local S, T;
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1/30*E(75)^11+1/30*E(75)^64, -1/30*E(25)^3-1/30*E(25)^7-1/30*E(25)^8-1/30*E(25)^12-1/30*E(25)^13-1/30*E(25)^17-1/30*E(25)^18-1/30*E(25)^22, 1/30*E(25)^8+1/30*E(25)^17, 1/30*E(25)^7+1/30*E(25)^18, 1/30*E(25)^3+1/30*E(25)^22, 1/30*E(25)^12+1/30*E(25)^13, 1/30*E(75)^29+1/30*E(75)^46, -1/30*E(75)-1/30*E(75)^14-1/30*E(75)^16-1/30*E(75)^29-1/30*E(75)^46-1/30*E(75)^59-1/30*E(75)^61-1/30*E(75)^74, 1/30*E(75)^16+1/30*E(75)^59, 1/30*E(75)+1/30*E(75)^74, 1/30*E(75)^14+1/30*E(75)^61, -1/30*E(75)^29-1/30*E(75)^46, 1/30*E(75)+1/30*E(75)^14+1/30*E(75)^16+1/30*E(75)^29+1/30*E(75)^46+1/30*E(75)^59+1/30*E(75)^61+1/30*E(75)^74, -1/30*E(75)^16-1/30*E(75)^59, -1/30*E(75)-1/30*E(75)^74, -1/30*E(75)^14-1/30*E(75)^61, 1/30*E(25)^7+1/30*E(25)^18, -1/30*E(25)^3-1/30*E(25)^7-1/30*E(25)^8-1/30*E(25)^12-1/30*E(25)^13-1/30*E(25)^17-1/30*E(25)^18-1/30*E(25)^22, 1/30*E(25)^3+1/30*E(25)^22, 1/30*E(25)^8+1/30*E(25)^17, 1/30*E(25)^12+1/30*E(25)^13, 1/30*E(75)^4+1/30*E(75)^71, -1/30*E(75)^4-1/30*E(75)^11-1/30*E(75)^26-1/30*E(75)^34-1/30*E(75)^41-1/30*E(75)^49-1/30*E(75)^64-1/30*E(75)^71, 1/30*E(75)^34+1/30*E(75)^41, 1/30*E(75)^26+1/30*E(75)^49, 1/30*E(75)^11+1/30*E(75)^64, -1/30*E(25)^7-1/30*E(25)^18, 1/30*E(25)^3+1/30*E(25)^7+1/30*E(25)^8+1/30*E(25)^12+1/30*E(25)^13+1/30*E(25)^17+1/30*E(25)^18+1/30*E(25)^22, -1/30*E(25)^3-1/30*E(25)^22, -1/30*E(25)^8-1/30*E(25)^17, -1/30*E(25)^12-1/30*E(25)^13, -1/30*E(75)^4-1/30*E(75)^71, 1/30*E(75)^4+1/30*E(75)^11+1/30*E(75)^26+1/30*E(75)^34+1/30*E(75)^41+1/30*E(75)^49+1/30*E(75)^64+1/30*E(75)^71, -1/30*E(75)^34-1/30*E(75)^41, -1/30*E(75)^26-1/30*E(75)^49, -1/30*E(75)^11-1/30*E(75)^64 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -E(4), E(4), -E(4), E(4), E(4), -E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), 1, 1, 1, 1, 1, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, 1, 1, 1, 1, 1, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, E(3), E(3)^2, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, E(4), -E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(12)^11, -E(12)^7, E(12)^11, E(12)^7, -E(12)^11, -E(12)^7, E(12)^11, E(12)^7, -E(12)^11, -E(12)^7, E(12)^11, E(12)^7, -E(12)^11, -E(12)^7, E(12)^11, E(12)^7, -E(12)^11, -E(12)^7, E(12)^11, E(12)^7, -E(100)^9-E(100)^49-E(100)^69-E(100)^89, E(100)^89, E(100)^49, E(100)^9, E(100)^69, E(100)^9+E(100)^49+E(100)^69+E(100)^89, -E(100)^89, -E(100)^49, -E(100)^9, -E(100)^69, -E(100)^9-E(100)^49-E(100)^69-E(100)^89, E(100)^89, E(100)^49, E(100)^9, E(100)^69, -E(100)^9-E(100)^49-E(100)^69-E(100)^89, E(100)^89, E(100)^49, E(100)^9, E(100)^69, E(100)^9+E(100)^49+E(100)^69+E(100)^89, -E(100)^89, -E(100)^49, -E(100)^9, -E(100)^69, E(100)^9+E(100)^49+E(100)^69+E(100)^89, -E(100)^89, -E(100)^49, -E(100)^9, -E(100)^69, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(75)^73, E(75)^13, -E(75)^13-E(75)^43-E(75)^58-E(75)^73, E(75)^43, E(75)^58, E(75)^23, E(75)^38, -E(75)^8-E(75)^23-E(75)^38-E(75)^68, E(75)^68, E(75)^8, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(75)^73, E(75)^13, -E(75)^13-E(75)^43-E(75)^58-E(75)^73, E(75)^43, E(75)^58, E(75)^23, E(75)^38, -E(75)^8-E(75)^23-E(75)^38-E(75)^68, E(75)^68, E(75)^8, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^14, -E(100)^89, -E(100)^49, -E(100)^9, -E(100)^69, E(100)^9+E(100)^49+E(100)^69+E(100)^89, E(100)^89, E(100)^49, E(100)^9, E(100)^69, -E(100)^9-E(100)^49-E(100)^69-E(100)^89, -E(300)^167, -E(300)^47, -E(300)^227, -E(300)^107, E(300)^47+E(300)^107+E(300)^167+E(300)^227, -E(300)^67, -E(300)^247, -E(300)^127, -E(300)^7, E(300)^7+E(300)^67+E(300)^127+E(300)^247, E(300)^167, E(300)^47, E(300)^227, E(300)^107, -E(300)^47-E(300)^107-E(300)^167-E(300)^227, E(300)^67, E(300)^247, E(300)^127, E(300)^7, -E(300)^7-E(300)^67-E(300)^127-E(300)^247, E(100), -E(100)-E(100)^41-E(100)^61-E(100)^81, E(100)^41, E(100)^61, E(100)^81, -E(100), E(100)+E(100)^41+E(100)^61+E(100)^81, -E(100)^41, -E(100)^61, -E(100)^81, E(100), -E(100)-E(100)^41-E(100)^61-E(100)^81, E(100)^41, E(100)^61, E(100)^81, E(100), -E(100)-E(100)^41-E(100)^61-E(100)^81, E(100)^41, E(100)^61, E(100)^81, -E(100), E(100)+E(100)^41+E(100)^61+E(100)^81, -E(100)^41, -E(100)^61, -E(100)^81, -E(100), E(100)+E(100)^41+E(100)^61+E(100)^81, -E(100)^41, -E(100)^61, -E(100)^81, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(75)^8, E(75)^23, E(75)^38, -E(75)^8-E(75)^23-E(75)^38-E(75)^68, E(75)^68, E(75)^58, E(75)^73, E(75)^13, -E(75)^13-E(75)^43-E(75)^58-E(75)^73, E(75)^43, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(75)^8, E(75)^23, E(75)^38, -E(75)^8-E(75)^23-E(75)^38-E(75)^68, E(75)^68, E(75)^58, E(75)^73, E(75)^13, -E(75)^13-E(75)^43-E(75)^58-E(75)^73, E(75)^43, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(75)^37, E(75)^67, -E(75)^7-E(75)^37-E(75)^52-E(75)^67, E(75)^52, E(75)^7, E(75)^62, E(75)^17, -E(75)^2-E(75)^17-E(75)^32-E(75)^62, E(75)^2, E(75)^32, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(75)^37, E(75)^67, -E(75)^7-E(75)^37-E(75)^52-E(75)^67, E(75)^52, E(75)^7, E(75)^62, E(75)^17, -E(75)^2-E(75)^17-E(75)^32-E(75)^62, E(75)^2, E(75)^32, E(100)^69, -E(100)^9-E(100)^49-E(100)^69-E(100)^89, E(100)^89, E(100)^49, E(100)^9, -E(100)^69, E(100)^9+E(100)^49+E(100)^69+E(100)^89, -E(100)^89, -E(100)^49, -E(100)^9, E(300)^7, -E(300)^7-E(300)^67-E(300)^127-E(300)^247, E(300)^67, E(300)^247, E(300)^127, E(300)^107, -E(300)^47-E(300)^107-E(300)^167-E(300)^227, E(300)^167, E(300)^47, E(300)^227, -E(300)^7, E(300)^7+E(300)^67+E(300)^127+E(300)^247, -E(300)^67, -E(300)^247, -E(300)^127, -E(300)^107, E(300)^47+E(300)^107+E(300)^167+E(300)^227, -E(300)^167, -E(300)^47, -E(300)^227, E(100)+E(100)^41+E(100)^61+E(100)^81, -E(100)^41, -E(100)^61, -E(100)^81, -E(100), -E(100)-E(100)^41-E(100)^61-E(100)^81, E(100)^41, E(100)^61, E(100)^81, E(100), E(300)^23+E(300)^83+E(300)^143+E(300)^203, -E(300)^23, -E(300)^83, -E(300)^143, -E(300)^203, E(300)^43+E(300)^103+E(300)^223+E(300)^283, -E(300)^223, -E(300)^283, -E(300)^43, -E(300)^103, -E(300)^23-E(300)^83-E(300)^143-E(300)^203, E(300)^23, E(300)^83, E(300)^143, E(300)^203, -E(300)^43-E(300)^103-E(300)^223-E(300)^283, E(300)^223, E(300)^283, E(300)^43, E(300)^103, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(75)^62, E(75)^17, -E(75)^2-E(75)^17-E(75)^32-E(75)^62, E(75)^2, E(75)^32, E(75)^37, E(75)^67, -E(75)^7-E(75)^37-E(75)^52-E(75)^67, E(75)^52, E(75)^7, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(75)^62, E(75)^17, -E(75)^2-E(75)^17-E(75)^32-E(75)^62, E(75)^2, E(75)^32, E(75)^37, E(75)^67, -E(75)^7-E(75)^37-E(75)^52-E(75)^67, E(75)^52, E(75)^7, -E(100)-E(100)^41-E(100)^61-E(100)^81, E(100)^41, E(100)^61, E(100)^81, E(100), E(100)+E(100)^41+E(100)^61+E(100)^81, -E(100)^41, -E(100)^61, -E(100)^81, -E(100), -E(300)^43-E(300)^103-E(300)^223-E(300)^283, E(300)^223, E(300)^283, E(300)^43, E(300)^103, -E(300)^23-E(300)^83-E(300)^143-E(300)^203, E(300)^23, E(300)^83, E(300)^143, E(300)^203, E(300)^43+E(300)^103+E(300)^223+E(300)^283, -E(300)^223, -E(300)^283, -E(300)^43, -E(300)^103, E(300)^23+E(300)^83+E(300)^143+E(300)^203, -E(300)^23, -E(300)^83, -E(300)^143, -E(300)^203 ];
return rec(S := S, T := T);;