w2:=sqrt(2);
w3:=sqrt(3);
w11:=sqrt(11);
I:=sqrt(-1);

w6:=w2*w3;
w22:=w2*w11;
w33:=w3*w11;
w66:=w2*w3*w11;

r1:=sqrt(w22+11/2);
r2:=sqrt((2*w2-6*w3+2*w11)*r1+11*w2*w3-3*w2*w11+3*w3*w11-11);

//s1 is a root of the polynomial f(x):=x^5-x^4-4*x^3+3*x^2+3*x-1
w5:=sqrt(5);
t1:=I*sqrt(2*w5+5);
t2:=(-(1/50*(99*w5-880)*t1+1/2*(77*w5+176)))^(1/5);
s1:=(1/5324*(-103*w5+247)*t1+1/5324*(-31*w5+91))*t2^4+(1/2420*(-93*w5+185)*t1+1/484*(-5*w5+9))*t2^3
     +(1/110*(w5-5)*t1+1/55*(3*w5-5))*t2^2+(1/20*(w5-1)*t1+1/20*(w5-5))*t2+1/5;


c01:=-15796704*r2;

c02:=((((((233698*s1^4-220121*s1^3-746070*s1^2+341215*s1+489884)*w11-262702*s1^4-188463*s1^3
     +1063810*s1^2+1134903*s1-663256)*w3+((-240490*s1^4+472711*s1^3+649262*s1^2-1217411*s1
     -444876)*w11+(1565938*s1^4-1543201*s1^3-5267174*s1^2+2827319*s1+3416556)))*w2+(((97652*s1^4
     +59202*s1^3-402236*s1^2-371658*s1+249944)*w11-1225312*s1^4+994400*s1^3+4493808*s1^2
     -1732192*s1-2859560)*w3+((-728288*s1^4+645536*s1^3+2722000*s1^2-1298560*s1-1725144)*w11
     +(1030612*s1^4-1831654*s1^3-3082508*s1^2+4740758*s1+2056560))))*r1+((((59180*s1^4-83516*s1^3
     -241012*s1^2+249586*s1+150096)*w11-1540550*s1^4+1833557*s1^3+5592598*s1^2-4453801*s1
     -3566574)*w3+((-546810*s1^4+170775*s1^3+2167506*s1^2+156849*s1-1357158)*w11-41052*s1^4
     +286308*s1^3+52140*s1^2-971586*s1-46596))*w2+(((319990*s1^4-405031*s1^3-910118*s1^2
     +770297*s1+615054)*w11-2608562*s1^4+1664993*s1^3+7945894*s1^2-3220657*s1-340758)*w3
     +((-1151046*s1^4+518247*s1^3+4132626*s1^2-862155*s1-1654542)*w11+(1826022*s1^4-1467015*s1^3
     -5862054*s1^2+1686993*s1+3844038)))))*r2+(((((-223248*s1^4+627790*s1^3+128576*s1^2-1403046*s1
     +574230)*w11+(702976*s1^4-821664*s1^3-1779736*s1^2+933956*s1-578198))*w3+((539184*s1^4
     +530640*s1^3-2803808*s1^2-1109012*s1+2132838)*w11-1678464*s1^4+1043382*s1^3+6610128*s1^2
     -2030934*s1-5870482))*w2+(((-636116*s1^4+1096542*s1^3+1904840*s1^2-2679862*s1-397232)*w11
     +(1116*s1^4-1483354*s1^3+2672152*s1^2+3161010*s1-3936864))*w3+((-368460*s1^4+1472178*s1^3
     +142968*s1^2-4063506*s1+1959464)*w11-366420*s1^4-657330*s1^3+3748472*s1^2-359998*s1
     -657432)))*r1+((((294702*s1^4+214233*s1^3-934976*s1^2-961445*s1+1285740)*w11+(48114*s1^4
     +1660131*s1^3-2379300*s1^2-4493247*s1+4610408))*w3+((139638*s1^4-1007007*s1^3+523740*s1^2
     +3136767*s1-2153868)*w11-3103650*s1^4+6256833*s1^3+10455984*s1^2-18305001*s1-3347520))*w2
     +(((-53964*s1^4-484644*s1^3+941472*s1^2+1190484*s1-514966)*w11+(1950300*s1^4+1205622*s1^3
     -8019088*s1^2-3413146*s1+8626794))*w3+((-335196*s1^4-299694*s1^3+2868264*s1^2-1176534*s1
     -2583282)*w11-17820*s1^4-1633500*s1^3+1027488*s1^2+8094636*s1+599610)))))*I
     +(((((128302*s1^4-187233*s1^3-569302*s1^2+612573*s1+348802)*w11-142406*s1^4-232133*s1^3
     +1281390*s1^2+430375*s1-711898)*w3+((-143746*s1^4+113017*s1^3+853658*s1^2-515123*s1
     -498702)*w11-288706*s1^4+963259*s1^3+616418*s1^2-2881571*s1-452562))*w2+(((-115328*s1^4
     +256048*s1^3+39504*s1^2-429392*s1-77416)*w11-349756*s1^4+482394*s1^3+1739452*s1^2-1745370*s1
     -1044604)*w3+((120908*s1^4-308666*s1^3-276700*s1^2+846370*s1+198804)*w11-410432*s1^4
     +568304*s1^3-401456*s1^2+385616*s1-4488)))*r1+((((-169114*s1^4+237127*s1^3+318494*s1^2
     -336875*s1-243804)*w11+(61028*s1^4+90772*s1^3-234124*s1^2-464618*s1+147576))*w3+((67764*s1^4
     -158940*s1^3-148404*s1^2+411462*s1+108084)*w11-401346*s1^4+935847*s1^3-906114*s1^2-629871*s1
     +252384))*w2+(((648722*s1^4-203813*s1^3-2128018*s1^2+362593*s1+401076)*w11-352682*s1^4
     -248743*s1^3+2147398*s1^2+787325*s1-1250040)*w3+((-419694*s1^4+418011*s1^3+1948914*s1^2
     -1312641*s1-1184304)*w11+(2368146*s1^4-807609*s1^3-8252178*s1^2-554895*s1+2348280)))))*r2
     +((((-353648*s1^4+426532*s1^3+1313592*s1^2-1464672*s1-238718)*w11+(780936*s1^4+402330*s1^3
     -3464776*s1^2-1397706*s1+1225190))*w3+((368808*s1^4+89814*s1^3-1434216*s1^2-1510014*s1
     +877210)*w11-463104*s1^4+810228*s1^3+2432752*s1^2-930464*s1-363702))*w2+(((-304188*s1^4
     -346518*s1^3+1617560*s1^2+117246*s1-988636)*w11+(71420*s1^4-349978*s1^3+433944*s1^2
     +2949906*s1-883348))*w3+((-717804*s1^4-188526*s1^3+2797816*s1^2-628130*s1-1207716)*w11
     +(422148*s1^4+72762*s1^3-2462040*s1^2+5056182*s1+1748444))))*r1+(((124494*s1^4+536757*s1^3
     -1185324*s1^2-626985*s1+1384066)*w11-2535258*s1^4-220011*s1^3+10534216*s1^2-753665*s1
     -3860538)*w3+((-1084590*s1^4+533151*s1^3+4735080*s1^2-407439*s1-2106186)*w11-2182818*s1^4
     -70587*s1^3+11055660*s1^2-4290957*s1-8416650))*w2+((-464460*s1^4-600546*s1^3+2314144*s1^2
     +2320270*s1-1079322)*w11-2119524*s1^4+2510904*s1^3+5460840*s1^2-4458960*s1+1256750)*w3
     +(-1639836*s1^4+596640*s1^3+6528984*s1^2-247896*s1-4373622)*w11-5726556*s1^4+1575486*s1^3
     +23645160*s1^2-2388474*s1-10067706;
      
c03:=((((((296660*s1^4-318813*s1^3-1101190*s1^2+754140*s1+841265)*w11-431662*s1^4+994521*s1^3
     +1419836*s1^2-2545400*s1-727177)*w3+((-236826*s1^4+32319*s1^3+987072*s1^2-16480*s1
     -818727)*w11+(1517604*s1^4-2090781*s1^3-5834070*s1^2+5253028*s1+4046889)))*w2+(((139412*s1^4
     -311718*s1^3-461248*s1^2+789928*s1+297998)*w11-842072*s1^4+1036464*s1^3+3342592*s1^2
     -2471040*s1-3569456)*w3+((-369480*s1^4+621936*s1^3+1568160*s1^2-1591904*s1-1582224)*w11
     +(758868*s1^4-159390*s1^3-3311880*s1^2+239272*s1+2936934))))*r1+((((-30774*s1^4-2646*s1^3
     +64878*s1^2+36566*s1-30072)*w11-561396*s1^4+682143*s1^3+2739264*s1^2-1769834*s1-3099789)*w3
     +((-405636*s1^4+695673*s1^3+1500180*s1^2-1691250*s1-1681119)*w11+(77154*s1^4+27918*s1^3
     -154902*s1^2-216942*s1+639672)))*w2+(((469722*s1^4-428043*s1^3-1754082*s1^2+999328*s1
     +1207899)*w11-726924*s1^4+1978977*s1^3+1767348*s1^2-2505008*s1-647493)*w3+((-83580*s1^4
     +708327*s1^3-463776*s1^2-1020624*s1+593589)*w11+(2522058*s1^4-3603699*s1^3-9200202*s1^2
     +9010056*s1+5449851)))))*r2+(((((465502*s1^4-469906*s1^3-1845200*s1^2+956896*s1+1438198)*w11
     -539662*s1^4+2143532*s1^3+2627324*s1^2-4985924*s1-2758348)*w3+((266254*s1^4-4172*s1^3
     -1679940*s1^2+422588*s1+1734092)*w11+(481918*s1^4-863898*s1^3+826776*s1^2+1456480*s1
     -2027458)))*w2+(((64112*s1^4-311698*s1^3-784168*s1^2+850012*s1+902906)*w11-3398176*s1^4
     +2473342*s1^3+13595624*s1^2-5668156*s1-8724094)*w3+((547840*s1^4-665406*s1^3-3034656*s1^2
     +1760116*s1+2141750)*w11-5706160*s1^4+3580934*s1^3+22680816*s1^2-8106716*s1-13848902)))*r1
     +((((-1383380*s1^4+966553*s1^3+4911372*s1^2-1773466*s1-2547997)*w11+(2604976*s1^4
     -1946637*s1^3-10005864*s1^2+5125054*s1+5573513))*w3+((-1002576*s1^4+1158309*s1^3+3979332*s1^2
     -2919474*s1-1593189)*w11-2497836*s1^4+3751605*s1^3+5373984*s1^2-7554558*s1-1705341))*w2
     +(((-247430*s1^4+249732*s1^3+1339896*s1^2-199940*s1-987208)*w11-3652990*s1^4+1344266*s1^3
     +10302996*s1^2-568304*s1-3254570)*w3+((-1912578*s1^4+2770902*s1^3+6794508*s1^2-6409824*s1
     -5262462)*w11-2906310*s1^4+3087348*s1^3+6610296*s1^2-6947820*s1+6083088)))))*I
     +(((((-143072*s1^4+56427*s1^3+393112*s1^2-54256*s1-205667)*w11+(693110*s1^4-517209*s1^3
     -2364010*s1^2+1214400*s1+366905))*w3+((387282*s1^4-392283*s1^3-1229310*s1^2+928904*s1
     +167667)*w11-133056*s1^4+472527*s1^3+812724*s1^2-1553728*s1+1048377))*w2+(((-491992*s1^4
     +463008*s1^3+1744544*s1^2-1107936*s1-710080)*w11+(643280*s1^4-309078*s1^3-1925176*s1^2
     +454168*s1+1047662))*w3+((122640*s1^4-264042*s1^3-531840*s1^2+772952*s1-190398)*w11
     -2906904*s1^4+3174336*s1^3+9947520*s1^2-7637696*s1-3898752)))*r1+((((-468930*s1^4+622941*s1^3
     +1670328*s1^2-1578874*s1-542091)*w11+(166782*s1^4-365310*s1^3-535854*s1^2+934142*s1
     +200376))*w3+((92802*s1^4-10710*s1^3-373614*s1^2+654*s1+271488)*w11-3232746*s1^4
     +2525985*s1^3+11154660*s1^2-5600958*s1-5635707))*w2+(((247674*s1^4+205287*s1^3-852048*s1^2
     -450592*s1+343149)*w11+(503580*s1^4-382371*s1^3-1702734*s1^2+1011868*s1-793881))*w3
     +((403524*s1^4-275121*s1^3-1135794*s1^2+556908*s1-47355)*w11-558030*s1^4+1193115*s1^3
     +867108*s1^2-2411112*s1+3255945))))*r2+((((-110230*s1^4+101696*s1^3+397948*s1^2-157100*s1
     -511992)*w11-761570*s1^4+566818*s1^3+1530680*s1^2-1397664*s1-798998)*w3+((91130*s1^4
     +136494*s1^3-26208*s1^2-251056*s1-1868666)*w11-4234238*s1^4+1872400*s1^3+14047908*s1^2
     -3624052*s1-4404088))*w2+(((247300*s1^4+51058*s1^3-220912*s1^2-352188*s1-1199402)*w11
     -1034468*s1^4-2370746*s1^3+3957392*s1^2+6375188*s1-1536246)*w3+((499252*s1^4+35626*s1^3
     -1589784*s1^2-1028044*s1-281938)*w11-1694108*s1^4-2376534*s1^3+2898504*s1^2+6105196*s1
     +5718998)))*r1+(((-237982*s1^4-209691*s1^3+17892*s1^2+590246*s1+1579219)*w11-1688786*s1^4
     +729685*s1^3+6059592*s1^2-3588310*s1-3306061)*w3+((-874590*s1^4-1633989*s1^3+3408588*s1^2
     +4410738*s1-1733775)*w11+(440418*s1^4+1570569*s1^3+3075336*s1^2-4020918*s1-10092885)))*w2
     +((-961634*s1^4+211858*s1^3+3360252*s1^2-841816*s1-371650)*w11+(1702558*s1^4-2797080*s1^3
     -6000456*s1^2+6019684*s1+6429764))*w3+(95898*s1^4-656040*s1^3+597432*s1^2+1164900*s1
     +456852)*w11+2027190*s1^4-5967654*s1^3-4908420*s1^2+14830728*s1+1217502;
      
c04:=((((((224787*s1^4-193723*s1^3-885571*s1^2+379205*s1+341636)*w11-576015*s1^4+326469*s1^3
     +1852895*s1^2-116237*s1-707366)*w3+((-44373*s1^4+52763*s1^3+409713*s1^2-246215*s1
     -164618)*w11+(1303995*s1^4-468875*s1^3-5193243*s1^2+98813*s1+2086964)))*w2+(((199866*s1^4
     -129774*s1^3-642610*s1^2+126430*s1+248692)*w11-1047288*s1^4+674872*s1^3+3958240*s1^2
     -1600808*s1-1659944)*w3+((-542472*s1^4+104200*s1^3+2087136*s1^2-54808*s1-906616)*w11
     +(234234*s1^4-37334*s1^3-1737978*s1^2+467918*s1+749540))))*r1+((((3108*s1^4+86384*s1^3
     -36768*s1^2-232208*s1+32698)*w11-762069*s1^4-137159*s1^3+3341283*s1^2+323345*s1-1532344)*w3
     +((-659307*s1^4+481767*s1^3+2261193*s1^2-1023033*s1-932712)*w11+(168696*s1^4-483516*s1^3
     -429528*s1^2+1457940*s1+148170)))*w2+(((259875*s1^4-241439*s1^3-1124541*s1^2+456269*s1
     +419870)*w11-530145*s1^4+1148851*s1^3+1177011*s1^2-3759151*s1+3102044)*w3+((-995331*s1^4
     +932901*s1^3+3348525*s1^2-2396637*s1-404052)*w11+(1993035*s1^4-1078407*s1^3-7613133*s1^2
     +544533*s1+2906046)))))*r2+(((((-4128*s1^4+244120*s1^3+328106*s1^2-847640*s1+9026)*w11
     +(436334*s1^4-565534*s1^3-1332832*s1^2+834210*s1+131006))*w3+((1291250*s1^4-683402*s1^3
     -4107856*s1^2+1497158*s1+1675178)*w11-3407744*s1^4+3099808*s1^3+12599490*s1^2-7239816*s1
     -4362430))*w2+(((506750*s1^4-759718*s1^3-1472458*s1^2+1834446*s1+979988)*w11-1649226*s1^4
     +1082762*s1^3+5672158*s1^2-2254234*s1-4578620)*w3+((1155034*s1^4-1599770*s1^3-3525366*s1^2
     +3410058*s1+1904444)*w11-2926250*s1^4+1172690*s1^3+12058294*s1^2-5376506*s1-10286492)))*r1
     +((((364961*s1^4-548645*s1^3-577483*s1^2+664529*s1-1077754)*w11+(1476079*s1^4-2172599*s1^3
     -4432329*s1^2+4058835*s1+3558434))*w3+((-416151*s1^4+1274391*s1^3+1137765*s1^2-2703339*s1
     -1232754)*w11+(5819781*s1^4-8406585*s1^3-17620251*s1^2+18766605*s1+7781070)))*w2
     +(((-48350*s1^4-568586*s1^3+17040*s1^2+1143906*s1+73202)*w11+(4120468*s1^4-4086676*s1^3
     -12799490*s1^2+9072712*s1+1893298))*w3+((846108*s1^4-2388900*s1^3-3009030*s1^2+5466000*s1
     +632022)*w11+(4422858*s1^4-473418*s1^3-16333416*s1^2+325050*s1+3904098))))))*I
     +(((((-22827*s1^4+260601*s1^3+32377*s1^2-661225*s1+41324)*w11-89859*s1^4-138589*s1^3
     -15103*s1^2-172645*s1-161062)*w3+((36735*s1^4-212215*s1^3-177669*s1^2+172489*s1-35138)*w11
     +(260997*s1^4-1150171*s1^3-369435*s1^2+3778687*s1+116644)))*w2+(((-127848*s1^4+169352*s1^3
     +652112*s1^2-102712*s1-185512)*w11+(127974*s1^4-939906*s1^3-379258*s1^2+2335762*s1
     -46904))*w3+((-23838*s1^4+309986*s1^3-92406*s1^2-1133546*s1+36616)*w11-1068936*s1^4
     +1460008*s1^3+4433616*s1^2-1410904*s1-1274152)))*r1+((((-195525*s1^4+67925*s1^3+850113*s1^2
     +334609*s1-280082)*w11+(187308*s1^4-115060*s1^3-597432*s1^2+10384*s1+217822))*w3+((4032*s1^4
     -22392*s1^3-107304*s1^2+90348*s1+37914)*w11-921921*s1^4+2149257*s1^3+4222185*s1^2-4122459*s1
     -1122594))*w2+(((-164097*s1^4+523955*s1^3+24249*s1^2-952463*s1+429526)*w11-409431*s1^4
     +344971*s1^3+1036299*s1^2-1593625*s1-585772)*w3+((-76461*s1^4-395175*s1^3+304161*s1^2
     +700557*s1-286308)*w11-1581657*s1^4+947199*s1^3+3937989*s1^2-1451703*s1+589710))))*r2
     +((((80730*s1^4-665746*s1^3-73932*s1^2+1312662*s1+127774)*w11+(1056820*s1^4-202572*s1^3
     -3583458*s1^2+1418884*s1+769546))*w3+((-88756*s1^4-804940*s1^3+472434*s1^2+1875756*s1
     -72962)*w11+(647954*s1^4+268414*s1^3-1179004*s1^2-976810*s1-2960578)))*w2+(((-720002*s1^4
     -256422*s1^3+2280186*s1^2+396070*s1-538592)*w11-1591038*s1^4+1928734*s1^3+4907478*s1^2
     -2444070*s1-2390224)*w3+((-829138*s1^4-125582*s1^3+2468786*s1^2-50698*s1-573184)*w11
     +(1159414*s1^4+3185074*s1^3-4888614*s1^2-4914594*s1+174992))))*r1+(((657227*s1^4+279689*s1^3
     -1980387*s1^2-688533*s1+277360)*w11-2392489*s1^4+572473*s1^3+7777517*s1^2-2534653*s1
     -4508152)*w3+((-1276047*s1^4+240711*s1^3+4216239*s1^2+396861*s1-1608864)*w11-3705801*s1^4
     -2099955*s1^3+13189605*s1^2+3761703*s1-3083784))*w2+((-681592*s1^4+1153864*s1^3+2063822*s1^2
     -2873476*s1-1806514)*w11-1478774*s1^4+2007478*s1^3+6560796*s1^2-6900102*s1-2407042)*w3
     +(-1688346*s1^4+1737714*s1^3+5980524*s1^2-4094970*s1-1941654)*w11-4245384*s1^4-2038608*s1^3
     +13170366*s1^2+5617524*s1-337986;
      
c05:=((((((246940*s1^4-333060*s1^3-551763*s1^2+891242*s1-153327)*w11-1138874*s1^4+595672*s1^3
     +3854631*s1^2-1342352*s1-1452033)*w3+((160134*s1^4+136904*s1^3-961503*s1^2-486584*s1
     +917829)*w11+(1877172*s1^4-1536524*s1^3-4923435*s1^2+4088546*s1-112167)))*w2+(((372172*s1^4
     -233240*s1^3-1245810*s1^2+548680*s1+458454)*w11-1241680*s1^4+1696464*s1^3+3103056*s1^2
     -4654760*s1+196680)*w3+((-794928*s1^4+736912*s1^3+2177520*s1^2-2032408*s1-127944)*w11
     -365244*s1^4-547976*s1^3+2730486*s1^2+1925000*s1-3035274)))*r1+((((36528*s1^4+25058*s1^3
     -115560*s1^2-48692*s1+15060)*w11-882816*s1^4+1118590*s1^3+1714119*s1^2-3363976*s1
     +1106589)*w3+((-949344*s1^4+1018710*s1^3+2854797*s1^2-2670228*s1-672837)*w11+(63624*s1^4
     -498498*s1^3-162360*s1^2+1306272*s1+111672)))*w2+(((218196*s1^4-376508*s1^3-267993*s1^2
     +1029644*s1-513315)*w11-1782198*s1^4+538648*s1^3+7012071*s1^2-1402786*s1-3861099)*w3
     +((-543030*s1^4+53088*s1^3+1891305*s1^2-8718*s1-1519761)*w11+(3074676*s1^4-2183412*s1^3
     -8671641*s1^2+5470212*s1+888261)))))*r2+(((((-48556*s1^4+420636*s1^3-258598*s1^2-1137962*s1
     +897352)*w11+(2493520*s1^4-1291652*s1^3-8529408*s1^2+2759442*s1+2002838))*w3+((450728*s1^4
     +95244*s1^3-1392840*s1^2-845626*s1+1385242)*w11+(1255468*s1^4-868564*s1^3-6157086*s1^2
     +2319334*s1+1770024)))*w2+(((-378992*s1^4+43012*s1^3+1430886*s1^2-564984*s1-175186)*w11
     +(994024*s1^4-2551620*s1^3-2224226*s1^2+8107904*s1-3722410))*w3+((-404984*s1^4+506204*s1^3
     +1383834*s1^2-1971656*s1+826218)*w11+(2413360*s1^4-2452308*s1^3-7017354*s1^2+8801536*s1
     -4748746))))*r1+((((853340*s1^4-677766*s1^3-2287167*s1^2+1832420*s1-554171)*w11+(175648*s1^4
     +2000834*s1^3-1417449*s1^2-7365908*s1+3493347))*w3+((259968*s1^4-552534*s1^3-484419*s1^2
     +2029440*s1-1347651)*w11+(2287428*s1^4-3038442*s1^3-5449455*s1^2+3614688*s1+488433)))*w2
     +(((61300*s1^4+233792*s1^3+304056*s1^2-1244174*s1-1386510)*w11+(191224*s1^4-1279080*s1^3
     +2699598*s1^2+3038002*s1-2952532))*w3+((1280208*s1^4-1978104*s1^3-3217950*s1^2+4716222*s1
     -1409532)*w11-3578916*s1^4+3608616*s1^3+16629888*s1^2-9556470*s1-10372758)))))*I
     +(((((63818*s1^4+104252*s1^3-241995*s1^2-225778*s1+78255)*w11-265760*s1^4+359700*s1^3
     +1257861*s1^2-1060444*s1-1011021)*w3+((41736*s1^4+70868*s1^3-62745*s1^2-321212*s1-88191)*w11
     -78474*s1^4-1130668*s1^3+161337*s1^2+2986654*s1+409167))*w2+(((-98864*s1^4+73776*s1^3
     -960*s1^2-151144*s1+467256)*w11-206228*s1^4-419936*s1^3+948222*s1^2+956956*s1-531102)*w3
     +((117564*s1^4+292544*s1^3-330174*s1^2-793340*s1-68874)*w11-1336368*s1^4+848848*s1^3
     +3049728*s1^2-1682824*s1+849816)))*r1+((((-349536*s1^4+58058*s1^3+939081*s1^2-63206*s1
     +23529)*w11+(385836*s1^4-171094*s1^3-1320528*s1^2+356488*s1+513348))*w3+((-78060*s1^4
     -28830*s1^3+411480*s1^2+116340*s1-350568)*w11-215160*s1^4+1294854*s1^3-1517703*s1^2
     -3163314*s1+3404445))*w2+(((100974*s1^4-609364*s1^3-458967*s1^2+1867780*s1+1225041)*w11
     -530640*s1^4+1065988*s1^3+1905123*s1^2-2964874*s1-1035837)*w3+((-204864*s1^4+159588*s1^3
     +668217*s1^2-612150*s1-183711)*w11+(1732434*s1^4-2785332*s1^3-7704411*s1^2+8159844*s1
     +7381737)))))*r2+((((131608*s1^4-75020*s1^3-378444*s1^2-138230*s1-128134)*w11+(234484*s1^4
     -1707004*s1^3-635146*s1^2+5518494*s1+1459652))*w3+((933428*s1^4-949748*s1^3-3575286*s1^2
     +2468858*s1+1802460)*w11-669520*s1^4-1131588*s1^3+4671228*s1^2+4245290*s1-5743070))*w2
     +(((168640*s1^4-3580*s1^3-873574*s1^2-91836*s1-35578)*w11-2829784*s1^4-355132*s1^3
     +10582086*s1^2+2467268*s1-4598390)*w3+((-463480*s1^4+343428*s1^3+932754*s1^2-346444*s1
     +27670)*w11-5759552*s1^4+1585484*s1^3+22013802*s1^2-1337252*s1-7565010)))*r1+(((-482476*s1^4
     +334822*s1^3+1891077*s1^2-577066*s1-217341)*w11-2721136*s1^4+1022802*s1^3+9485289*s1^2
     -153538*s1-5999081)*w3+((-2275200*s1^4+31098*s1^3+8609571*s1^2+342654*s1-4507479)*w11
     +(4154172*s1^4-2584758*s1^3-15925899*s1^2+4369266*s1+2601159)))*w2+((-1339432*s1^4
     +737304*s1^3+5151486*s1^2-899794*s1-3350432)*w11-1595924*s1^4+3812072*s1^3+4012140*s1^2
     -10260866*s1-181830)*w3+(-718212*s1^4+630432*s1^3+2069628*s1^2-1750254*s1-1788666)*w11
     -6918384*s1^4+4333032*s1^3+24601302*s1^2-14268474*s1-12277584;
      
c06:=((((((288084*s1^4+8911*s1^3-972525*s1^2-111848*s1+68298)*w11-319968*s1^4+313313*s1^3
     +979561*s1^2-208120*s1-83424)*w3+((-209112*s1^4-196117*s1^3+719867*s1^2+380180*s1+95196)*w11
     +(967164*s1^4+261943*s1^3-3134021*s1^2-1310672*s1-864534)))*w2+(((123960*s1^4-102214*s1^3
     -405254*s1^2+92576*s1+65496)*w11-878592*s1^4-178024*s1^3+3284952*s1^2+345224*s1-98736)*w3
     +((-199776*s1^4-185816*s1^3+793768*s1^2+451096*s1+429648)*w11+(557304*s1^4+796378*s1^3
     -1985654*s1^2-1517912*s1-679536))))*r1+((((-88530*s1^4+56072*s1^3+293756*s1^2-111682*s1
     -173730)*w11-147642*s1^4-778481*s1^3+799447*s1^2+1477036*s1+1321188)*w3+((-491634*s1^4
     +112497*s1^3+1834305*s1^2-188628*s1-294360)*w11+(427482*s1^4-209748*s1^3-1612248*s1^2
     +616110*s1+854370)))*w2+(((426360*s1^4+60115*s1^3-1395713*s1^2-288398*s1+38082)*w11
     +(1556148*s1^4-2078417*s1^3-6634529*s1^2+5605666*s1+5400384))*w3+((87876*s1^4-155715*s1^3
     -667347*s1^2+24426*s1+1160388)*w11+(1799424*s1^4-167013*s1^3-5588649*s1^2-1276638*s1
     -557238)))))*r2+(((((-256800*s1^4-312068*s1^3+481904*s1^2+1089914*s1+783432)*w11-339476*s1^4
     +797834*s1^3+2123430*s1^2-3302866*s1-3381656)*w3+((7076*s1^4-764746*s1^3+76690*s1^2
     +2824914*s1-120096)*w11-2446512*s1^4+1332876*s1^3+7953040*s1^2-5209598*s1-2302992))*w2
     +(((780688*s1^4-1048750*s1^3-2619510*s1^2+2915948*s1+1718728)*w11+(563544*s1^4+2207834*s1^3
     -1227902*s1^2-8538236*s1-929496))*w3+((1288032*s1^4-1532442*s1^3-4959506*s1^2+4885324*s1
     +3402576)*w11+(1897384*s1^4+3936874*s1^3-7866574*s1^2-14380932*s1+4859088))))*r1
     +((((805832*s1^4+303167*s1^3-2909237*s1^2-1207926*s1+1310928)*w11+(282480*s1^4-1664223*s1^3
     -1888799*s1^2+6751162*s1+1620564))*w3+((-827268*s1^4+896319*s1^3+3835575*s1^2-3367098*s1
     -2816208)*w11+(7204164*s1^4-6417741*s1^3-21851841*s1^2+14903658*s1+8199708)))*w2
     +(((266760*s1^4+356634*s1^3-335810*s1^2-1011350*s1-1225152)*w11+(4275172*s1^4-1643708*s1^3
     -15148408*s1^2+6063618*s1+7004448))*w3+((2398596*s1^4-171012*s1^3-6885600*s1^2-1582770*s1
     +570624)*w11+(1065504*s1^4-1431342*s1^3+1134870*s1^2+4198194*s1-3630000))))))*I
     +(((((-288648*s1^4+151129*s1^3+947369*s1^2-268658*s1-470328)*w11+(494472*s1^4-52547*s1^3
     -1213575*s1^2-501974*s1+11154))*w3+((351552*s1^4-180481*s1^3-947053*s1^2+5414*s1+248358)*w11
     +(880968*s1^4-549703*s1^3-3512575*s1^2+1832930*s1+2308548)))*w2+(((-380256*s1^4+12520*s1^3
     +1086696*s1^2+310120*s1+48)*w11+(1110120*s1^4-477730*s1^3-3622322*s1^2+774356*s1
     +1581624))*w3+((-206520*s1^4+144746*s1^3+888266*s1^2-577372*s1-699600)*w11-2481600*s1^4
     +658504*s1^3+7224712*s1^2+788392*s1-829488)))*r1+((((-246906*s1^4+26411*s1^3+603251*s1^2
     +374594*s1+238656)*w11+(120054*s1^4-126280*s1^3-343948*s1^2+74558*s1+37818))*w3+((83718*s1^4
     +63732*s1^3-275952*s1^2-134142*s1-20574)*w11-3405006*s1^4+520575*s1^3+10587951*s1^2
     +562914*s1-2120844))*w2+(((-111012*s1^4-264229*s1^3+98099*s1^2+569648*s1-40200)*w11
     +(23364*s1^4+56749*s1^3+586465*s1^2-905300*s1-648846))*w3+((530244*s1^4-343233*s1^3
     -1507605*s1^2+334884*s1+731742)*w11-336996*s1^4+627*s1^3-1381413*s1^2-389796*s1
     +1051644))))*r2+((((627988*s1^4-258274*s1^3-2178574*s1^2+495582*s1+985840)*w11+(661352*s1^4
     -815328*s1^3-2710556*s1^2+2120658*s1+2187664))*w3+((555384*s1^4+116352*s1^3-2638084*s1^2
     -457954*s1+1236744)*w11+(1972676*s1^4-45370*s1^3-6199310*s1^2-1133706*s1+3914712)))*w2
     +(((208136*s1^4+466698*s1^3-847550*s1^2-1704456*s1-17816)*w11-157216*s1^4+484342*s1^3
     -313970*s1^2-188976*s1+1680296)*w3+((547496*s1^4+169898*s1^3-2374718*s1^2-1204560*s1
     +1775040)*w11-466560*s1^4-1483134*s1^3+1830058*s1^2+6502216*s1+2595024)))*r1+(((-2880*s1^4
     -545463*s1^3-143095*s1^2+1957844*s1+1113012)*w11+(2515568*s1^4+820061*s1^3-9526319*s1^2
     -4762296*s1+7190040))*w3+((1125108*s1^4-145053*s1^3-4295169*s1^2+648048*s1+3014052)*w11
     +(968748*s1^4+2142789*s1^3-3073587*s1^2-9561948*s1-2319504)))*w2+((14012*s1^4+619592*s1^3
     +183124*s1^2-2132634*s1+500424)*w11-1338480*s1^4-386430*s1^3+2977414*s1^2+2091166*s1
     +3385800)*w3+(-1030392*s1^4+318846*s1^3+4042698*s1^2-1669998*s1-1244232)*w11+3083652*s1^4
     -1141272*s1^3-10114500*s1^2+4004814*s1+4253304;
      
c07:=((((((44976*s1^4+202634*s1^3-282841*s1^2-419180*s1+156489)*w11-275704*s1^4-13156*s1^3
     +1208009*s1^2+52470*s1-492591)*w3+((72208*s1^4-248880*s1^3-104769*s1^2+433942*s1-139569)*w11
     +(569360*s1^4+730818*s1^3-3326169*s1^2-1195876*s1+2168529)))*w2+(((109280*s1^4+27560*s1^3
     -446758*s1^2-94308*s1+134370)*w11-817872*s1^4-852896*s1^3+3438688*s1^2+2151248*s1-948552)*w3
     +((-537136*s1^4-290016*s1^3+2413824*s1^2+678896*s1-972120)*w11-9328*s1^4+833712*s1^3
     -684222*s1^2-1461196*s1+913770)))*r1+((((63472*s1^4-30312*s1^3-309498*s1^2+86644*s1
     +176838)*w11-970948*s1^4-641322*s1^3+4582347*s1^2+1354364*s1-2083257)*w3+((-527076*s1^4
     -369270*s1^3+2032173*s1^2+1088076*s1-364947)*w11+(71016*s1^4+273768*s1^3+122298*s1^2
     -933372*s1-685674)))*w2+(((-49852*s1^4+301554*s1^3-28875*s1^2-534820*s1+221793)*w11
     -2094796*s1^4+721908*s1^3+7957257*s1^2-2679490*s1-5930529)*w3+((-140964*s1^4-370584*s1^3
     +791583*s1^2+101670*s1-1078671)*w11+(383988*s1^4+911394*s1^3-2979603*s1^2-1292148*s1
     +2550273)))))*r2+(((((256784*s1^4-276*s1^3-966374*s1^2+60240*s1+920532)*w11-2162320*s1^4
     +1167536*s1^3+8271108*s1^2-2574456*s1-4802498)*w3+((115000*s1^4-1029168*s1^3+57996*s1^2
     +2446000*s1-296062)*w11-2918672*s1^4+3025764*s1^3+10067314*s1^2-4083752*s1-3544036))*w2
     +(((729584*s1^4-754336*s1^3-3054522*s1^2+2075424*s1+1756018)*w11-2545568*s1^4+724392*s1^3
     +8825030*s1^2-186216*s1-3405846)*w3+((1803184*s1^4-1272600*s1^3-6933686*s1^2+2392024*s1
     +3698942)*w11-1931968*s1^4+801024*s1^3+6534606*s1^2-1481728*s1-1056542)))*r1+((((-245360*s1^4
     -781788*s1^3+1056441*s1^2+1922596*s1-332665)*w11+(2519572*s1^4-817740*s1^3-8556053*s1^2
     +121792*s1+2339513))*w3+((-1720332*s1^4+571884*s1^3+6543717*s1^2-475488*s1-3260973)*w11
     +(1660032*s1^4-4566012*s1^3-8484003*s1^2+12635964*s1+4660359)))*w2+(((138304*s1^4+50652*s1^3
     -132416*s1^2-598544*s1-1646398)*w11+(2469632*s1^4-6429192*s1^3-8219574*s1^2+14341184*s1
     +3978040))*w3+((-589800*s1^4+12216*s1^3+1273686*s1^2-121944*s1-861552)*w11+(1664784*s1^4
     -4241820*s1^3-3745632*s1^2+8069160*s1-2879382))))))*I+(((((184396*s1^4-109472*s1^3
     -855113*s1^2+272322*s1+447501)*w11-854172*s1^4+86042*s1^3+2862167*s1^2+453640*s1-101013)*w3
     +((-422420*s1^4+31734*s1^3+1514613*s1^2+183472*s1-211623)*w11+(249700*s1^4+600468*s1^3
     +284427*s1^2-2339810*s1-2047551)))*w2+(((306480*s1^4-156832*s1^3-903280*s1^2+48688*s1
     -127896)*w11-690184*s1^4+462176*s1^3+3057362*s1^2-1046100*s1-1453650)*w3+((-86024*s1^4
     -165240*s1^3-88530*s1^2+702652*s1+675762)*w11+(1632752*s1^4-801504*s1^3-5084112*s1^2
     +361328*s1-239448))))*r1+((((188848*s1^4-41514*s1^3-354387*s1^2-233420*s1-434181)*w11
     +(51040*s1^4-11220*s1^3-255882*s1^2+43648*s1+149490))*w3+((-54888*s1^4+86124*s1^3
     +149142*s1^2-135720*s1+24606)*w11+(2110152*s1^4-1628682*s1^3-7357119*s1^2+2374548*s1
     +1198923)))*w2+(((-356672*s1^4+288864*s1^3+1014075*s1^2-938246*s1-482913)*w11-1089352*s1^4
     -288222*s1^3+3508857*s1^2+1601336*s1+239415)*w3+((-689832*s1^4+51942*s1^3+2750979*s1^2
     +114312*s1-808203)*w11-826848*s1^4-946572*s1^3+2918223*s1^2+2085534*s1-2633301))))*r2
     +((((376864*s1^4-89264*s1^3-1610592*s1^2+68472*s1+669594)*w11-506208*s1^4-1251572*s1^3
     +1160062*s1^2+4019432*s1+2297872)*w3+((-53152*s1^4+316380*s1^3-237502*s1^2-923584*s1
     +872152)*w11-224600*s1^4-3009792*s1^3+694272*s1^2+8651392*s1+1156706))*w2+(((153672*s1^4
     +1018360*s1^3-868166*s1^2-2955448*s1+61018)*w11+(665768*s1^4-1814176*s1^3-2577138*s1^2
     +5883456*s1+2282982))*w3+((832360*s1^4+1364016*s1^3-3965742*s1^2-4265168*s1+2714834)*w11
     +(1864792*s1^4-5230056*s1^3-6152222*s1^2+14149096*s1+5029802))))*r1+(((344672*s1^4
     -1104900*s1^3-1069963*s1^2+2858264*s1+1160545)*w11+(2575540*s1^4+1433388*s1^3-11641443*s1^2
     -5303276*s1+7989245))*w3+((1492716*s1^4-1232532*s1^3-6094485*s1^2+3625980*s1+3117183)*w11
     -2235816*s1^4+5716788*s1^3+6429489*s1^2-13351536*s1-5082495))*w2+((348856*s1^4-68184*s1^3
     -1266822*s1^2-82304*s1+687620)*w11+(2219272*s1^4+384252*s1^3-7690892*s1^2-1506824*s1
     +3632882))*w3+(-670296*s1^4+1128204*s1^3+2238060*s1^2-1344816*s1-1356498)*w11+7076784*s1^4
     +304920*s1^3-27386238*s1^2-2604888*s1+6891324;
      
c08:=((((((22488*s1^4-139337*s1^3+63297*s1^2+512707*s1-454910)*w11-137852*s1^4+269203*s1^3
     +256047*s1^2-376101*s1+1066494)*w3+((36104*s1^4+84141*s1^3-164739*s1^2-577175*s1-2786)*w11
     +(284680*s1^4-1067649*s1^3-336831*s1^2+3412739*s1-1791790)))*w2+(((54640*s1^4-103466*s1^3
     -75906*s1^2+186918*s1-423468)*w11-408936*s1^4+1021592*s1^3+168696*s1^2-3483040*s1
     +2576552)*w3+((-268568*s1^4+632712*s1^3+342696*s1^2-2009824*s1+1014104)*w11-4664*s1^4
     -510642*s1^3+323070*s1^2+2646710*s1-60676)))*r1+((((31736*s1^4-61326*s1^3-91638*s1^2
     +180148*s1+77560)*w11-485474*s1^4+1255749*s1^3+614427*s1^2-4416775*s1+1182104)*w3
     +((-263538*s1^4+536943*s1^3+167673*s1^2-1594197*s1+1754148)*w11+(35508*s1^4-14982*s1^3
     +258786*s1^2+129492*s1-1073556)))*w2+(((-24926*s1^4-135069*s1^3+166485*s1^2+606881*s1
     -408100)*w11+(2901778*s1^4-610203*s1^3-11735823*s1^2+791087*s1+7414484))*w3+((1186074*s1^4
     -879813*s1^3-4481541*s1^2+1880877*s1+2795280)*w11+(191994*s1^4-1105005*s1^3-193611*s1^2
     +3146385*s1-2732796)))))*r2+(((((-315722*s1^4-269464*s1^3+1231176*s1^2+1107030*s1-708774)*w11
     +(23830*s1^4+1257310*s1^3-1152638*s1^2-3096900*s1+2809134))*w3+((234106*s1^4-791326*s1^3
     -723506*s1^2+1725628*s1+1217194)*w11-2376258*s1^4+3571968*s1^3+7199864*s1^2-8068330*s1
     -2610270))*w2+(((-47792*s1^4-708614*s1^3+643306*s1^2+1947018*s1-36192)*w11-724480*s1^4
     +4191874*s1^3+815082*s1^2-11129670*s1+2260752)*w3+((60264*s1^4-2114922*s1^3+466718*s1^2
     +5855198*s1+1320)*w11-3279544*s1^4+5002042*s1^3+9011786*s1^2-10781734*s1+352904)))*r1
     +((((-517400*s1^4+502547*s1^3+1332499*s1^2-1149881*s1+1262428)*w11+(4092*s1^4-4409691*s1^3
     +1461845*s1^2+11993201*s1-1998876))*w3+((110688*s1^4+2167455*s1^3-809313*s1^2-6010197*s1
     +613632)*w11+(160908*s1^4-2862453*s1^3+777051*s1^2+8477799*s1+7598448)))*w2+(((128010*s1^4
     -440130*s1^3+90734*s1^2+892856*s1-756906)*w11+(438086*s1^4-2281136*s1^3-1605604*s1^2
     +4285094*s1+5690894))*w3+((470706*s1^4+599496*s1^3-2162436*s1^2-1401174*s1+3574530)*w11
     +(3064842*s1^4-1072698*s1^3-6263202*s1^2+926376*s1-2117082))))))*I+(((((92198*s1^4
     -156349*s1^3-265821*s1^2+446553*s1+244608)*w11-427086*s1^4+498289*s1^3+584331*s1^2
     -1390169*s1+1004080)*w3+((-211210*s1^4+283083*s1^3+314817*s1^2-926123*s1+209200)*w11
     +(124850*s1^4+19503*s1^3+619971*s1^2+136609*s1-2674892)))*w2+(((153240*s1^4-95576*s1^3
     -252408*s1^2+200080*s1-121016)*w11-345092*s1^4+519970*s1^3+982146*s1^2-1400586*s1-844536)*w3
     +((-43012*s1^4-17442*s1^3-182682*s1^2-28622*s1+749008)*w11+(816376*s1^4-611160*s1^3
     -1412664*s1^2+1895696*s1+470888))))*r1+((((94424*s1^4-9867*s1^3-51381*s1^2+99055*s1
     -147422)*w11+(25520*s1^4-56034*s1^3-67254*s1^2+88*s1-306680))*w3+((-27444*s1^4-6438*s1^3
     +79686*s1^2+135288*s1+37548)*w11+(1055076*s1^4-854403*s1^3-2483085*s1^2+1655775*s1
     +1133286)))*w2+(((-357844*s1^4-56271*s1^3+1309641*s1^2+676873*s1-571178)*w11-544676*s1^4
     +721017*s1^3+432795*s1^2-2218183*s1+2323970)*w3+((-344916*s1^4+554763*s1^3+606705*s1^2
     -1745733*s1+244398)*w11-413424*s1^4+216645*s1^3+3219249*s1^2+181929*s1-2789094))))*r2
     +((((-168258*s1^4-414622*s1^3+755286*s1^2+1365832*s1-94762)*w11+(412998*s1^4+964988*s1^3
     -2884700*s1^2-3043934*s1+4409530))*w3+((-206166*s1^4-196404*s1^3-200420*s1^2+773446*s1
     +1679910)*w11-764858*s1^4+2465690*s1^3+2553550*s1^2-6752960*s1+1520566))*w2+(((-120180*s1^4
     -201958*s1^3+411250*s1^2+976126*s1-767132)*w11-134364*s1^4+1105750*s1^3+417606*s1^2
     -4816582*s1-1250420)*w3+((18628*s1^4-410446*s1^3+25618*s1^2+2169502*s1-1254068)*w11
     +(1410372*s1^4+853722*s1^3-3346318*s1^2-5323666*s1-1310868))))*r1+(((8706*s1^4-67863*s1^3
     +158113*s1^2+24019*s1+138174)*w11-600050*s1^4+512501*s1^3+2996125*s1^2+1191487*s1
     -4611266)*w3+((-388098*s1^4-126897*s1^3+2125263*s1^2-373971*s1-2268114)*w11-2072202*s1^4
     +1104609*s1^3+5885649*s1^2-361845*s1-790086))*w2+((-19046*s1^4+819020*s1^3+650200*s1^2
     -2019914*s1-2011958)*w11-2124474*s1^4-1550274*s1^3+9679142*s1^2+6349772*s1-8596566)*w3
     +(-915486*s1^4+1377618*s1^3+3943170*s1^2-3070188*s1-3515490)*w11-434214*s1^4-6031740*s1^3
     +7950096*s1^2+15634014*s1-15225870;
      
c09:=((((((335*s1^4+70533*s1^2+71873*s1-143746)*w11+(425007*s1^4-1555675*s1^2+144353*s1
     -288706))*w3+((-168403*s1^4+481159*s1^2-192453*s1+384906)*w11-288497*s1^4+1367597*s1^2
     +213609*s1-427218))*w2+(((-117666*s1^4+410210*s1^2-60454*s1+120908)*w11-214544*s1^4
     +1063392*s1^2+205216*s1-410432)*w3+((-16112*s1^4+237440*s1^2+172992*s1-345984)*w11
     +(594814*s1^4-1854622*s1^2+524634*s1-1049268))))*r1+((((-1684*s1^4-27146*s1^2-33882*s1
     +67764)*w11-364727*s1^4+1659581*s1^2+200673*s1-401346)*w3+((26499*s1^4+147675*s1^2+253671*s1
     -507342)*w11+(140580*s1^4-653862*s1^2-91542*s1+183084)))*w2+(((16753*s1^4+142835*s1^2
     +209847*s1-419694)*w11+(204655*s1^4-1015399*s1^2-196779*s1+393558))*w3+((15741*s1^4
     -228261*s1^2-165297*s1+330594)*w11-889647*s1^4+4087611*s1^2+529023*s1-1058046))))*r2
     +(((((103366*s1^4-92948*s1^3-141286*s1^2+607246*s1-452628)*w11+(81304*s1^4+531192*s1^3
     -607436*s1^2-712396*s1-1302880))*w3+((491416*s1^4-12680*s1^3-1863132*s1^2+480260*s1
     +1253888)*w11+(631718*s1^4-396404*s1^3-831030*s1^2+2912174*s1-3094404)))*w2+(((203950*s1^4
     +94116*s1^3-1026698*s1^2-255526*s1+1139324)*w11+(626798*s1^4+557492*s1^3-2273906*s1^2
     -2594302*s1+1056684))*w3+((-303430*s1^4-8948*s1^3+498882*s1^2+278318*s1+706164)*w11
     -128098*s1^4+1377044*s1^3-1424946*s1^2-3921662*s1+959020)))*r1+((((274381*s1^4+373426*s1^3
     -1729635*s1^2-860065*s1+1613366)*w11-1223233*s1^4-236258*s1^3+2910435*s1^2+2594801*s1
     -122694)*w3+((933525*s1^4+340530*s1^3-2878779*s1^2-1579401*s1+704358)*w11+(1711413*s1^4
     +2505690*s1^3-10094271*s1^2-6475557*s1+8032926)))*w2+(((-375964*s1^4+362248*s1^3+103872*s1^2
     -912928*s1+1435536)*w11+(1021526*s1^4+526460*s1^3-6237726*s1^2-2205962*s1+9588172))*w3
     +((-315006*s1^4+1010292*s1^3-207546*s1^2-3511278*s1+592212)*w11+(3272148*s1^4+3009336*s1^3
     -15061992*s1^2-12684936*s1+13637712))))))*I+(((((5553*s1^4-142457*s1^2-120245*s1
     +240490)*w11-251185*s1^4+1787709*s1^2+782969*s1-1565938)*w3+((-216211*s1^4+1215391*s1^2
     +350547*s1-701094)*w11+(464321*s1^4-2251337*s1^2-394053*s1+788106)))*w2+(((124256*s1^4
     -861168*s1^2-364144*s1+728288)*w11-10890*s1^4+558866*s1^2+515306*s1-1030612)*w3
     +((-184414*s1^4+884134*s1^2+146478*s1-292956)*w11+(1083808*s1^4-6173200*s1^2-1837968*s1
     +3675936))))*r1+((((248435*s1^4-1267145*s1^2-273405*s1+546810)*w11-173008*s1^4+671506*s1^2
     -20526*s1+41052)*w3+((54648*s1^4-129822*s1^2+88770*s1-177540)*w11+(348315*s1^4-3704085*s1^2
     -2310825*s1+4621650)))*w2+(((-622915*s1^4+1077048*s1^3+1467367*s1^2-2460357*s1-105510)*w11
     -423467*s1^4+2606879*s1^2+913011*s1-1826022)*w3+((-216513*s1^4+1346037*s1^2+479985*s1
     -959970)*w11+(221661*s1^4+3949176*s1^3-3812193*s1^2-10823901*s1+5851098)))))*r2
     +((((-259484*s1^4+176104*s1^3+379952*s1^2-322296*s1+201688)*w11+(915546*s1^4-539444*s1^3
     -1403722*s1^2+746554*s1-623092))*w3+((-762866*s1^4-341212*s1^3+2949090*s1^2+1479358*s1
     -2176428)*w11+(2306932*s1^4+1065688*s1^3-9172920*s1^2-4673296*s1+7342472)))*w2
     +(((-922134*s1^4+50884*s1^3+2914706*s1^2+15814*s1-1688164)*w11+(707342*s1^4-1178116*s1^3
     -1399490*s1^2+1897194*s1+3711236))*w3+((-1216646*s1^4+58564*s1^3+4489602*s1^2-616234*s1
     -3470788)*w11+(3643802*s1^4-745868*s1^3-10791798*s1^2-1891282*s1+9591468))))*r1
     +(((786325*s1^4-12730*s1^3-2504379*s1^2-247325*s1+1546242)*w11-1646843*s1^4+962830*s1^3
     +5143809*s1^2-5376481*s1-2657182)*w3+((-105465*s1^4-336510*s1^3-153345*s1^2+31809*s1
     +3291006)*w11-3551955*s1^4+619806*s1^3+10296033*s1^2+1343991*s1-7535286))*w2+((328030*s1^4
     +402460*s1^3-1370910*s1^2-2356210*s1+1429940)*w11+(22352*s1^4+254320*s1^3-1001220*s1^2
     +692516*s1+606408))*w3+(615648*s1^4+270336*s1^3-2240436*s1^2-602844*s1+776952)*w11
     -3969570*s1^4+339900*s1^3+8333490*s1^2-1630530*s1+6347220;
      
c10:=((((((22823*s1^4-14247*s1^3-221383*s1^2+64894*s1+539861)*w11+(287155*s1^4-398849*s1^3
     -141097*s1^2+633688*s1-1278431))*w3+((-132299*s1^4+104585*s1^3+248817*s1^2-109248*s1
     -112733)*w11-3817*s1^4+554257*s1^3-1078935*s1^2-1089594*s1+3458213))*w2+(((-63026*s1^4
     +78478*s1^3-71242*s1^2-63128*s1+500626)*w11-623480*s1^4+660000*s1^3+3122944*s1^2-2174392*s1
     -3944864)*w3+((-284680*s1^4+114976*s1^3+1569504*s1^2-597384*s1-2175328)*w11+(590150*s1^4
     -388586*s1^3-1480050*s1^2+566280*s1+1044626))))*r1+((((30052*s1^4+27704*s1^3-127146*s1^2
     -49692*s1+131476)*w11-850201*s1^4+436447*s1^3+3513345*s1^2-1430088*s1-3830761)*w3
     +((-237039*s1^4+323037*s1^3+1624095*s1^2-1259148*s1-2346267)*w11+(176088*s1^4-526416*s1^3
     -788502*s1^2+1474176*s1+620004)))*w2+(((-8173*s1^4+51535*s1^3-25509*s1^2-196284*s1
     +436799)*w11-842743*s1^4-1440329*s1^3+2861595*s1^2+3068934*s1-1096051)*w3+((483783*s1^4
     -655239*s1^3-1698363*s1^2+1340970*s1+615279)*w11-697653*s1^4+1420287*s1^3+628947*s1^2
     -3179220*s1+3864399))))*r2+(((((-252380*s1^4+43678*s1^3+622062*s1^2-42490*s1-390894)*w11
     +(558450*s1^4+320688*s1^3-2813972*s1^2+110614*s1+3390716))*w3+((-377082*s1^4+103752*s1^3
     +852748*s1^2-36494*s1+401340)*w11+(3300652*s1^4-1336058*s1^3-12838842*s1^2+4022598*s1
     +6401762)))*w2+(((-481998*s1^4-362802*s1^3+1694182*s1^2+746704*s1-932050)*w11+(3470402*s1^4
     -635770*s1^3-13120842*s1^2+424984*s1+8722686))*w3+((-1685618*s1^4-150254*s1^3+6068058*s1^2
     +342144*s1-3656710)*w11+(4057194*s1^4-248418*s1^3-16149874*s1^2-2757016*s1+10111278))))*r1
     +((((662187*s1^4-84639*s1^3-2998043*s1^2-536336*s1+2541177)*w11-3177911*s1^4+290455*s1^3
     +12235179*s1^2+23232*s1-8812969)*w3+((1564599*s1^4+265245*s1^3-5993883*s1^2-980532*s1
     +4615989)*w11-2913801*s1^4-1792527*s1^3+8450673*s1^2+4125660*s1+334257))*w2+(((-140606*s1^4
     +121276*s1^3+1400556*s1^2-723774*s1-1607824)*w11-160908*s1^4-461274*s1^3-392062*s1^2
     -1451362*s1+2553210)*w3+((-268524*s1^4-217494*s1^3+840966*s1^2+500514*s1+1141686)*w11
     -1845822*s1^4+3686628*s1^3+8261484*s1^2-13888182*s1-1219680)))))*I+(((((97751*s1^4
     +47825*s1^3-390671*s1^2-56830*s1+328691)*w11-678271*s1^4+876909*s1^3+2907641*s1^2-2806628*s1
     -2139247)*w3+((-427421*s1^4+463151*s1^3+1596075*s1^2-1384452*s1-987581)*w11+(589171*s1^4
     -1603195*s1^3-2422563*s1^2+4470114*s1+1485715)))*w2+(((277496*s1^4-389232*s1^3-1068784*s1^2
     +1196680*s1+481520)*w11-355982*s1^4-110858*s1^3+1455278*s1^2-1628*s1-1135310)*w3
     +((-227426*s1^4+556586*s1^3+852594*s1^2-1528356*s1-404138)*w11+(1900184*s1^4-2325488*s1^3
     -6469584*s1^2+6709032*s1+2211440))))*r1+((((342859*s1^4-564883*s1^3-1106457*s1^2+1540638*s1
     +235081)*w11-147488*s1^4+194216*s1^3+234630*s1^2-384120*s1+303688)*w3+((27204*s1^4
     -18120*s1^3+3126*s1^2-27732*s1-47064)*w11+(1403391*s1^4-1231131*s1^3-5599077*s1^2+4400154*s1
     +2724777)))*w2+(((96289*s1^4+262397*s1^3-790047*s1^2-163104*s1+489643)*w11-968143*s1^4
     +1448359*s1^3+4226871*s1^2-4466286*s1-3421033)*w3+((-561429*s1^4+434709*s1^3+2240733*s1^2
     -1432530*s1-1749099)*w11-191763*s1^4-29271*s1^3-768603*s1^2+3401904*s1-646173))))*r2
     +((((-368330*s1^4-149428*s1^3+1446728*s1^2+263646*s1-1043960)*w11+(700960*s1^4-600742*s1^3
     -4251134*s1^2+2146918*s1+4871022))*w3+((-174472*s1^4-472042*s1^3+261198*s1^2+1984962*s1
     -197414)*w11+(2586438*s1^4-324876*s1^3-10572128*s1^2-2452898*s1+8512896)))*w2+(((-452030*s1^4
     -3406*s1^3+2208754*s1^2+257692*s1-2226654)*w11+(2739446*s1^4-1547762*s1^3-9045530*s1^2
     +2416188*s1+3081350))*w3+((-1367238*s1^4+320490*s1^3+5418490*s1^2-485156*s1-3923598)*w11
     +(2205850*s1^4-45182*s1^3-7966182*s1^2-3189228*s1+5567618))))*r1+(((103001*s1^4+137861*s1^3
     -902391*s1^2-848526*s1+1285753)*w11-1616439*s1^4+789657*s1^3+7092085*s1^2-4290902*s1
     -5739195)*w3+((1015863*s1^4-1266381*s1^3-2369253*s1^2+1627074*s1-1065417)*w11+(224829*s1^4
     -1633995*s1^3+474309*s1^2+6293166*s1-3525159)))*w2+((400920*s1^4+546702*s1^3-956774*s1^2
     -2792342*s1+292362)*w11-1124750*s1^4+760672*s1^3+4533144*s1^2-3630858*s1-5312692)*w3
     +(1230438*s1^4-295944*s1^3-4025736*s1^2+57354*s1+1254132)*w11-3136320*s1^4-1974522*s1^3
     +19591770*s1^2+1643202*s1-23596254;
      
c11:=((((((9246*s1^4-131096*s1^3-131010*s1^2+347977*s1+274343)*w11+(738320*s1^4-267498*s1^3
     -2534774*s1^2+653191*s1+651079))*w3+((-364520*s1^4+224830*s1^3+1446026*s1^2-578295*s1
     -765023)*w11-26554*s1^4-228712*s1^3-680570*s1^2+405273*s1+2086007))*w2+(((-219880*s1^4
     +29652*s1^3+767668*s1^2-80570*s1-169802)*w11-392568*s1^4+1272656*s1^3+1559448*s1^2
     -2785552*s1-2204840)*w3+((-201928*s1^4+479120*s1^3+887176*s1^2-884112*s1-1384600)*w11
     +(1391192*s1^4-903892*s1^3-5489924*s1^2+2126190*s1+3213518))))*r1+((((54388*s1^4-1886*s1^3
     -217090*s1^2-56130*s1+201376)*w11-1143208*s1^4+1206722*s1^3+4492906*s1^2-2284491*s1
     -3947713)*w3+((138996*s1^4+596442*s1^3-519618*s1^2-1288749*s1-558855)*w11-69168*s1^4
     -505890*s1^3+473286*s1^2+1306074*s1-284460))*w2+(((76868*s1^4-108460*s1^3-475640*s1^2
     +358479*s1+432047)*w11+(2075414*s1^4-1123342*s1^3-6852824*s1^2+1310991*s1+290213))*w3
     +((578058*s1^4+189546*s1^3-1522188*s1^2-1161447*s1-619677)*w11-1056660*s1^4+507276*s1^3
     +2615976*s1^2-1016169*s1+794343))))*r2+(((((-141030*s1^4+169088*s1^3+380486*s1^2-310950*s1
     -203580)*w11+(1814374*s1^4-1531060*s1^3-5902598*s1^2+4143292*s1+689694))*w3+((145650*s1^4
     +640284*s1^3-410370*s1^2-1416756*s1-862334)*w11+(557674*s1^4-1961640*s1^3-3912114*s1^2
     +6913042*s1+2752268)))*w2+(((209332*s1^4+339488*s1^3-968132*s1^2-908630*s1+1158762)*w11
     +(268428*s1^4-1117904*s1^3-2789324*s1^2+3423018*s1+3173178))*w3+((23740*s1^4+861192*s1^3
     +511260*s1^2-2878058*s1-441754)*w11-499764*s1^4-2610264*s1^3+434124*s1^2+6325650*s1
     +722354)))*r1+((((41238*s1^4-124704*s1^3-323094*s1^2+275067*s1-314297)*w11+(131626*s1^4
     +58476*s1^3+2350590*s1^2-1162403*s1-4547983))*w3+((231018*s1^4-650088*s1^3-1964190*s1^2
     +2543259*s1+1920327)*w11+(5551986*s1^4-394020*s1^3-20211246*s1^2+387783*s1+11169411)))*w2
     +(((243274*s1^4-1074672*s1^3+66942*s1^2+2485804*s1-673342)*w11-1320990*s1^4+3256044*s1^3
     +4600398*s1^2-9273066*s1-3282136)*w3+((2086110*s1^4-1164780*s1^3-7028838*s1^2+2169042*s1
     +3672216)*w11-496254*s1^4-1003728*s1^3+1130118*s1^2+3273996*s1+3537138)))))*I
     +(((((156682*s1^4-16326*s1^3-593128*s1^2-140971*s1+528311)*w11-303732*s1^4+948112*s1^3
     +607860*s1^2-1738979*s1-925771)*w3+((-396692*s1^4+535024*s1^3+1231220*s1^2-966441*s1
     -932129)*w11-85382*s1^4-1458842*s1^3+1075052*s1^2+3662505*s1-798941))*w2+(((136776*s1^4
     -331568*s1^3-211944*s1^2+563968*s1+187208)*w11-488620*s1^4+64020*s1^3+1773376*s1^2+509014*s1
     -1661198)*w3+((-39668*s1^4+496132*s1^3-129208*s1^2-1217958*s1+182974)*w11+(1742312*s1^4
     -2120272*s1^3-4863848*s1^2+3644256*s1+2806760))))*r1+((((274846*s1^4-480326*s1^3-671968*s1^2
     +1003695*s1+226567)*w11-299288*s1^4+163702*s1^3+1019150*s1^2-369138*s1-339020)*w3
     +((118380*s1^4-52002*s1^3-480198*s1^2+156246*s1+222432)*w11+(868890*s1^4-1030458*s1^3
     -1871496*s1^2+632907*s1+2043195)))*w2+(((189904*s1^4-690242*s1^3-359410*s1^2+1973265*s1
     -142463)*w11-366718*s1^4+1624700*s1^3+675070*s1^2-3361281*s1-1207327)*w3+((-559746*s1^4
     +644556*s1^3+1887402*s1^2-1027323*s1-1667589)*w11+(222288*s1^4-2200638*s1^3-1277694*s1^2
     +7207101*s1+2177637)))))*r2+((((316998*s1^4-309236*s1^3-794646*s1^2+492120*s1+308282)*w11
     -133454*s1^4+2594488*s1^3-1379954*s1^2-6328474*s1+1737704)*w3+((358454*s1^4+344112*s1^3
     -762606*s1^2-1453990*s1-778832)*w11-971274*s1^4+757668*s1^3+402762*s1^2-1031760*s1
     +3479122))*w2+(((352648*s1^4-870056*s1^3-389288*s1^2+1637150*s1-180286)*w11-3035568*s1^4
     +2536712*s1^3+8485296*s1^2-5724678*s1-848426)*w3+((272952*s1^4-524352*s1^3-238512*s1^2
     +297846*s1+850954)*w11-4771328*s1^4+5369664*s1^3+11977128*s1^2-11719322*s1+1272266)))*r1
     +(((-598264*s1^4+959496*s1^3+1317192*s1^2-2079433*s1+40357)*w11-785928*s1^4-1230108*s1^3
     +2665344*s1^2+1080651*s1+3929761)*w3+((-1578708*s1^4+762792*s1^3+4717968*s1^2-2057331*s1
     +501759)*w11+(4264788*s1^4-6076620*s1^3-11756184*s1^2+14058099*s1+2206017)))*w2
     +((-894018*s1^4-318636*s1^3+2482626*s1^2+881478*s1+918700)*w11-1600874*s1^4-1318416*s1^3
     +5966466*s1^2+3723280*s1-2100670)*w3+(6138*s1^4-1521696*s1^3-1077186*s1^2+4910400*s1
     +2496582)*w11-1626042*s1^4-3880140*s1^3+9768594*s1^2+7330950*s1- 179124;

phi:=[ c01, c02, c03, c04, c05, c06, c07, c08, c09, c10, c11];