local S, T;
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-1/24*E(144)^31, 1/24*E(144)^31, -1/24*E(144)^127, 1/24*E(144)^127, 1/24*E(144)^31+1/24*E(144)^127, -1/24*E(144)^31-1/24*E(144)^127, 0, 0, 0, 0, 0, 0, 1/24*E(288)^155-1/24*E(288)^227, -1/24*E(288)^155+1/24*E(288)^227, -1/24*E(288)^35+1/24*E(288)^251, 1/24*E(288)^35-1/24*E(288)^251, 1/24*E(288)^35-1/24*E(288)^155+1/24*E(288)^227-1/24*E(288)^251, -1/24*E(288)^35+1/24*E(288)^155-1/24*E(288)^227+1/24*E(288)^251, 1/24*E(288)^155+1/24*E(288)^227, -1/24*E(288)^155-1/24*E(288)^227, 1/24*E(288)^35+1/24*E(288)^251, -1/24*E(288)^35-1/24*E(288)^251, -1/24*E(288)^35-1/24*E(288)^155-1/24*E(288)^227-1/24*E(288)^251, 1/24*E(288)^35+1/24*E(288)^155+1/24*E(288)^227+1/24*E(288)^251, 1/24*E(288)^191+1/24*E(288)^263, -1/24*E(288)^191-1/24*E(288)^263, 1/24*E(288)^71+1/24*E(288)^287, -1/24*E(288)^71-1/24*E(288)^287, -1/24*E(288)^71-1/24*E(288)^191-1/24*E(288)^263-1/24*E(288)^287, 1/24*E(288)^71+1/24*E(288)^191+1/24*E(288)^263+1/24*E(288)^287, -1/24*E(288)^191+1/24*E(288)^263, 1/24*E(288)^191-1/24*E(288)^263, 1/24*E(288)^71-1/24*E(288)^287, -1/24*E(288)^71+1/24*E(288)^287, -1/24*E(288)^71+1/24*E(288)^191-1/24*E(288)^263+1/24*E(288)^287, 1/24*E(288)^71-1/24*E(288)^191+1/24*E(288)^263-1/24*E(288)^287 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(64)^17, -E(64)^17, -E(64), E(64), E(64)^25, -E(64)^25, -E(64)^9, E(64)^9, E(64)^17, -E(64)^17, -E(64), E(64), E(64)^25, -E(64)^25, -E(64)^9, E(64)^9, E(64)^17, -E(64)^17, -E(64), E(64), E(64)^25, -E(64)^25, -E(64)^9, E(64)^9, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^7, -E(9)^4-E(9)^7, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16), E(16), -E(16), E(16), -E(16), E(16), 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), E(4), E(4), -E(4), -E(4), -E(4), -E(4), -E(4), -E(4), E(64)^17, -E(64)^17, -E(64), E(64), -E(64)^25, E(64)^25, E(64)^9, -E(64)^9, E(64)^17, -E(64)^17, -E(64), E(64), -E(64)^25, E(64)^25, E(64)^9, -E(64)^9, E(64)^17, -E(64)^17, -E(64), E(64), -E(64)^25, E(64)^25, E(64)^9, -E(64)^9, E(576)^97, -E(576)^97, -E(576)^97-E(576)^481, E(576)^97+E(576)^481, E(576)^481, -E(576)^481, -E(576)^529, E(576)^529, E(576)^337+E(576)^529, -E(576)^337-E(576)^529, -E(576)^337, E(576)^337, -E(576)^457, E(576)^457, E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^265, E(576)^265, -E(576)^25, E(576)^25, E(576)^25+E(576)^409, -E(576)^25-E(576)^409, -E(576)^409, E(576)^409, E(64)^9, -E(64)^9, -E(64)^25, E(64)^25, -E(64), E(64), E(64)^17, -E(64)^17, E(64)^9, -E(64)^9, -E(64)^25, E(64)^25, -E(64), E(64), E(64)^17, -E(64)^17, E(64)^9, -E(64)^9, -E(64)^25, E(64)^25, -E(64), E(64), E(64)^17, -E(64)^17, E(9)^7, E(9)^7, E(9)^4, E(9)^4, -E(9)^4-E(9)^7, -E(9)^4-E(9)^7, -E(9)^7, -E(9)^7, -E(9)^4, -E(9)^4, E(9)^4+E(9)^7, E(9)^4+E(9)^7, E(9)^7, E(9)^7, E(9)^4, E(9)^4, -E(9)^4-E(9)^7, -E(9)^4-E(9)^7, -E(9)^7, -E(9)^7, -E(9)^4, -E(9)^4, E(9)^4+E(9)^7, E(9)^4+E(9)^7, E(16)^7, -E(16)^7, -E(16)^7, E(16)^7, E(16)^7, -E(16)^7, -E(16)^7, E(16)^7, E(16)^7, -E(16)^7, -E(16)^7, E(16)^7, E(16)^3, -E(16)^3, -E(16)^3, E(16)^3, E(16)^3, -E(16)^3, -E(16)^3, E(16)^3, E(16)^3, -E(16)^3, -E(16)^3, E(16)^3, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, -E(9)^4-E(9)^7, E(9)^7, E(9)^4, E(144)^109, E(144)^109, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^13, E(144)^13, -E(144)^109, -E(144)^109, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^13, -E(144)^13, E(144)^109, E(144)^109, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^13, E(144)^13, -E(144)^109, -E(144)^109, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^13, -E(144)^13, E(144)^73+E(144)^121, -E(144)^121, -E(144)^73, -E(144)^73-E(144)^121, E(144)^121, E(144)^73, E(36)^25, E(36)^25, E(36), E(36), -E(36)-E(36)^25, -E(36)-E(36)^25, E(36)^25, E(36)^25, E(36), E(36), -E(36)-E(36)^25, -E(36)-E(36)^25, E(36)^25, E(36)^25, E(36), E(36), -E(36)-E(36)^25, -E(36)-E(36)^25, E(36)^25, E(36)^25, E(36), E(36), -E(36)-E(36)^25, -E(36)-E(36)^25, -E(36)^25, -E(36), E(36)+E(36)^25, -E(36)^25, -E(36), E(36)+E(36)^25, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16)^5, E(16)^5, -E(16)^5, -E(16)^5, E(16), -E(16), E(16), -E(16), E(16), -E(16), -E(576)^97, E(576)^97, E(576)^97+E(576)^481, -E(576)^97-E(576)^481, -E(576)^481, E(576)^481, E(576)^529, -E(576)^529, -E(576)^337-E(576)^529, E(576)^337+E(576)^529, E(576)^337, -E(576)^337, -E(576)^457, E(576)^457, E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^265, E(576)^265, -E(576)^25, E(576)^25, E(576)^25+E(576)^409, -E(576)^25-E(576)^409, -E(576)^409, E(576)^409, -E(64)^25, E(64)^25, -E(64)^9, E(64)^9, E(64)^17, -E(64)^17, E(64), -E(64), -E(64)^25, E(64)^25, -E(64)^9, E(64)^9, E(64)^17, -E(64)^17, E(64), -E(64), -E(64)^25, E(64)^25, -E(64)^9, E(64)^9, E(64)^17, -E(64)^17, E(64), -E(64), E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^457, E(576)^457, -E(576)^265, E(576)^265, E(576)^25+E(576)^409, -E(576)^25-E(576)^409, -E(576)^25, E(576)^25, -E(576)^409, E(576)^409, E(576)^337+E(576)^529, -E(576)^337-E(576)^529, -E(576)^529, E(576)^529, -E(576)^337, E(576)^337, E(576)^97+E(576)^481, -E(576)^97-E(576)^481, -E(576)^97, E(576)^97, -E(576)^481, E(576)^481, -E(576)^457, E(576)^457, E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^265, E(576)^265, E(576)^25, -E(576)^25, -E(576)^25-E(576)^409, E(576)^25+E(576)^409, E(576)^409, -E(576)^409, -E(576)^97, E(576)^97, E(576)^97+E(576)^481, -E(576)^97-E(576)^481, -E(576)^481, E(576)^481, -E(576)^529, E(576)^529, E(576)^337+E(576)^529, -E(576)^337-E(576)^529, -E(576)^337, E(576)^337, E(9)^7, E(9)^7, -E(9)^4-E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^4, E(9)^7, E(9)^7, -E(9)^4-E(9)^7, -E(9)^4-E(9)^7, E(9)^4, E(9)^4, -E(9)^7, -E(9)^7, E(9)^4+E(9)^7, E(9)^4+E(9)^7, -E(9)^4, -E(9)^4, -E(9)^7, -E(9)^7, E(9)^4+E(9)^7, E(9)^4+E(9)^7, -E(9)^4, -E(9)^4, -E(144)^91-E(144)^139, E(144)^91+E(144)^139, E(144)^91, -E(144)^91, E(144)^139, -E(144)^139, E(144)^91+E(144)^139, -E(144)^91-E(144)^139, -E(144)^91, E(144)^91, -E(144)^139, E(144)^139, E(144)^31+E(144)^127, -E(144)^31-E(144)^127, -E(144)^127, E(144)^127, -E(144)^31, E(144)^31, -E(144)^31-E(144)^127, E(144)^31+E(144)^127, E(144)^127, -E(144)^127, E(144)^31, -E(144)^31, E(144)^13, E(144)^13, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^109, E(144)^109, -E(144)^13, -E(144)^13, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^109, -E(144)^109, E(144)^13, E(144)^13, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^109, E(144)^109, -E(144)^13, -E(144)^13, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^109, -E(144)^109, E(144)^121, -E(144)^73-E(144)^121, E(144)^73, -E(144)^121, E(144)^73+E(144)^121, -E(144)^73, E(36), E(36), E(36)^25, E(36)^25, -E(36)-E(36)^25, -E(36)-E(36)^25, E(36), E(36), E(36)^25, E(36)^25, -E(36)-E(36)^25, -E(36)-E(36)^25, E(36), E(36), E(36)^25, E(36)^25, -E(36)-E(36)^25, -E(36)-E(36)^25, E(36), E(36), E(36)^25, E(36)^25, -E(36)-E(36)^25, -E(36)-E(36)^25, -E(36)^25, E(36)+E(36)^25, -E(36), -E(36)^25, E(36)+E(36)^25, -E(36), E(144)^109, E(144)^109, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^13, E(144)^13, -E(144)^109, -E(144)^109, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^13, -E(144)^13, E(144)^109, E(144)^109, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^13, E(144)^13, -E(144)^109, -E(144)^109, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^13, -E(144)^13, E(144)^73+E(144)^121, -E(144)^121, -E(144)^73, -E(144)^73-E(144)^121, E(144)^121, E(144)^73, E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^457, E(576)^457, -E(576)^265, E(576)^265, E(576)^25+E(576)^409, -E(576)^25-E(576)^409, -E(576)^25, E(576)^25, -E(576)^409, E(576)^409, -E(576)^337-E(576)^529, E(576)^337+E(576)^529, E(576)^529, -E(576)^529, E(576)^337, -E(576)^337, -E(576)^97-E(576)^481, E(576)^97+E(576)^481, E(576)^97, -E(576)^97, E(576)^481, -E(576)^481, E(576)^25, -E(576)^25, -E(576)^25-E(576)^409, E(576)^25+E(576)^409, E(576)^409, -E(576)^409, E(576)^457, -E(576)^457, -E(576)^265-E(576)^457, E(576)^265+E(576)^457, E(576)^265, -E(576)^265, -E(576)^529, E(576)^529, E(576)^337+E(576)^529, -E(576)^337-E(576)^529, -E(576)^337, E(576)^337, E(576)^97, -E(576)^97, -E(576)^97-E(576)^481, E(576)^97+E(576)^481, E(576)^481, -E(576)^481, E(576)^97+E(576)^481, -E(576)^97-E(576)^481, -E(576)^97, E(576)^97, -E(576)^481, E(576)^481, E(576)^337+E(576)^529, -E(576)^337-E(576)^529, -E(576)^529, E(576)^529, -E(576)^337, E(576)^337, -E(576)^25-E(576)^409, E(576)^25+E(576)^409, E(576)^25, -E(576)^25, E(576)^409, -E(576)^409, -E(576)^265-E(576)^457, E(576)^265+E(576)^457, E(576)^457, -E(576)^457, E(576)^265, -E(576)^265, E(144)^91, -E(144)^91, -E(144)^91-E(144)^139, E(144)^91+E(144)^139, E(144)^139, -E(144)^139, -E(144)^91, E(144)^91, E(144)^91+E(144)^139, -E(144)^91-E(144)^139, -E(144)^139, E(144)^139, -E(144)^127, E(144)^127, E(144)^31+E(144)^127, -E(144)^31-E(144)^127, -E(144)^31, E(144)^31, E(144)^127, -E(144)^127, -E(144)^31-E(144)^127, E(144)^31+E(144)^127, E(144)^31, -E(144)^31, -E(144)^13, -E(144)^13, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^109, -E(144)^109, E(144)^13, E(144)^13, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^109, E(144)^109, -E(144)^13, -E(144)^13, E(144)^13+E(144)^109, E(144)^13+E(144)^109, -E(144)^109, -E(144)^109, E(144)^13, E(144)^13, -E(144)^13-E(144)^109, -E(144)^13-E(144)^109, E(144)^109, E(144)^109, -E(144)^121, E(144)^73+E(144)^121, -E(144)^73, E(144)^121, -E(144)^73-E(144)^121, E(144)^73, E(576)^25+E(576)^409, -E(576)^25-E(576)^409, -E(576)^25, E(576)^25, -E(576)^409, E(576)^409, E(576)^265+E(576)^457, -E(576)^265-E(576)^457, -E(576)^457, E(576)^457, -E(576)^265, E(576)^265, -E(576)^337-E(576)^529, E(576)^337+E(576)^529, E(576)^529, -E(576)^529, E(576)^337, -E(576)^337, E(576)^97+E(576)^481, -E(576)^97-E(576)^481, -E(576)^97, E(576)^97, -E(576)^481, E(576)^481 ];
return rec(S := S, T := T);;