^2+410*s2+36640)*s1^2+(463*s2^2
    -10120*s2-113480)*s1+(73*s2^2-42400*s2-762860))*w7)*w2+(((-90*s2^2-1146*s2+23496)*s1^2
    +(600*s2^2-18*s2-71376)*s1+(2892*s2^2+14070*s2-493416))*w7*w5+((26*s2^2-890*s2-7720)*s1^2
    +(992*s2^2-1910*s2-173920)*s1+(4292*s2^2+8830*s2-465640))*w7))))*I+(((((39*s2^2-501*s2
    -10836)*s1^2+(60*s2^2-882*s2-12264)*s1-1197*s2^2+9933*s2+277368)*w5+((47*s2^2-215*s2
    -9820)*s1^2+(122*s2^2-1820*s2-42280)*s1-1159*s2^2+15715*s2+221480))*w2+(((79*s2^2-274*s2
    -17660)*s1^2+(154*s2^2+1316*s2-49868)*s1-809*s2^2+6986*s2+221284)*w5+((141*s2^2+270*s2
    -13020)*s1^2+(132*s2^2-2520*s2+17220)*s1-4431*s2^2+630*s2+513660)))*r2+((((-60*s2^2+237*s2
    +8928)*s1^2+(42*s2^2-774*s2-4092)*s1+(630*s2^2-5313*s2-109956))*w7*w5+((106*s2^2-565*s2
    -20120)*s1^2+(-230*s2^2+3560*s2+38260)*s1-2234*s2^2+7625*s2+362740)*w7)*w2+(((-23*s2^2
    -184*s2-3572)*s1^2+(22*s2^2+464*s2-17684)*s1+(865*s2^2+8036*s2-27020))*w7*w5+((135*s2^2
    -60*s2-14820)*s1^2+(-144*s2^2-3120*s2+30540)*s1-4185*s2^2+8940*s2+634620)*w7)))*r1
    +(((1/7*(107*s2^2-56*s2-14896)*s1^2+(-s2^2+286*s2+1592)*s1-175*s2^2-2798*s2-3964)*w7*w5
    +(1/7*(279*s2^2-2100*s2-15960)*s1^2+(-123*s2^2+4170*s2+12960)*s1-435*s2^2+810*s2
    -37500)*w7)*w2+(((8*s2^2+394*s2-856)*s1^2+(-238*s2^2+1234*s2+24800)*s1-22*s2^2-2402*s2
    +11984)*w7*w5+(1/7*(124*s2^2+350*s2-19880)*s1^2+(-242*s2^2-2650*s2+25600)*s1+(106*s2^2
    -5050*s2+48880))*w7))*r2+(((-101*s2^2+182*s2+8680)*s1^2+(-1043*s2^2-784*s2+203056)*s1
    +(721*s2^2-17416*s2+57652))*w5+((3*s2^2-870*s2+30240)*s1^2+(1671*s2^2-4320*s2-110040)*s1
    +(1701*s2^2+9240*s2-1057980)))*w2+((-298*s2^2+4438*s2+85736)*s1^2+(-544*s2^2-2786*s2
    +126224)*s1-364*s2^2-40082*s2-628264)*w5+(1194*s2^2-2010*s2-128520)*s1^2+(-1704*s2^2
    -6150*s2+120960)*s1-19236*s2^2-12810*s2+2159640;

c08:=((((162*s2^2-1674*s2-93528)*w7*w5+(774*s2^2-12330*s2-56520)*w7)*w2+((1566*s2^2-7236*s2
    -199152)*w7*w5+(-954*s2^2+7380*s2+117360)*w7))*r2*r1+(((-3924*s2^2+13860*s2+851760)*w5
    +(5040*s2^2+28980*s2+579600))*w2+((-2340*s2^2-40320*s2+388080)*w5+(-7380*s2^2-27720*s2
    +428400)))*r2)*I+(((378*s2^2-7938*s2-173880)*w5+(-2754*s2^2+43470*s2+446040))*w2+((774*s2^2
    +15372*s2+5040)*w5+(126*s2^2+13860*s2-146160)))*r2*r1+(((108*s2^2+4860*s2-41904)*w7*w5
    +(-1080*s2^2+2700*s2+131760)*w7)*w2+((36*s2^2+720*s2+55440)*w7*w5+(3060*s2^2-360*s2
    -704880)*w7))*r2;

c09:=(((((1/7*(-53*s2^2+287*s2+10780)*s1^2+(4*s2^2+770*s2-2456)*s1+(73*s2^2-1513*s2
    -16472))*w7*w5+(1/7*(-173*s2^2+4445*s2+6580)*s1^2+(-2*s2^2-100*s2+1000)*s1+(163*s2^2
    -10615*s2+45400))*w7)*w2+((1/7*(-29*s2^2+2198*s2-9212)*s1^2+(-26*s2^2+44*s2+8476)*s1
    +(133*s2^2-3778*s2+46156))*w7*w5+(1/7*(81*s2^2+630*s2-6300)*s1^2+(108*s2^2+1080*s2
    -30420)*s1-1197*s2^2-4590*s2+151380)*w7))*r2+((((-20*s2^2-217*s2+14896)*s1^2+(262*s2^2
    -2506*s2-54068)*s1+(658*s2^2+3605*s2-328748))*w5+((86*s2^2+745*s2-37240)*s1^2+(-1138*s2^2
    +3400*s2+213500)*s1+(602*s2^2-6125*s2+438620)))*w2+(((-277*s2^2+280*s2+27188)*s1^2
    +(458*s2^2-4928*s2-29596)*s1+(4571*s2^2-27860*s2-535108))*w5+((509*s2^2+2140*s2-51100)*s1^2
    +(-400*s2^2+5200*s2+69860)*s1-9667*s2^2+9940*s2+975380))))*r1+(((((59*s2^2+184*s2
    -6256)*s1^2+(-31*s2^2-518*s2+39032)*s1-1117*s2^2+910*s2+57260)*w5+((-s2^2-1460*s2
    -23320)*s1^2+(1355*s2^2-4130*s2-177520)*s1-553*s2^2+13510*s2+877100))*w2+(((104*s2^2-650*s2
    -12616)*s1^2+(-10*s2^2+238*s2+15008)*s1-1066*s2^2+17962*s2+196112)*w5+((252*s2^2+990*s2
    -47880)*s1^2+(138*s2^2-9030*s2-107520)*s1-2298*s2^2+5250*s2+475440)))*r2+((((69*s2^2-54*s2
    -22632)*s1^2+(-309*s2^2+1800*s2+56064)*s1-1317*s2^2-3024*s2+364476)*w7*w5+((-139*s2^2
    -410*s2-36640)*s1^2+(-463*s2^2+10120*s2+113480)*s1-73*s2^2+42400*s2+762860)*w7)*w2
    +(((90*s2^2+1146*s2-23496)*s1^2+(-600*s2^2+18*s2+71376)*s1-2892*s2^2-14070*s2+493416)*w7*w5
    +((-26*s2^2+890*s2+7720)*s1^2+(-992*s2^2+1910*s2+173920)*s1-4292*s2^2-8830*s2
    +465640)*w7))))*I+(((((-39*s2^2+501*s2+10836)*s1^2+(-60*s2^2+882*s2+12264)*s1+(1197*s2^2
    -9933*s2-277368))*w5+((-47*s2^2+215*s2+9820)*s1^2+(-122*s2^2+1820*s2+42280)*s1+(1159*s2^2
    -15715*s2-221480)))*w2+(((-79*s2^2+274*s2+17660)*s1^2+(-154*s2^2-1316*s2+49868)*s1
    +(809*s2^2-6986*s2-221284))*w5+((-141*s2^2-270*s2+13020)*s1^2+(-132*s2^2+2520*s2-17220)*s1
    +(4431*s2^2-630*s2-513660))))*r2+((((-60*s2^2+237*s2+8928)*s1^2+(42*s2^2-774*s2-4092)*s1
    +(630*s2^2-5313*s2-109956))*w7*w5+((106*s2^2-565*s2-20120)*s1^2+(-230*s2^2+3560*s2
    +38260)*s1-2234*s2^2+7625*s2+362740)*w7)*w2+(((-23*s2^2-184*s2-3572)*s1^2+(22*s2^2+464*s2
    -17684)*s1+(865*s2^2+8036*s2-27020))*w7*w5+((135*s2^2-60*s2-14820)*s1^2+(-144*s2^2-3120*s2
    +30540)*s1-4185*s2^2+8940*s2+634620)*w7)))*r1+(((1/7*(107*s2^2-56*s2-14896)*s1^2+(-s2^2
    +286*s2+1592)*s1-175*s2^2-2798*s2-3964)*w7*w5+(1/7*(279*s2^2-2100*s2-15960)*s1^2+(-123*s2^2
    +4170*s2+12960)*s1-435*s2^2+810*s2-37500)*w7)*w2+(((8*s2^2+394*s2-856)*s1^2+(-238*s2^2
    +1234*s2+24800)*s1-22*s2^2-2402*s2+11984)*w7*w5+(1/7*(124*s2^2+350*s2-19880)*s1^2
    +(-242*s2^2-2650*s2+25600)*s1+(106*s2^2-5050*s2+48880))*w7))*r2+(((101*s2^2-182*s2
    -8680)*s1^2+(1043*s2^2+784*s2-203056)*s1-721*s2^2+17416*s2-57652)*w5+((-3*s2^2+870*s2
    -30240)*s1^2+(-1671*s2^2+4320*s2+110040)*s1-1701*s2^2-9240*s2+1057980))*w2+((298*s2^2
    -4438*s2-85736)*s1^2+(544*s2^2+2786*s2-126224)*s1+(364*s2^2+40082*s2+628264))*w5
    +(-1194*s2^2+2010*s2+128520)*s1^2+(1704*s2^2+6150*s2-120960)*s1+19236*s2^2+12810*s2
    -2159640;

c10:=(((((1/7*(-26*s2^2+1988*s2+1456)*s1^2+(19*s2^2+161*s2-4412)*s1+(85*s2^2-3037*s2
    -8000))*w7*w5+(1/7*(-120*s2^2+2730*s2+6720)*s1^2+(57*s2^2-1515*s2-1860)*s1+(423*s2^2
    -3735*s2-72000))*w7)*w2+((1/7*(-80*s2^2+1568*s2+13636)*s1^2+(s2^2-718*s2+5896)*s1+(85*s2^2
    -3754*s2-55004))*w7*w5+(1/7*(306*s2^2+2940*s2-75180)*s1^2+(9*s2^2+150*s2-8040)*s1+(423*s2^2
    -2550*s2+11580))*w7))*r2+((((74*s2^2-980*s2-8092)*s1^2+(134*s2^2-329*s2-52780)*s1-1414*s2^2
    +13153*s2+233492)*w5+((-322*s2^2+1630*s2+46340)*s1^2+(-580*s2^2-605*s2+158060)*s1
    +(2702*s2^2-27125*s2-566020)))*w2+(((-32*s2^2-1456*s2+8260)*s1^2+(799*s2^2-2296*s2
    -73304)*s1-245*s2^2+44324*s2+38836)*w5+((206*s2^2+3160*s2-10780)*s1^2+(-1321*s2^2-3260*s2
    +142520)*s1-343*s2^2-84140*s2-109060))))*r1+(((((-29*s2^2+50*s2-8840)*s1^2+(148*s2^2+602*s2
    -27608)*s1+(115*s2^2+2786*s2+93436))*w5+((-451*s2^2+2350*s2+74720)*s1^2+(-454*s2^2-2030*s2
    +4760)*s1+(5747*s2^2-39830*s2-495460)))*w2+(((-66*s2^2+354*s2+3408)*s1^2+(246*s2^2-1596*s2
    -34440)*s1+(1314*s2^2+3906*s2-28224))*w5+((-214*s2^2+2350*s2+67760)*s1^2+(542*s2^2+5320*s2
    -75880)*s1+(4226*s2^2-13790*s2-1143520))))*r2+((((57*s2^2-564*s2-3600)*s1^2+(264*s2^2
    -726*s2-71496)*s1-1149*s2^2+4116*s2+98028)*w7*w5+((247*s2^2-3100*s2-13400)*s1^2+(-170*s2^2
    -4330*s2-123320)*s1-5477*s2^2+80060*s2+437500)*w7)*w2+(((140*s2^2-770*s2-8128)*s1^2
    +(410*s2^2+2668*s2-78616)*s1-3592*s2^2+12754*s2+278264)*w7*w5+((348*s2^2-1230*s2
    -63120)*s1^2+(270*s2^2+1440*s2-39960)*s1-9528*s2^2+20850*s2+1457400)*w7))))*I+(((((-46*s2^2
    +628*s2+11312)*s1^2+(71*s2^2-875*s2-21196)*s1-7*s2^2-5873*s2-32704)*w5+((-72*s2^2+750*s2
    +20640)*s1^2+(69*s2^2+105*s2-8820)*s1+(507*s2^2+2205*s2-204960)))*w2+(((-104*s2^2-256*s2
    +28396)*s1^2+(133*s2^2-1078*s2-24584)*s1+(1753*s2^2+6734*s2-423500))*w5+((-138*s2^2+660*s2
    +2940)*s1^2+(285*s2^2+1470*s2-36120)*s1-525*s2^2-4830*s2+290220)))*r2+((((-26*s2^2-100*s2
    +4588)*s1^2+(154*s2^2-811*s2-22196)*s1+(574*s2^2+3395*s2-79268))*w7*w5+((-6*s2^2+810*s2
    -660)*s1^2+(-324*s2^2+2505*s2+59700)*s1+(834*s2^2-11055*s2-71820))*w7)*w2+(((-8*s2^2+32*s2
    -8276)*s1^2+(61*s2^2+584*s2+2440)*s1-431*s2^2-5908*s2+192892)*w7*w5+((42*s2^2-1080*s2
    +300)*s1^2+(-363*s2^2-900*s2+44760)*s1+(1707*s2^2+7020*s2-431340))*w7)))*r1+(((1/7*(-69*s2^2
    -630*s2+6216)*s1^2+(36*s2^2-114*s2-5496)*s1+(177*s2^2-1650*s2-46188))*w7*w5+(1/7*(101*s2^2
    -8330*s2-19600)*s1^2+(134*s2^2-2090*s2-9640)*s1-79*s2^2+13270*s2-30220)*w7)*w2+(((74*s2^2
    -674*s2-7696)*s1^2+(98*s2^2+508*s2-10264)*s1-946*s2^2+12550*s2+107744)*w7*w5+(1/7*(482*s2^2
    +5950*s2-46480)*s1^2+(122*s2^2+1000*s2-15160)*s1-610*s2^2-16250*s2+102080)*w7))*r2
    +(((-415*s2^2-140*s2+73472)*s1^2+(-112*s2^2-686*s2+47432)*s1+(6503*s2^2+16828*s2
    -1207780))*w5+((559*s2^2-2020*s2-16520)*s1^2+(550*s2^2+590*s2-107240)*s1-9569*s2^2+31220*s2
    +865900))*w2+((-380*s2^2+2030*s2+99232)*s1^2+(514*s2^2-11284*s2-157976)*s1+(9856*s2^2
    -50470*s2-1961288))*w5+(228*s2^2-3390*s2-45360)*s1^2+(-3354*s2^2+2640*s2+340200)*s1
    -672*s2^2+88410*s2+274680;

c11:=(((((56*s2^2+2416*s2+9056)*s1^2+(26*s2^2-2324*s2-83944)*s1+(2996*s2^2-57008*s2
    -573328))*w5+((-408*s2^2+1680*s2+70560)*s1^2+(234*s2^2+4620*s2+131880)*s1+(4620*s2^2
    -15120*s2-129360)))*w2+(((-432*s2^2-2544*s2+58368)*s1^2+(828*s2^2+588*s2-194208)*s1
    +(6048*s2^2+27048*s2-1153824))*w5+((-848*s2^2-400*s2+85120)*s1^2+(460*s2^2-3220*s2
    +48160)*s1+(11872*s2^2-52360*s2-697760))))*r2+((((-80*s2^2-688*s2-10112)*s1^2+(-554*s2^2
    +6464*s2+115288)*s1+(1696*s2^2-88*s2+125440))*w7*w5+((-112*s2^2+2320*s2+9920)*s1^2
    +(182*s2^2-800*s2+48680)*s1-88*s2^2-51560*s2+213920)*w7)*w2+(((-176*s2^2+896*s2+41536)*s1^2
    +(424*s2^2-2044*s2-4880)*s1+(2344*s2^2-30928*s2-730016))*w7*w5+((-368*s2^2+3200*s2
    +28480)*s1^2+(-1352*s2^2+13220*s2+269200)*s1-2312*s2^2-6880*s2+1150240)*w7)))*I
    +(((1/7*(-424*s2^2+4816*s2+106400)*s1^2+(-130*s2^2-572*s2+12104)*s1+(620*s2^2-1232*s2
    -148336))*w7*w5+(1/7*(-1080*s2^2+5040*s2+191520)*s1^2+(654*s2^2-1500*s2-121800)*s1
    +(2388*s2^2+1680*s2-193200))*w7)*w2+((1/7*(48*s2^2+1680*s2-18816)*s1^2+(180*s2^2-252*s2
    -13536)*s1-480*s2^2-16296*s2+672)*w7*w5+(1/7*(-176*s2^2-6160*s2+17920)*s1^2+(100*s2^2
    +7460*s2-25760)*s1-3104*s2^2+29960*s2+397600)*w7))*r2+(((-336*s2^2+6768*s2-22848)*s1^2
    +(-258*s2^2-9312*s2-197064)*s1+(3024*s2^2-36120*s2+538944))*w5+((16*s2^2-2320*s2
    -69440)*s1^2+(3454*s2^2-10240*s2-928760)*s1-18536*s2^2+132440*s2+3697120))*w2+((-720*s2^2
    +192*s2+65856)*s1^2+(1512*s2^2+11892*s2-183120)*s1-2520*s2^2+12432*s2+579936)*w5
    +(-1616*s2^2+4160*s2+64960)*s1^2+(8440*s2^2+18260*s2-1116080)*s1+4984*s2^2-17920*s2
    +1499680;

c12:=c05;

c13:=(((((1/7*(26*s2^2-1988*s2-1456)*s1^2+(-19*s2^2-161*s2+4412)*s1-85*s2^2+3037*s2
    +8000)*w7*w5+(1/7*(120*s2^2-2730*s2-6720)*s1^2+(-57*s2^2+1515*s2+1860)*s1-423*s2^2+3735*s2
    +72000)*w7)*w2+((1/7*(80*s2^2-1568*s2-13636)*s1^2+(-s2^2+718*s2-5896)*s1-85*s2^2+3754*s2
    +55004)*w7*w5+(1/7*(-306*s2^2-2940*s2+75180)*s1^2+(-9*s2^2-150*s2+8040)*s1-423*s2^2+2550*s2
    -11580)*w7))*r2+((((74*s2^2-980*s2-8092)*s1^2+(134*s2^2-329*s2-52780)*s1-1414*s2^2+13153*s2
    +233492)*w5+((-322*s2^2+1630*s2+46340)*s1^2+(-580*s2^2-605*s2+158060)*s1+(2702*s2^2
    -27125*s2-566020)))*w2+(((-32*s2^2-1456*s2+8260)*s1^2+(799*s2^2-2296*s2-73304)*s1-245*s2^2
    +44324*s2+38836)*w5+((206*s2^2+3160*s2-10780)*s1^2+(-1321*s2^2-3260*s2+142520)*s1-343*s2^2
    -84140*s2-109060))))*r1+(((((-29*s2^2+50*s2-8840)*s1^2+(148*s2^2+602*s2-27608)*s1+(115*s2^2
    +2786*s2+93436))*w5+((-451*s2^2+2350*s2+74720)*s1^2+(-454*s2^2-2030*s2+4760)*s1+(5747*s2^2
    -39830*s2-495460)))*w2+(((-66*s2^2+354*s2+3408)*s1^2+(246*s2^2-1596*s2-34440)*s1+(1314*s2^2
    +3906*s2-28224))*w5+((-214*s2^2+2350*s2+67760)*s1^2+(542*s2^2+5320*s2-75880)*s1+(4226*s2^2
    -13790*s2-1143520))))*r2+((((-57*s2^2+564*s2+3600)*s1^2+(-264*s2^2+726*s2+71496)*s1
    +(1149*s2^2-4116*s2-98028))*w7*w5+((-247*s2^2+3100*s2+13400)*s1^2+(170*s2^2+4330*s2
    +123320)*s1+(5477*s2^2-80060*s2-437500))*w7)*w2+(((-140*s2^2+770*s2+8128)*s1^2+(-410*s2^2
    -2668*s2+78616)*s1+(3592*s2^2-12754*s2-278264))*w7*w5+((-348*s2^2+1230*s2+63120)*s1^2
    +(-270*s2^2-1440*s2+39960)*s1+(9528*s2^2-20850*s2-1457400))*w7))))*I+(((((46*s2^2-628*s2
    -11312)*s1^2+(-71*s2^2+875*s2+21196)*s1+(7*s2^2+5873*s2+32704))*w5+((72*s2^2-750*s2
    -20640)*s1^2+(-69*s2^2-105*s2+8820)*s1-507*s2^2-2205*s2+204960))*w2+(((104*s2^2+256*s2
    -28396)*s1^2+(-133*s2^2+1078*s2+24584)*s1-1753*s2^2-6734*s2+423500)*w5+((138*s2^2-660*s2
    -2940)*s1^2+(-285*s2^2-1470*s2+36120)*s1+(525*s2^2+4830*s2-290220))))*r2+((((-26*s2^2
    -100*s2+4588)*s1^2+(154*s2^2-811*s2-22196)*s1+(574*s2^2+3395*s2-79268))*w7*w5+((-6*s2^2
    +810*s2-660)*s1^2+(-324*s2^2+2505*s2+59700)*s1+(834*s2^2-11055*s2-71820))*w7)*w2+(((-8*s2^2
    +32*s2-8276)*s1^2+(61*s2^2+584*s2+2440)*s1-431*s2^2-5908*s2+192892)*w7*w5+((42*s2^2
    -1080*s2+300)*s1^2+(-363*s2^2-900*s2+44760)*s1+(1707*s2^2+7020*s2-431340))*w7)))*r1
    +(((1/7*(-69*s2^2-630*s2+6216)*s1^2+(36*s2^2-114*s2-5496)*s1+(177*s2^2-1650*s2
    -46188))*w7*w5+(1/7*(101*s2^2-8330*s2-19600)*s1^2+(134*s2^2-2090*s2-9640)*s1-79*s2^2
    +13270*s2-30220)*w7)*w2+(((74*s2^2-674*s2-7696)*s1^2+(98*s2^2+508*s2-10264)*s1-946*s2^2
    +12550*s2+107744)*w7*w5+(1/7*(482*s2^2+5950*s2-46480)*s1^2+(122*s2^2+1000*s2-15160)*s1
    -610*s2^2-16250*s2+102080)*w7))*r2+(((415*s2^2+140*s2-73472)*s1^2+(112*s2^2+686*s2
    -47432)*s1-6503*s2^2-16828*s2+1207780)*w5+((-559*s2^2+2020*s2+16520)*s1^2+(-550*s2^2-590*s2
    +107240)*s1+(9569*s2^2-31220*s2-865900)))*w2+((380*s2^2-2030*s2-99232)*s1^2+(-514*s2^2
    +11284*s2+157976)*s1-9856*s2^2+50470*s2+1961288)*w5+(-228*s2^2+3390*s2+45360)*s1^2
    +(3354*s2^2-2640*s2-340200)*s1+672*s2^2-88410*s2-274680;

c14:=(((((1/7*(-53*s2^2+287*s2+10780)*s1^2+(4*s2^2+770*s2-2456)*s1+(73*s2^2-1513*s2
    -16472))*w7*w5+(1/7*(-173*s2^2+4445*s2+6580)*s1^2+(-2*s2^2-100*s2+1000)*s1+(163*s2^2
    -10615*s2+45400))*w7)*w2+((1/7*(-29*s2^2+2198*s2-9212)*s1^2+(-26*s2^2+44*s2+8476)*s1
    +(133*s2^2-3778*s2+46156))*w7*w5+(1/7*(81*s2^2+630*s2-6300)*s1^2+(108*s2^2+1080*s2
    -30420)*s1-1197*s2^2-4590*s2+151380)*w7))*r2+((((20*s2^2+217*s2-14896)*s1^2+(-262*s2^2
    +2506*s2+54068)*s1-658*s2^2-3605*s2+328748)*w5+((-86*s2^2-745*s2+37240)*s1^2+(1138*s2^2
    -3400*s2-213500)*s1-602*s2^2+6125*s2-438620))*w2+(((277*s2^2-280*s2-27188)*s1^2+(-458*s2^2
    +4928*s2+29596)*s1-4571*s2^2+27860*s2+535108)*w5+((-509*s2^2-2140*s2+51100)*s1^2+(400*s2^2
    -5200*s2-69860)*s1+(9667*s2^2-9940*s2-975380)))))*r1+(((((59*s2^2+184*s2-6256)*s1^2
    +(-31*s2^2-518*s2+39032)*s1-1117*s2^2+910*s2+57260)*w5+((-s2^2-1460*s2-23320)*s1^2
    +(1355*s2^2-4130*s2-177520)*s1-553*s2^2+13510*s2+877100))*w2+(((104*s2^2-650*s2-12616)*s1^2
    +(-10*s2^2+238*s2+15008)*s1-1066*s2^2+17962*s2+196112)*w5+((252*s2^2+990*s2-47880)*s1^2
    +(138*s2^2-9030*s2-107520)*s1-2298*s2^2+5250*s2+475440)))*r2+((((-69*s2^2+54*s2+22632)*s1^2
    +(309*s2^2-1800*s2-56064)*s1+(1317*s2^2+3024*s2-364476))*w7*w5+((139*s2^2+410*s2
    +36640)*s1^2+(463*s2^2-10120*s2-113480)*s1+(73*s2^2-42400*s2-762860))*w7)*w2+(((-90*s2^2
    -1146*s2+23496)*s1^2+(600*s2^2-18*s2-71376)*s1+(2892*s2^2+14070*s2-493416))*w7*w5+((26*s2^2
    -890*s2-7720)*s1^2+(992*s2^2-1910*s2-173920)*s1+(4292*s2^2+8830*s2-465640))*w7))))*I
    +(((((-39*s2^2+501*s2+10836)*s1^2+(-60*s2^2+882*s2+12264)*s1+(1197*s2^2-9933*s2-277368))*w5
    +((-47*s2^2+215*s2+9820)*s1^2+(-122*s2^2+1820*s2+42280)*s1+(1159*s2^2-15715*s2-221480)))*w2
    +(((-79*s2^2+274*s2+17660)*s1^2+(-154*s2^2-1316*s2+49868)*s1+(809*s2^2-6986*s2-221284))*w5
    +((-141*s2^2-270*s2+13020)*s1^2+(-132*s2^2+2520*s2-17220)*s1+(4431*s2^2-630*s2
    -513660))))*r2+((((60*s2^2-237*s2-8928)*s1^2+(-42*s2^2+774*s2+4092)*s1-630*s2^2+5313*s2
    +109956)*w7*w5+((-106*s2^2+565*s2+20120)*s1^2+(230*s2^2-3560*s2-38260)*s1+(2234*s2^2
    -7625*s2-362740))*w7)*w2+(((23*s2^2+184*s2+3572)*s1^2+(-22*s2^2-464*s2+17684)*s1-865*s2^2
    -8036*s2+27020)*w7*w5+((-135*s2^2+60*s2+14820)*s1^2+(144*s2^2+3120*s2-30540)*s1+(4185*s2^2
    -8940*s2-634620))*w7)))*r1+(((1/7*(107*s2^2-56*s2-14896)*s1^2+(-s2^2+286*s2+1592)*s1
    -175*s2^2-2798*s2-3964)*w7*w5+(1/7*(279*s2^2-2100*s2-15960)*s1^2+(-123*s2^2+4170*s2
    +12960)*s1-435*s2^2+810*s2-37500)*w7)*w2+(((8*s2^2+394*s2-856)*s1^2+(-238*s2^2+1234*s2
    +24800)*s1-22*s2^2-2402*s2+11984)*w7*w5+(1/7*(124*s2^2+350*s2-19880)*s1^2+(-242*s2^2
    -2650*s2+25600)*s1+(106*s2^2-5050*s2+48880))*w7))*r2+(((-101*s2^2+182*s2+8680)*s1^2
    +(-1043*s2^2-784*s2+203056)*s1+(721*s2^2-17416*s2+57652))*w5+((3*s2^2-870*s2+30240)*s1^2
    +(1671*s2^2-4320*s2-110040)*s1+(1701*s2^2+9240*s2-1057980)))*w2+((-298*s2^2+4438*s2
    +85736)*s1^2+(-544*s2^2-2786*s2+126224)*s1-364*s2^2-40082*s2-628264)*w5+(1194*s2^2-2010*s2
    -128520)*s1^2+(-1704*s2^2-6150*s2+120960)*s1-19236*s2^2-12810*s2+2159640;

c15:=((((-162*s2^2+1674*s2+93528)*w7*w5+(-774*s2^2+12330*s2+56520)*w7)*w2+((-1566*s2^2
    +7236*s2+199152)*w7*w5+(954*s2^2-7380*s2-117360)*w7))*r2*r1+(((-3924*s2^2+13860*s2
    +851760)*w5+(5040*s2^2+28980*s2+579600))*w2+((-2340*s2^2-40320*s2+388080)*w5+(-7380*s2^2
    -27720*s2+428400)))*r2)*I+(((-378*s2^2+7938*s2+173880)*w5+(2754*s2^2-43470*s2-446040))*w2
    +((-774*s2^2-15372*s2-5040)*w5+(-126*s2^2-13860*s2+146160)))*r2*r1+(((108*s2^2+4860*s2
    -41904)*w7*w5+(-1080*s2^2+2700*s2+131760)*w7)*w2+((36*s2^2+720*s2+55440)*w7*w5+(3060*s2^2
    -360*s2-704880)*w7))*r2;

c16:=(((((-46*s2^2-836*s2+21944)*s1^2+(122*s2^2+6412*s2+49112)*s1+(4424*s2^2-11480*s2
    -753760))*w5+((194*s2^2-2660*s2-91000)*s1^2+(-1030*s2^2+2380*s2+120680)*s1-3808*s2^2
    +45640*s2+2132480))*w2+(((12*s2^2+1500*s2+25824)*s1^2+(-1284*s2^2-6132*s2+200928)*s1
    -168*s2^2-29568*s2-698208)*w5+((412*s2^2+1340*s2-72800)*s1^2+(-2132*s2^2+140*s2+182560)*s1
    -5768*s2^2-76720*s2+1513120)))*r2+((((-238*s2^2+1696*s2+31688)*s1^2+(2*s2^2+3760*s2
    +62024)*s1+(2756*s2^2-14024*s2-427504))*w7*w5+((-14*s2^2+1280*s2+22840)*s1^2+(322*s2^2
    -5680*s2-6920)*s1+(1852*s2^2+1160*s2-672560))*w7)*w2+(((24*s2^2-84*s2+26064)*s1^2+(552*s2^2
    -2772*s2-98544)*s1-216*s2^2+19560*s2-216384)*w7*w5+((-696*s2^2+6540*s2+108720)*s1^2
    +(408*s2^2-3060*s2+23280)*s1+(17208*s2^2-129480*s2-3071040))*w7)))*I+(((1/7*(586*s2^2
    -1876*s2-99176)*s1^2+(-98*s2^2+1796*s2+31432)*s1-1400*s2^2+12152*s2+262816)*w7*w5
    +(1/7*(-806*s2^2+140*s2+156520)*s1^2+(-578*s2^2+2180*s2+104440)*s1+(1840*s2^2+11480*s2
    -123200))*w7)*w2+((1/7*(-452*s2^2-532*s2+44128)*s1^2+(-44*s2^2+644*s2-1760)*s1+(520*s2^2
    -11872*s2-125216))*w7*w5+(1/7*(-116*s2^2-13300*s2+48160)*s1^2+(-92*s2^2-4540*s2+14560)*s1
    -3224*s2^2+44240*s2+337120)*w7))*r2+(((-310*s2^2+1408*s2-80920)*s1^2+(698*s2^2-18896*s2
    -12376)*s1+(6020*s2^2-78344*s2+913808))*w5+((1162*s2^2-4960*s2-355880)*s1^2+(1114*s2^2
    +2000*s2-147560)*s1+(2044*s2^2-30520*s2+2257360)))*w2+((24*s2^2+4092*s2-17136)*s1^2
    +(2184*s2^2+3516*s2-214704)*s1+(12264*s2^2-72408*s2-1262016))*w5+(1736*s2^2+8860*s2
    -328720)*s1^2+(6584*s2^2-3620*s2-523600)*s1-6664*s2^2-164360*s2+2192960;

c17:=c10;

c18:=c04;

c19:=(((((1/7*(27*s2^2+1701*s2-9324)*s1^2+(15*s2^2-609*s2-1956)*s1-87*s2^2-4341*s2
    +23736)*w7*w5+(1/7*(53*s2^2-1715*s2+140)*s1^2+(59*s2^2-1415*s2-2860)*s1-289*s2^2+1705*s2
    +58280)*w7)*w2+((1/7*(-51*s2^2-630*s2+22848)*s1^2+(27*s2^2-762*s2-2580)*s1+(177*s2^2
    +1878*s2-17964))*w7*w5+(1/7*(225*s2^2+2310*s2-68880)*s1^2+(-99*s2^2-930*s2+22380)*s1
    -1485*s2^2-7950*s2+276540)*w7))*r2+((((94*s2^2-763*s2-22988)*s1^2+(-128*s2^2+2177*s2
    +1288)*s1-938*s2^2+11249*s2+201628)*w5+((-408*s2^2+885*s2+83580)*s1^2+(558*s2^2-4005*s2
    -55440)*s1+(7518*s2^2-8085*s2-1252860)))*w2+(((245*s2^2-1736*s2-18928)*s1^2+(341*s2^2
    +2632*s2-43708)*s1-2737*s2^2+364*s2+110516)*w5+((-303*s2^2+1020*s2+40320)*s1^2+(-921*s2^2
    -8460*s2+72660)*s1+(1701*s2^2+25620*s2-304500)))))*r1+(((((-30*s2^2-234*s2+15096)*s1^2
    +(-117*s2^2-84*s2-11424)*s1+(129*s2^2+6762*s2-241668))*w5+((452*s2^2-890*s2-51400)*s1^2
    +(-901*s2^2+6160*s2+172760)*s1-6895*s2^2+5530*s2+1270220))*w2+(((-38*s2^2+296*s2+9208)*s1^2
    +(-236*s2^2+1358*s2+19432)*s1+(922*s2^2+4718*s2-109424))*w5+((-38*s2^2-3340*s2-19880)*s1^2
    +(-680*s2^2+3710*s2+183400)*s1+(1762*s2^2+65870*s2+83440))))*r2+((((-126*s2^2+618*s2
    +26232)*s1^2+(45*s2^2-1074*s2+15432)*s1+(1413*s2^2-12432*s2-319620))*w7*w5+((-108*s2^2
    +3510*s2+50040)*s1^2+(633*s2^2-5790*s2+9840)*s1-507*s2^2-12480*s2-450660)*w7)*w2
    +(((-230*s2^2-376*s2+31624)*s1^2+(190*s2^2-2686*s2+7240)*s1+(1588*s2^2+7238*s2
    -278264))*w7*w5+((-322*s2^2+340*s2+55400)*s1^2+(722*s2^2-3350*s2-133960)*s1-148*s2^2
    -1130*s2-201880)*w7))))*I+(((((-7*s2^2+127*s2+476)*s1^2+(131*s2^2-1757*s2-33460)*s1
    +(749*s2^2-4697*s2-132328))*w5+((-25*s2^2+535*s2+10820)*s1^2+(191*s2^2-1715*s2-51100)*s1
    +(851*s2^2-20195*s2-235480)))*w2+(((-25*s2^2-530*s2+10736)*s1^2+(287*s2^2+238*s2-74452)*s1
    +(53*s2^2+4270*s2-124348))*w5+((3*s2^2+930*s2-10080)*s1^2+(417*s2^2-1050*s2-18900)*s1
    +(2415*s2^2-17430*s2-190260))))*r2+((((34*s2^2-337*s2-4340)*s1^2+(112*s2^2-37*s2-18104)*s1
    -686*s2^2+2723*s2+75796)*w7*w5+((-112*s2^2+1375*s2+19460)*s1^2+(-94*s2^2-1055*s2+21440)*s1
    +(818*s2^2-19535*s2-191380))*w7)*w2+(((15*s2^2+216*s2-4704)*s1^2+(39*s2^2+120*s2+20124)*s1
    +(333*s2^2+2436*s2-11172))*w7*w5+((-93*s2^2-1020*s2+15120)*s1^2+(-219*s2^2+2220*s2
    +14220)*s1-993*s2^2+22380*s2+215460)*w7)))*r1+(((1/7*(-38*s2^2+686*s2+8680)*s1^2+(-35*s2^2
    -172*s2+3904)*s1+(115*s2^2-4282*s2-51116))*w7*w5+(1/7*(-380*s2^2+10430*s2+35560)*s1^2
    +(-11*s2^2-2080*s2-3320)*s1+(883*s2^2-24250*s2-140540))*w7)*w2+(((-82*s2^2+280*s2
    +8552)*s1^2+(140*s2^2-1742*s2-14536)*s1+(1238*s2^2-806*s2-119728))*w7*w5+(1/7*(-606*s2^2
    -6300*s2+66360)*s1^2+(120*s2^2+1650*s2-10440)*s1+(1566*s2^2+8250*s2-123600))*w7))*r2
    +(((314*s2^2+322*s2-64792)*s1^2+(-931*s2^2-98*s2+155624)*s1-3703*s2^2+10360*s2+727916)*w5
    +((-556*s2^2+1150*s2+46760)*s1^2+(1121*s2^2-4910*s2-2800)*s1+(6041*s2^2-13160*s2
    -20020)))*w2+((82*s2^2+2408*s2-13496)*s1^2+(-1058*s2^2+8498*s2+284200)*s1+(3388*s2^2
    -55762*s2-383096))*w5+(966*s2^2+1380*s2-83160)*s1^2+(1650*s2^2-8790*s2-219240)*s1
    -11004*s2^2+21630*s2+803880;

c20:=(((((1/7*(-26*s2^2+1988*s2+1456)*s1^2+(19*s2^2+161*s2-4412)*s1+(85*s2^2-3037*s2
    -8000))*w7*w5+(1/7*(-120*s2^2+2730*s2+6720)*s1^2+(57*s2^2-1515*s2-1860)*s1+(423*s2^2
    -3735*s2-72000))*w7)*w2+((1/7*(-80*s2^2+1568*s2+13636)*s1^2+(s2^2-718*s2+5896)*s1+(85*s2^2
    -3754*s2-55004))*w7*w5+(1/7*(306*s2^2+2940*s2-75180)*s1^2+(9*s2^2+150*s2-8040)*s1+(423*s2^2
    -2550*s2+11580))*w7))*r2+((((-74*s2^2+980*s2+8092)*s1^2+(-134*s2^2+329*s2+52780)*s1
    +(1414*s2^2-13153*s2-233492))*w5+((322*s2^2-1630*s2-46340)*s1^2+(580*s2^2+605*s2-158060)*s1
    -2702*s2^2+27125*s2+566020))*w2+(((32*s2^2+1456*s2-8260)*s1^2+(-799*s2^2+2296*s2+73304)*s1
    +(245*s2^2-44324*s2-38836))*w5+((-206*s2^2-3160*s2+10780)*s1^2+(1321*s2^2+3260*s2
    -142520)*s1+(343*s2^2+84140*s2+109060)))))*r1+(((((-29*s2^2+50*s2-8840)*s1^2+(148*s2^2
    +602*s2-27608)*s1+(115*s2^2+2786*s2+93436))*w5+((-451*s2^2+2350*s2+74720)*s1^2+(-454*s2^2
    -2030*s2+4760)*s1+(5747*s2^2-39830*s2-495460)))*w2+(((-66*s2^2+354*s2+3408)*s1^2+(246*s2^2
    -1596*s2-34440)*s1+(1314*s2^2+3906*s2-28224))*w5+((-214*s2^2+2350*s2+67760)*s1^2+(542*s2^2
    +5320*s2-75880)*s1+(4226*s2^2-13790*s2-1143520))))*r2+((((-57*s2^2+564*s2+3600)*s1^2
    +(-264*s2^2+726*s2+71496)*s1+(1149*s2^2-4116*s2-98028))*w7*w5+((-247*s2^2+3100*s2
    +13400)*s1^2+(170*s2^2+4330*s2+123320)*s1+(5477*s2^2-80060*s2-437500))*w7)*w2+(((-140*s2^2
    +770*s2+8128)*s1^2+(-410*s2^2-2668*s2+78616)*s1+(3592*s2^2-12754*s2-278264))*w7*w5
    +((-348*s2^2+1230*s2+63120)*s1^2+(-270*s2^2-1440*s2+39960)*s1+(9528*s2^2-20850*s2
    -1457400))*w7))))*I+(((((-46*s2^2+628*s2+11312)*s1^2+(71*s2^2-875*s2-21196)*s1-7*s2^2
    -5873*s2-32704)*w5+((-72*s2^2+750*s2+20640)*s1^2+(69*s2^2+105*s2-8820)*s1+(507*s2^2
    +2205*s2-204960)))*w2+(((-104*s2^2-256*s2+28396)*s1^2+(133*s2^2-1078*s2-24584)*s1
    +(1753*s2^2+6734*s2-423500))*w5+((-138*s2^2+660*s2+2940)*s1^2+(285*s2^2+1470*s2-36120)*s1
    -525*s2^2-4830*s2+290220)))*r2+((((26*s2^2+100*s2-4588)*s1^2+(-154*s2^2+811*s2+22196)*s1
    -574*s2^2-3395*s2+79268)*w7*w5+((6*s2^2-810*s2+660)*s1^2+(324*s2^2-2505*s2-59700)*s1
    -834*s2^2+11055*s2+71820)*w7)*w2+(((8*s2^2-32*s2+8276)*s1^2+(-61*s2^2-584*s2-2440)*s1
    +(431*s2^2+5908*s2-192892))*w7*w5+((-42*s2^2+1080*s2-300)*s1^2+(363*s2^2+900*s2-44760)*s1
    -1707*s2^2-7020*s2+431340)*w7)))*r1+(((1/7*(-69*s2^2-630*s2+6216)*s1^2+(36*s2^2-114*s2
    -5496)*s1+(177*s2^2-1650*s2-46188))*w7*w5+(1/7*(101*s2^2-8330*s2-19600)*s1^2+(134*s2^2
    -2090*s2-9640)*s1-79*s2^2+13270*s2-30220)*w7)*w2+(((74*s2^2-674*s2-7696)*s1^2+(98*s2^2
    +508*s2-10264)*s1-946*s2^2+12550*s2+107744)*w7*w5+(1/7*(482*s2^2+5950*s2-46480)*s1^2
    +(122*s2^2+1000*s2-15160)*s1-610*s2^2-16250*s2+102080)*w7))*r2+(((415*s2^2+140*s2
    -73472)*s1^2+(112*s2^2+686*s2-47432)*s1-6503*s2^2-16828*s2+1207780)*w5+((-559*s2^2+2020*s2
    +16520)*s1^2+(-550*s2^2-590*s2+107240)*s1+(9569*s2^2-31220*s2-865900)))*w2+((380*s2^2
    -2030*s2-99232)*s1^2+(-514*s2^2+11284*s2+157976)*s1-9856*s2^2+50470*s2+1961288)*w5
    +(-228*s2^2+3390*s2+45360)*s1^2+(3354*s2^2-2640*s2-340200)*s1+672*s2^2-88410*s2-274680;

c21:=(((((-46*s2^2-836*s2+21944)*s1^2+(122*s2^2+6412*s2+49112)*s1+(4424*s2^2-11480*s2
    -753760))*w5+((194*s2^2-2660*s2-91000)*s1^2+(-1030*s2^2+2380*s2+120680)*s1-3808*s2^2
    +45640*s2+2132480))*w2+(((12*s2^2+1500*s2+25824)*s1^2+(-1284*s2^2-6132*s2+200928)*s1
    -168*s2^2-29568*s2-698208)*w5+((412*s2^2+1340*s2-72800)*s1^2+(-2132*s2^2+140*s2+182560)*s1
    -5768*s2^2-76720*s2+1513120)))*r2+((((238*s2^2-1696*s2-31688)*s1^2+(-2*s2^2-3760*s2
    -62024)*s1-2756*s2^2+14024*s2+427504)*w7*w5+((14*s2^2-1280*s2-22840)*s1^2+(-322*s2^2
    +5680*s2+6920)*s1-1852*s2^2-1160*s2+672560)*w7)*w2+(((-24*s2^2+84*s2-26064)*s1^2+(-552*s2^2
    +2772*s2+98544)*s1+(216*s2^2-19560*s2+216384))*w7*w5+((696*s2^2-6540*s2-108720)*s1^2
    +(-408*s2^2+3060*s2-23280)*s1-17208*s2^2+129480*s2+3071040)*w7)))*I+(((1/7*(586*s2^2-1876*s2
    -99176)*s1^2+(-98*s2^2+1796*s2+31432)*s1-1400*s2^2+12152*s2+262816)*w7*w5+(1/7*(-806*s2^2
    +140*s2+156520)*s1^2+(-578*s2^2+2180*s2+104440)*s1+(1840*s2^2+11480*s2-123200))*w7)*w2
    +((1/7*(-452*s2^2-532*s2+44128)*s1^2+(-44*s2^2+644*s2-1760)*s1+(520*s2^2-11872*s2
    -125216))*w7*w5+(1/7*(-116*s2^2-13300*s2+48160)*s1^2+(-92*s2^2-4540*s2+14560)*s1-3224*s2^2
    +44240*s2+337120)*w7))*r2+(((310*s2^2-1408*s2+80920)*s1^2+(-698*s2^2+18896*s2+12376)*s1
    -6020*s2^2+78344*s2-913808)*w5+((-1162*s2^2+4960*s2+355880)*s1^2+(-1114*s2^2-2000*s2
    +147560)*s1-2044*s2^2+30520*s2-2257360))*w2+((-24*s2^2-4092*s2+17136)*s1^2+(-2184*s2^2
    -3516*s2+214704)*s1-12264*s2^2+72408*s2+1262016)*w5+(-1736*s2^2-8860*s2+328720)*s1^2
    +(-6584*s2^2+3620*s2+523600)*s1+6664*s2^2+164360*s2-2192960;

c22:=c15;

c23:=c09;

c24:=c03;

c25:=(((((1/7*(-27*s2^2-1701*s2+9324)*s1^2+(-15*s2^2+609*s2+1956)*s1+(87*s2^2+4341*s2
    -23736))*w7*w5+(1/7*(-53*s2^2+1715*s2-140)*s1^2+(-59*s2^2+1415*s2+2860)*s1+(289*s2^2
    -1705*s2-58280))*w7)*w2+((1/7*(51*s2^2+630*s2-22848)*s1^2+(-27*s2^2+762*s2+2580)*s1
    -177*s2^2-1878*s2+17964)*w7*w5+(1/7*(-225*s2^2-2310*s2+68880)*s1^2+(99*s2^2+930*s2
    -22380)*s1+(1485*s2^2+7950*s2-276540))*w7))*r2+((((94*s2^2-763*s2-22988)*s1^2+(-128*s2^2
    +2177*s2+1288)*s1-938*s2^2+11249*s2+201628)*w5+((-408*s2^2+885*s2+83580)*s1^2+(558*s2^2
    -4005*s2-55440)*s1+(7518*s2^2-8085*s2-1252860)))*w2+(((245*s2^2-1736*s2-18928)*s1^2
    +(341*s2^2+2632*s2-43708)*s1-2737*s2^2+364*s2+110516)*w5+((-303*s2^2+1020*s2+40320)*s1^2
    +(-921*s2^2-8460*s2+72660)*s1+(1701*s2^2+25620*s2-304500)))))*r1+(((((-30*s2^2-234*s2
    +15096)*s1^2+(-117*s2^2-84*s2-11424)*s1+(129*s2^2+6762*s2-241668))*w5+((452*s2^2-890*s2
    -51400)*s1^2+(-901*s2^2+6160*s2+172760)*s1-6895*s2^2+5530*s2+1270220))*w2+(((-38*s2^2
    +296*s2+9208)*s1^2+(-236*s2^2+1358*s2+19432)*s1+(922*s2^2+4718*s2-109424))*w5+((-38*s2^2
    -3340*s2-19880)*s1^2+(-680*s2^2+3710*s2+183400)*s1+(1762*s2^2+65870*s2+83440))))*r2
    +((((126*s2^2-618*s2-26232)*s1^2+(-45*s2^2+1074*s2-15432)*s1-1413*s2^2+12432*s2
    +319620)*w7*w5+((108*s2^2-3510*s2-50040)*s1^2+(-633*s2^2+5790*s2-9840)*s1+(507*s2^2
    +12480*s2+450660))*w7)*w2+(((230*s2^2+376*s2-31624)*s1^2+(-190*s2^2+2686*s2-7240)*s1
    -1588*s2^2-7238*s2+278264)*w7*w5+((322*s2^2-340*s2-55400)*s1^2+(-722*s2^2+3350*s2
    +133960)*s1+(148*s2^2+1130*s2+201880))*w7))))*I+(((((7*s2^2-127*s2-476)*s1^2+(-131*s2^2
    +1757*s2+33460)*s1-749*s2^2+4697*s2+132328)*w5+((25*s2^2-535*s2-10820)*s1^2+(-191*s2^2
    +1715*s2+51100)*s1-851*s2^2+20195*s2+235480))*w2+(((25*s2^2+530*s2-10736)*s1^2+(-287*s2^2
    -238*s2+74452)*s1-53*s2^2-4270*s2+124348)*w5+((-3*s2^2-930*s2+10080)*s1^2+(-417*s2^2
    +1050*s2+18900)*s1-2415*s2^2+17430*s2+190260)))*r2+((((34*s2^2-337*s2-4340)*s1^2+(112*s2^2
    -37*s2-18104)*s1-686*s2^2+2723*s2+75796)*w7*w5+((-112*s2^2+1375*s2+19460)*s1^2+(-94*s2^2
    -1055*s2+21440)*s1+(818*s2^2-19535*s2-191380))*w7)*w2+(((15*s2^2+216*s2-4704)*s1^2+(39*s2^2
    +120*s2+20124)*s1+(333*s2^2+2436*s2-11172))*w7*w5+((-93*s2^2-1020*s2+15120)*s1^2+(-219*s2^2
    +2220*s2+14220)*s1-993*s2^2+22380*s2+215460)*w7)))*r1+(((1/7*(-38*s2^2+686*s2+8680)*s1^2
    +(-35*s2^2-172*s2+3904)*s1+(115*s2^2-4282*s2-51116))*w7*w5+(1/7*(-380*s2^2+10430*s2
    +35560)*s1^2+(-11*s2^2-2080*s2-3320)*s1+(883*s2^2-24250*s2-140540))*w7)*w2+(((-82*s2^2
    +280*s2+8552)*s1^2+(140*s2^2-1742*s2-14536)*s1+(1238*s2^2-806*s2-119728))*w7*w5
    +(1/7*(-606*s2^2-6300*s2+66360)*s1^2+(120*s2^2+1650*s2-10440)*s1+(1566*s2^2+8250*s2
    -123600))*w7))*r2+(((-314*s2^2-322*s2+64792)*s1^2+(931*s2^2+98*s2-155624)*s1+(3703*s2^2
    -10360*s2-727916))*w5+((556*s2^2-1150*s2-46760)*s1^2+(-1121*s2^2+4910*s2+2800)*s1-6041*s2^2
    +13160*s2+20020))*w2+((-82*s2^2-2408*s2+13496)*s1^2+(1058*s2^2-8498*s2-284200)*s1-3388*s2^2
    +55762*s2+383096)*w5+(-966*s2^2-1380*s2+83160)*s1^2+(-1650*s2^2+8790*s2+219240)*s1
    +11004*s2^2-21630*s2-803880;

c26:=(((((56*s2^2+2416*s2+9056)*s1^2+(26*s2^2-2324*s2-83944)*s1+(2996*s2^2-57008*s2
    -573328))*w5+((-408*s2^2+1680*s2+70560)*s1^2+(234*s2^2+4620*s2+131880)*s1+(4620*s2^2
    -15120*s2-129360)))*w2+(((-432*s2^2-2544*s2+58368)*s1^2+(828*s2^2+588*s2-194208)*s1
    +(6048*s2^2+27048*s2-1153824))*w5+((-848*s2^2-400*s2+85120)*s1^2+(460*s2^2-3220*s2
    +48160)*s1+(11872*s2^2-52360*s2-697760))))*r2+((((80*s2^2+688*s2+10112)*s1^2+(554*s2^2
    -6464*s2-115288)*s1-1696*s2^2+88*s2-125440)*w7*w5+((112*s2^2-2320*s2-9920)*s1^2+(-182*s2^2
    +800*s2-48680)*s1+(88*s2^2+51560*s2-213920))*w7)*w2+(((176*s2^2-896*s2-41536)*s1^2
    +(-424*s2^2+2044*s2+4880)*s1-2344*s2^2+30928*s2+730016)*w7*w5+((368*s2^2-3200*s2
    -28480)*s1^2+(1352*s2^2-13220*s2-269200)*s1+(2312*s2^2+6880*s2-1150240))*w7)))*I
    +(((1/7*(-424*s2^2+4816*s2+106400)*s1^2+(-130*s2^2-572*s2+12104)*s1+(620*s2^2-1232*s2
    -148336))*w7*w5+(1/7*(-1080*s2^2+5040*s2+191520)*s1^2+(654*s2^2-1500*s2-121800)*s1
    +(2388*s2^2+1680*s2-193200))*w7)*w2+((1/7*(48*s2^2+1680*s2-18816)*s1^2+(180*s2^2-252*s2
    -13536)*s1-480*s2^2-16296*s2+672)*w7*w5+(1/7*(-176*s2^2-6160*s2+17920)*s1^2+(100*s2^2
    +7460*s2-25760)*s1-3104*s2^2+29960*s2+397600)*w7))*r2+(((336*s2^2-6768*s2+22848)*s1^2
    +(258*s2^2+9312*s2+197064)*s1-3024*s2^2+36120*s2-538944)*w5+((-16*s2^2+2320*s2+69440)*s1^2
    +(-3454*s2^2+10240*s2+928760)*s1+(18536*s2^2-132440*s2-3697120)))*w2+((720*s2^2-192*s2
    -65856)*s1^2+(-1512*s2^2-11892*s2+183120)*s1+(2520*s2^2-12432*s2-579936))*w5+(1616*s2^2
    -4160*s2-64960)*s1^2+(-8440*s2^2-18260*s2+1116080)*s1-4984*s2^2+17920*s2-1499680;

c27:=c20;

c28:=c14;

c29:=c08;

c30:=c02;

c31:=(((((-10*s2^2-1580*s2-31000)*s1^2+(-148*s2^2-4088*s2+34832)*s1+(3920*s2^2-1064*s2
    -12544))*w5+((214*s2^2+980*s2+20440)*s1^2+(796*s2^2-7000*s2-252560)*s1-4088*s2^2-5320*s2
    +572320))*w2+(((420*s2^2+1044*s2-84192)*s1^2+(456*s2^2+5544*s2-6720)*s1-5880*s2^2-23184*s2
    +842016)*w5+((436*s2^2-940*s2-12320)*s1^2+(1672*s2^2+3080*s2-230720)*s1-6104*s2^2-44800*s2
    +666400)))*r2+((((158*s2^2-2384*s2-41800)*s1^2+(-556*s2^2+2704*s2+53264)*s1-2788*s2^2
    +43096*s2+601328)*w7*w5+((-98*s2^2+1040*s2-12920)*s1^2+(-140*s2^2+4880*s2+55600)*s1
    +(3028*s2^2+4520*s2-171920))*w7)*w2+(((-200*s2^2+980*s2+15472)*s1^2+(-128*s2^2+728*s2
    +93664)*s1+(2920*s2^2+4664*s2-68096))*w7*w5+((328*s2^2-3340*s2-80240)*s1^2+(-1760*s2^2
    +16280*s2+245920)*s1+(2872*s2^2+8840*s2-425600))*w7)))*I+(((1/7*(-162*s2^2-2940*s2
    -7224)*s1^2+(228*s2^2-1224*s2-43536)*s1+(96*s2^2+14280*s2+78912))*w7*w5+(1/7*(1886*s2^2
    -5180*s2-348040)*s1^2+(-76*s2^2-680*s2+17360)*s1-3544*s2^2+22120*s2+885920)*w7)*w2
    +((1/7*(404*s2^2-1148*s2-25312)*s1^2+(-136*s2^2-392*s2+15296)*s1-1192*s2^2-10640*s2
    +13664)*w7*w5+(1/7*(292*s2^2+19460*s2-66080)*s1^2+(-8*s2^2-2920*s2+11200)*s1-4040*s2^2
    -21280*s2+565600)*w7))*r2+(((-26*s2^2+5360*s2+58072)*s1^2+(-956*s2^2+9584*s2-184688)*s1
    +(2044*s2^2-133672*s2-1032080))*w5+((-1146*s2^2+2640*s2+286440)*s1^2+(2340*s2^2-12240*s2
    -781200)*s1+(34356*s2^2-136920*s2-6735120)))*w2+((-744*s2^2-3900*s2+82992)*s1^2+(-672*s2^2
    +8376*s2+31584)*s1+(23016*s2^2+39480*s2-2663808))*w5+(-3352*s2^2-4700*s2+393680)*s1^2
    +(1856*s2^2+21880*s2-592480)*s1+64568*s2^2+25480*s2-7920640;

c32:=c25;

c33:=c19;

c34:=c13;

c35:=c07;

phi:=[c01, c02, c03, c04, c05, c06, c07, c08, c09, c10, c11, c12, c13, c14,
      c15, c16, c17, c18, c19, c20, c21, c22, c23, c24, c25, c26, c27, c28,
      c29, c30, c31, c32, c33, c34, c35 ];