local S, T;
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1/36*E(648)^377, -1/36*E(648)^377, 1/36*E(648)^593, -1/36*E(648)^593, 1/36*E(648)^563, -1/36*E(648)^563, 1/36*E(648)^131, -1/36*E(648)^131, -1/36*E(648)^131-1/36*E(648)^563, 1/36*E(648)^131+1/36*E(648)^563, -1/36*E(648)^401, 1/36*E(648)^401, -1/36*E(648)^617, 1/36*E(648)^617, 1/36*E(648)^401+1/36*E(648)^617, -1/36*E(648)^401-1/36*E(648)^617, 1/36*E(648)^635, -1/36*E(648)^635, -1/36*E(648)^419-1/36*E(648)^635, 1/36*E(648)^419+1/36*E(648)^635, 1/36*E(648)^419, -1/36*E(648)^419, -1/36*E(648)^473, 1/36*E(648)^473, 1/36*E(648)^257+1/36*E(648)^473, -1/36*E(648)^257-1/36*E(648)^473, -1/36*E(648)^257, 1/36*E(648)^257, 1/36*E(648)^491, -1/36*E(648)^491, 1/36*E(648)^59, -1/36*E(648)^59, -1/36*E(648)^59-1/36*E(648)^491, 1/36*E(648)^59+1/36*E(648)^491, -1/36*E(648)^329, 1/36*E(648)^329, -1/36*E(648)^545, 1/36*E(648)^545, 1/36*E(648)^329+1/36*E(648)^545, -1/36*E(648)^329-1/36*E(648)^545, 1/36*E(216)^121, -1/36*E(216)^121, 1/36*E(216)^193, -1/36*E(216)^193, -1/36*E(216)^121-1/36*E(216)^193, 1/36*E(216)^121+1/36*E(216)^193, -1/36*E(216)^67, 1/36*E(216)^67, -1/36*E(216)^139, 1/36*E(216)^139, 1/36*E(216)^67+1/36*E(216)^139, -1/36*E(216)^67-1/36*E(216)^139, -1/36*E(216)-1/36*E(216)^145, 1/36*E(216)+1/36*E(216)^145, 1/36*E(216)^145, -1/36*E(216)^145, 1/36*E(216), -1/36*E(216), 1/36*E(216)^91+1/36*E(216)^163, -1/36*E(216)^91-1/36*E(216)^163, -1/36*E(216)^91, 1/36*E(216)^91, -1/36*E(216)^163, 1/36*E(216)^163, -1/36*E(216)^25-1/36*E(216)^169, 1/36*E(216)^25+1/36*E(216)^169, 1/36*E(216)^169, -1/36*E(216)^169, 1/36*E(216)^25, -1/36*E(216)^25, 1/36*E(216)^115+1/36*E(216)^187, -1/36*E(216)^115-1/36*E(216)^187, -1/36*E(216)^115, 1/36*E(216)^115, -1/36*E(216)^187, 1/36*E(216)^187, -1/36*E(81)^26, 1/36*E(81)^26, 1/36*E(81)^26+1/36*E(81)^53, -1/36*E(81)^26-1/36*E(81)^53, -1/36*E(81)^53, 1/36*E(81)^53, -1/36*E(81)^44, 1/36*E(81)^44, -1/36*E(81)^17, 1/36*E(81)^17, 1/36*E(81)^17+1/36*E(81)^44, -1/36*E(81)^17-1/36*E(81)^44, 1/36*E(81)^35+1/36*E(81)^62, -1/36*E(81)^35-1/36*E(81)^62, -1/36*E(81)^62, 1/36*E(81)^62, -1/36*E(81)^35, 1/36*E(81)^35, 1/36*E(324)^185, -1/36*E(324)^185, -1/36*E(324)^185-1/36*E(324)^293, 1/36*E(324)^185+1/36*E(324)^293, 1/36*E(324)^293, -1/36*E(324)^293, 1/36*E(324)^257, -1/36*E(324)^257, 1/36*E(324)^149, -1/36*E(324)^149, -1/36*E(324)^149-1/36*E(324)^257, 1/36*E(324)^149+1/36*E(324)^257, -1/36*E(324)^5-1/36*E(324)^221, 1/36*E(324)^5+1/36*E(324)^221, 1/36*E(324)^5, -1/36*E(324)^5, 1/36*E(324)^221, -1/36*E(324)^221, -1/36*E(324)^17-1/36*E(324)^233, 1/36*E(324)^233, 1/36*E(324)^17, 1/36*E(324)^269, -1/36*E(324)^161-1/36*E(324)^269, 1/36*E(324)^161, 1/36*E(324)^305, -1/36*E(324)^197-1/36*E(324)^305, 1/36*E(324)^197, 1/36*E(324)^17+1/36*E(324)^233, -1/36*E(324)^233, -1/36*E(324)^17, -1/36*E(324)^269, 1/36*E(324)^161+1/36*E(324)^269, -1/36*E(324)^161, -1/36*E(324)^305, 1/36*E(324)^197+1/36*E(324)^305, -1/36*E(324)^197, -1/36*E(81)^38-1/36*E(81)^65, 1/36*E(81)^38, 1/36*E(81)^65, 1/36*E(81)^47, -1/36*E(81)^20-1/36*E(81)^47, 1/36*E(81)^20, 1/36*E(81)^56, -1/36*E(81)^29-1/36*E(81)^56, 1/36*E(81)^29, 1/36*E(81)^38+1/36*E(81)^65, -1/36*E(81)^38, -1/36*E(81)^65, -1/36*E(81)^47, 1/36*E(81)^20+1/36*E(81)^47, -1/36*E(81)^20, -1/36*E(81)^56, 1/36*E(81)^29+1/36*E(81)^56, -1/36*E(81)^29, 1/36*E(81)^22, -1/36*E(81)^22, -1/36*E(81)^22-1/36*E(81)^49, 1/36*E(81)^22+1/36*E(81)^49, 1/36*E(81)^49, -1/36*E(81)^49, 1/36*E(81)^40, -1/36*E(81)^40, -1/36*E(81)^40-1/36*E(81)^67, 1/36*E(81)^40+1/36*E(81)^67, 1/36*E(81)^67, -1/36*E(81)^67, -1/36*E(81)^31-1/36*E(81)^58, 1/36*E(81)^31+1/36*E(81)^58, 1/36*E(81)^58, -1/36*E(81)^58, 1/36*E(81)^31, -1/36*E(81)^31, -1/36*E(324)^169, 1/36*E(324)^169, 1/36*E(324)^169+1/36*E(324)^277, -1/36*E(324)^169-1/36*E(324)^277, -1/36*E(324)^277, 1/36*E(324)^277, -1/36*E(324)^241, 1/36*E(324)^241, 1/36*E(324)^25+1/36*E(324)^241, -1/36*E(324)^25-1/36*E(324)^241, -1/36*E(324)^25, 1/36*E(324)^25, 1/36*E(324)^205+1/36*E(324)^313, -1/36*E(324)^205-1/36*E(324)^313, -1/36*E(324)^313, 1/36*E(324)^313, -1/36*E(324)^205, 1/36*E(324)^205, -1/36*E(648)^289, 1/36*E(648)^289, -1/36*E(648)^505, 1/36*E(648)^505, 1/36*E(648)^289+1/36*E(648)^505, -1/36*E(648)^289-1/36*E(648)^505, -1/36*E(648)^451, 1/36*E(648)^451, -1/36*E(648)^19, 1/36*E(648)^19, 1/36*E(648)^19+1/36*E(648)^451, -1/36*E(648)^19-1/36*E(648)^451, -1/36*E(648)^361, 1/36*E(648)^361, -1/36*E(648)^577, 1/36*E(648)^577, 1/36*E(648)^361+1/36*E(648)^577, -1/36*E(648)^361-1/36*E(648)^577, -1/36*E(648)^523, 1/36*E(648)^523, -1/36*E(648)^91, 1/36*E(648)^91, 1/36*E(648)^91+1/36*E(648)^523, -1/36*E(648)^91-1/36*E(648)^523, -1/36*E(648)^217, 1/36*E(648)^217, -1/36*E(648)^433, 1/36*E(648)^433, 1/36*E(648)^217+1/36*E(648)^433, -1/36*E(648)^217-1/36*E(648)^433, -1/36*E(648)^379, 1/36*E(648)^379, -1/36*E(648)^595, 1/36*E(648)^595, 1/36*E(648)^379+1/36*E(648)^595, -1/36*E(648)^379-1/36*E(648)^595, 1/36*E(648)^385, -1/36*E(648)^385, 1/36*E(648)^601, -1/36*E(648)^601, -1/36*E(648)^385-1/36*E(648)^601, 1/36*E(648)^385+1/36*E(648)^601, 1/36*E(648)^547, -1/36*E(648)^547, 1/36*E(648)^115, -1/36*E(648)^115, -1/36*E(648)^115-1/36*E(648)^547, 1/36*E(648)^115+1/36*E(648)^547, 1/36*E(648)^457, -1/36*E(648)^457, -1/36*E(648)^241-1/36*E(648)^457, 1/36*E(648)^241+1/36*E(648)^457, 1/36*E(648)^241, -1/36*E(648)^241, 1/36*E(648)^619, -1/36*E(648)^619, -1/36*E(648)^403-1/36*E(648)^619, 1/36*E(648)^403+1/36*E(648)^619, 1/36*E(648)^403, -1/36*E(648)^403, 1/36*E(648)^313, -1/36*E(648)^313, 1/36*E(648)^529, -1/36*E(648)^529, -1/36*E(648)^313-1/36*E(648)^529, 1/36*E(648)^313+1/36*E(648)^529, 1/36*E(648)^475, -1/36*E(648)^475, 1/36*E(648)^43, -1/36*E(648)^43, -1/36*E(648)^43-1/36*E(648)^475, 1/36*E(648)^43+1/36*E(648)^475, 1/36*E(648)^617, -1/36*E(648)^617, -1/36*E(648)^401-1/36*E(648)^617, 1/36*E(648)^401+1/36*E(648)^617, 1/36*E(648)^401, -1/36*E(648)^401, 1/36*E(648)^131, -1/36*E(648)^131, -1/36*E(648)^131-1/36*E(648)^563, 1/36*E(648)^131+1/36*E(648)^563, 1/36*E(648)^563, -1/36*E(648)^563, -1/36*E(648)^257-1/36*E(648)^473, 1/36*E(648)^257+1/36*E(648)^473, 1/36*E(648)^257, -1/36*E(648)^257, 1/36*E(648)^473, -1/36*E(648)^473, -1/36*E(648)^419-1/36*E(648)^635, 1/36*E(648)^419+1/36*E(648)^635, 1/36*E(648)^419, -1/36*E(648)^419, 1/36*E(648)^635, -1/36*E(648)^635, 1/36*E(648)^545, -1/36*E(648)^545, -1/36*E(648)^329-1/36*E(648)^545, 1/36*E(648)^329+1/36*E(648)^545, 1/36*E(648)^329, -1/36*E(648)^329, 1/36*E(648)^59, -1/36*E(648)^59, -1/36*E(648)^59-1/36*E(648)^491, 1/36*E(648)^59+1/36*E(648)^491, 1/36*E(648)^491, -1/36*E(648)^491, -1/36*E(81)^47, 1/36*E(81)^47, -1/36*E(81)^20, 1/36*E(81)^20, 1/36*E(81)^20+1/36*E(81)^47, -1/36*E(81)^20-1/36*E(81)^47, -1/36*E(81)^65, 1/36*E(81)^65, -1/36*E(81)^38, 1/36*E(81)^38, 1/36*E(81)^38+1/36*E(81)^65, -1/36*E(81)^38-1/36*E(81)^65, -1/36*E(81)^29, 1/36*E(81)^29, 1/36*E(81)^29+1/36*E(81)^56, -1/36*E(81)^29-1/36*E(81)^56, -1/36*E(81)^56, 1/36*E(81)^56, -1/36*E(324)^269, 1/36*E(324)^269, -1/36*E(324)^161, 1/36*E(324)^161, 1/36*E(324)^161+1/36*E(324)^269, -1/36*E(324)^161-1/36*E(324)^269, -1/36*E(324)^17, 1/36*E(324)^17, -1/36*E(324)^233, 1/36*E(324)^233, 1/36*E(324)^17+1/36*E(324)^233, -1/36*E(324)^17-1/36*E(324)^233, -1/36*E(324)^197, 1/36*E(324)^197, 1/36*E(324)^197+1/36*E(324)^305, -1/36*E(324)^197-1/36*E(324)^305, -1/36*E(324)^305, 1/36*E(324)^305, 1/36*E(648)^403+1/36*E(648)^619, -1/36*E(648)^403-1/36*E(648)^619, -1/36*E(648)^403, 1/36*E(648)^403, -1/36*E(648)^619, 1/36*E(648)^619, -1/36*E(648)^241-1/36*E(648)^457, 1/36*E(648)^241+1/36*E(648)^457, 1/36*E(648)^241, -1/36*E(648)^241, 1/36*E(648)^457, -1/36*E(648)^457, 1/36*E(648)^43+1/36*E(648)^475, -1/36*E(648)^43-1/36*E(648)^475, -1/36*E(648)^475, 1/36*E(648)^475, -1/36*E(648)^43, 1/36*E(648)^43, -1/36*E(648)^313-1/36*E(648)^529, 1/36*E(648)^313+1/36*E(648)^529, 1/36*E(648)^313, -1/36*E(648)^313, 1/36*E(648)^529, -1/36*E(648)^529, -1/36*E(648)^115, 1/36*E(648)^115, 1/36*E(648)^115+1/36*E(648)^547, -1/36*E(648)^115-1/36*E(648)^547, -1/36*E(648)^547, 1/36*E(648)^547, 1/36*E(648)^601, -1/36*E(648)^601, -1/36*E(648)^385-1/36*E(648)^601, 1/36*E(648)^385+1/36*E(648)^601, 1/36*E(648)^385, -1/36*E(648)^385 ]];
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, 1, 1, 1, 1, 1, 1, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, E(16)^3, -E(16)^3, E(16)^7, -E(16)^7, -E(81)^26-E(81)^53, E(81)^26, E(81)^53, E(81)^35, E(81)^62, -E(81)^35-E(81)^62, E(81)^44, -E(81)^17-E(81)^44, E(81)^17, -E(81)^26-E(81)^53, E(81)^26, E(81)^53, E(81)^35, E(81)^62, -E(81)^35-E(81)^62, E(81)^44, -E(81)^17-E(81)^44, E(81)^17, -E(81)^26-E(81)^53, E(81)^26, E(81)^53, E(81)^35, E(81)^62, -E(81)^35-E(81)^62, E(81)^44, -E(81)^17-E(81)^44, E(81)^17, -E(81)^26-E(81)^53, E(81)^26, E(81)^53, E(81)^35, E(81)^62, -E(81)^35-E(81)^62, E(81)^44, -E(81)^17-E(81)^44, E(81)^17, 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(4), -E(4), E(4), E(4), -E(4), -E(4), E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(1296)^263+E(1296)^1127, -E(1296)^263-E(1296)^1127, -E(1296)^1127, E(1296)^1127, -E(1296)^263, E(1296)^263, -E(1296)^803-E(1296)^1235, E(1296)^803+E(1296)^1235, E(1296)^803, -E(1296)^803, E(1296)^1235, -E(1296)^1235, -E(1296)^839, E(1296)^839, -E(1296)^1271, E(1296)^1271, E(1296)^839+E(1296)^1271, -E(1296)^839-E(1296)^1271, E(1296)^515, -E(1296)^515, E(1296)^947, -E(1296)^947, -E(1296)^515-E(1296)^947, E(1296)^515+E(1296)^947, E(1296)^119+E(1296)^983, -E(1296)^119-E(1296)^983, -E(1296)^983, E(1296)^983, -E(1296)^119, E(1296)^119, -E(1296)^659-E(1296)^1091, E(1296)^659+E(1296)^1091, E(1296)^659, -E(1296)^659, E(1296)^1091, -E(1296)^1091, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, -E(16)^3, E(16)^3, E(16)^7, -E(16)^7, E(144)^95, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, -E(144)^95, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, E(144)^143, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^143, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, -E(81)^32-E(81)^59, E(81)^59, E(81)^32, -E(81)^23-E(81)^50, E(81)^50, E(81)^23, E(81)^14, -E(81)^14-E(81)^41, E(81)^41, -E(81)^32-E(81)^59, E(81)^59, E(81)^32, -E(81)^23-E(81)^50, E(81)^50, E(81)^23, E(81)^14, -E(81)^14-E(81)^41, E(81)^41, -E(81)^32-E(81)^59, E(81)^59, E(81)^32, -E(81)^23-E(81)^50, E(81)^50, E(81)^23, E(81)^14, -E(81)^14-E(81)^41, E(81)^41, -E(81)^32-E(81)^59, E(81)^59, E(81)^32, -E(81)^23-E(81)^50, E(81)^50, E(81)^23, E(81)^14, -E(81)^14-E(81)^41, E(81)^41, E(324)^149, E(324)^149, -E(324)^149-E(324)^257, -E(324)^149-E(324)^257, E(324)^257, E(324)^257, E(324)^221, E(324)^221, -E(324)^5-E(324)^221, -E(324)^5-E(324)^221, E(324)^5, E(324)^5, -E(324)^185-E(324)^293, -E(324)^185-E(324)^293, E(324)^293, E(324)^293, E(324)^185, E(324)^185, -E(324)^149, -E(324)^149, E(324)^149+E(324)^257, E(324)^149+E(324)^257, -E(324)^257, -E(324)^257, -E(324)^221, -E(324)^221, E(324)^5+E(324)^221, E(324)^5+E(324)^221, -E(324)^5, -E(324)^5, E(324)^185+E(324)^293, E(324)^185+E(324)^293, -E(324)^293, -E(324)^293, -E(324)^185, -E(324)^185, E(81)^65, -E(81)^38-E(81)^65, E(81)^38, E(81)^47, -E(81)^20-E(81)^47, E(81)^20, -E(81)^29-E(81)^56, E(81)^29, E(81)^56, E(81)^65, -E(81)^38-E(81)^65, E(81)^38, E(81)^47, -E(81)^20-E(81)^47, E(81)^20, -E(81)^29-E(81)^56, E(81)^29, E(81)^56, E(81)^65, -E(81)^38-E(81)^65, E(81)^38, E(81)^47, -E(81)^20-E(81)^47, E(81)^20, -E(81)^29-E(81)^56, E(81)^29, E(81)^56, E(81)^65, -E(81)^38-E(81)^65, E(81)^38, E(81)^47, -E(81)^20-E(81)^47, E(81)^20, -E(81)^29-E(81)^56, E(81)^29, E(81)^56, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17, E(36)^17, E(36)^17, E(36)^17, E(36)^17, E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, E(36)^29, E(36)^29, E(36)^29, E(36)^29, E(36)^29, E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^5, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, E(9)^2, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, -E(9)^2-E(9)^5, E(1296)^755+E(1296)^1187, -E(1296)^755-E(1296)^1187, -E(1296)^1187, E(1296)^1187, -E(1296)^755, E(1296)^755, E(1296)^215+E(1296)^1079, -E(1296)^215-E(1296)^1079, -E(1296)^215, E(1296)^215, -E(1296)^1079, E(1296)^1079, -E(1296)^611, E(1296)^611, E(1296)^611+E(1296)^1043, -E(1296)^611-E(1296)^1043, -E(1296)^1043, E(1296)^1043, -E(1296)^935, E(1296)^935, E(1296)^71+E(1296)^935, -E(1296)^71-E(1296)^935, -E(1296)^71, E(1296)^71, E(1296)^467+E(1296)^899, -E(1296)^467-E(1296)^899, -E(1296)^899, E(1296)^899, -E(1296)^467, E(1296)^467, E(1296)^791+E(1296)^1223, -E(1296)^791-E(1296)^1223, -E(1296)^1223, E(1296)^1223, -E(1296)^791, E(1296)^791, E(1296)^263+E(1296)^1127, -E(1296)^263-E(1296)^1127, -E(1296)^1127, E(1296)^1127, -E(1296)^263, E(1296)^263, E(1296)^803+E(1296)^1235, -E(1296)^803-E(1296)^1235, -E(1296)^803, E(1296)^803, -E(1296)^1235, E(1296)^1235, -E(1296)^839, E(1296)^839, -E(1296)^1271, E(1296)^1271, E(1296)^839+E(1296)^1271, -E(1296)^839-E(1296)^1271, -E(1296)^515, E(1296)^515, -E(1296)^947, E(1296)^947, E(1296)^515+E(1296)^947, -E(1296)^515-E(1296)^947, E(1296)^119+E(1296)^983, -E(1296)^119-E(1296)^983, -E(1296)^983, E(1296)^983, -E(1296)^119, E(1296)^119, E(1296)^659+E(1296)^1091, -E(1296)^659-E(1296)^1091, -E(1296)^659, E(1296)^659, -E(1296)^1091, E(1296)^1091, E(1296)^1283, -E(1296)^1283, -E(1296)^851-E(1296)^1283, E(1296)^851+E(1296)^1283, E(1296)^851, -E(1296)^851, E(1296)^311, -E(1296)^311, -E(1296)^311-E(1296)^1175, E(1296)^311+E(1296)^1175, E(1296)^1175, -E(1296)^1175, E(1296)^563, -E(1296)^563, E(1296)^995, -E(1296)^995, -E(1296)^563-E(1296)^995, E(1296)^563+E(1296)^995, E(1296)^887, -E(1296)^887, E(1296)^23, -E(1296)^23, -E(1296)^23-E(1296)^887, E(1296)^23+E(1296)^887, E(1296)^707, -E(1296)^707, E(1296)^1139, -E(1296)^1139, -E(1296)^707-E(1296)^1139, E(1296)^707+E(1296)^1139, E(1296)^1031, -E(1296)^1031, E(1296)^167, -E(1296)^167, -E(1296)^167-E(1296)^1031, E(1296)^167+E(1296)^1031, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, E(324)^281, E(324)^281, -E(324)^173-E(324)^281, -E(324)^173-E(324)^281, E(324)^173, E(324)^173, -E(324)^209-E(324)^317, -E(324)^209-E(324)^317, E(324)^209, E(324)^209, E(324)^317, E(324)^317, E(324)^137, E(324)^137, E(324)^245, E(324)^245, -E(324)^137-E(324)^245, -E(324)^137-E(324)^245, -E(324)^281, -E(324)^281, E(324)^173+E(324)^281, E(324)^173+E(324)^281, -E(324)^173, -E(324)^173, E(324)^209+E(324)^317, E(324)^209+E(324)^317, -E(324)^209, -E(324)^209, -E(324)^317, -E(324)^317, -E(324)^137, -E(324)^137, -E(324)^245, -E(324)^245, E(324)^137+E(324)^245, E(324)^137+E(324)^245, E(81)^65, E(81)^38, -E(81)^38-E(81)^65, -E(81)^29-E(81)^56, E(81)^56, E(81)^29, E(81)^47, E(81)^20, -E(81)^20-E(81)^47, E(81)^65, E(81)^38, -E(81)^38-E(81)^65, -E(81)^29-E(81)^56, E(81)^56, E(81)^29, E(81)^47, E(81)^20, -E(81)^20-E(81)^47, E(81)^65, E(81)^38, -E(81)^38-E(81)^65, -E(81)^29-E(81)^56, E(81)^56, E(81)^29, E(81)^47, E(81)^20, -E(81)^20-E(81)^47, E(81)^65, E(81)^38, -E(81)^38-E(81)^65, -E(81)^29-E(81)^56, E(81)^56, E(81)^29, E(81)^47, E(81)^20, -E(81)^20-E(81)^47, -E(324)^17, -E(324)^17, -E(324)^233, -E(324)^233, E(324)^17+E(324)^233, E(324)^17+E(324)^233, -E(324)^305, -E(324)^305, -E(324)^197, -E(324)^197, E(324)^197+E(324)^305, E(324)^197+E(324)^305, E(324)^161+E(324)^269, E(324)^161+E(324)^269, -E(324)^269, -E(324)^269, -E(324)^161, -E(324)^161, E(324)^17, E(324)^17, E(324)^233, E(324)^233, -E(324)^17-E(324)^233, -E(324)^17-E(324)^233, E(324)^305, E(324)^305, E(324)^197, E(324)^197, -E(324)^197-E(324)^305, -E(324)^197-E(324)^305, -E(324)^161-E(324)^269, -E(324)^161-E(324)^269, E(324)^269, E(324)^269, E(324)^161, E(324)^161, -E(81)^14-E(81)^41, E(81)^14, E(81)^41, -E(81)^23-E(81)^50, E(81)^23, E(81)^50, E(81)^59, -E(81)^32-E(81)^59, E(81)^32, -E(81)^14-E(81)^41, E(81)^14, E(81)^41, -E(81)^23-E(81)^50, E(81)^23, E(81)^50, E(81)^59, -E(81)^32-E(81)^59, E(81)^32, -E(81)^14-E(81)^41, E(81)^14, E(81)^41, -E(81)^23-E(81)^50, E(81)^23, E(81)^50, E(81)^59, -E(81)^32-E(81)^59, E(81)^32, -E(81)^14-E(81)^41, E(81)^14, E(81)^41, -E(81)^23-E(81)^50, E(81)^23, E(81)^50, E(81)^59, -E(81)^32-E(81)^59, E(81)^32, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, -E(36)^17-E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^17+E(36)^29, E(36)^29, E(36)^29, E(36)^29, E(36)^29, E(36)^29, E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, -E(36)^29, E(36)^17, E(36)^17, E(36)^17, E(36)^17, E(36)^17, E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, -E(36)^17, E(1296)^467, -E(1296)^467, -E(1296)^467-E(1296)^899, E(1296)^467+E(1296)^899, E(1296)^899, -E(1296)^899, -E(1296)^791, E(1296)^791, E(1296)^791+E(1296)^1223, -E(1296)^791-E(1296)^1223, -E(1296)^1223, E(1296)^1223, E(1296)^755, -E(1296)^755, -E(1296)^755-E(1296)^1187, E(1296)^755+E(1296)^1187, E(1296)^1187, -E(1296)^1187, -E(1296)^1079, E(1296)^1079, E(1296)^215+E(1296)^1079, -E(1296)^215-E(1296)^1079, -E(1296)^215, E(1296)^215, -E(1296)^611-E(1296)^1043, E(1296)^611+E(1296)^1043, E(1296)^1043, -E(1296)^1043, E(1296)^611, -E(1296)^611, E(1296)^71+E(1296)^935, -E(1296)^71-E(1296)^935, -E(1296)^71, E(1296)^71, -E(1296)^935, E(1296)^935, E(1296)^707, -E(1296)^707, -E(1296)^707-E(1296)^1139, E(1296)^707+E(1296)^1139, E(1296)^1139, -E(1296)^1139, E(1296)^1031, -E(1296)^1031, -E(1296)^167-E(1296)^1031, E(1296)^167+E(1296)^1031, E(1296)^167, -E(1296)^167, -E(1296)^563-E(1296)^995, E(1296)^563+E(1296)^995, E(1296)^995, -E(1296)^995, E(1296)^563, -E(1296)^563, -E(1296)^23-E(1296)^887, E(1296)^23+E(1296)^887, E(1296)^23, -E(1296)^23, E(1296)^887, -E(1296)^887, E(1296)^1283, -E(1296)^1283, E(1296)^851, -E(1296)^851, -E(1296)^851-E(1296)^1283, E(1296)^851+E(1296)^1283, E(1296)^311, -E(1296)^311, E(1296)^1175, -E(1296)^1175, -E(1296)^311-E(1296)^1175, E(1296)^311+E(1296)^1175, E(1296)^167, -E(1296)^167, -E(1296)^167-E(1296)^1031, E(1296)^167+E(1296)^1031, E(1296)^1031, -E(1296)^1031, E(1296)^1139, -E(1296)^1139, -E(1296)^707-E(1296)^1139, E(1296)^707+E(1296)^1139, E(1296)^707, -E(1296)^707, -E(1296)^311-E(1296)^1175, E(1296)^311+E(1296)^1175, E(1296)^1175, -E(1296)^1175, E(1296)^311, -E(1296)^311, -E(1296)^851-E(1296)^1283, E(1296)^851+E(1296)^1283, E(1296)^851, -E(1296)^851, E(1296)^1283, -E(1296)^1283, E(1296)^887, -E(1296)^887, E(1296)^23, -E(1296)^23, -E(1296)^23-E(1296)^887, E(1296)^23+E(1296)^887, E(1296)^563, -E(1296)^563, E(1296)^995, -E(1296)^995, -E(1296)^563-E(1296)^995, E(1296)^563+E(1296)^995, E(1296)^611+E(1296)^1043, -E(1296)^611-E(1296)^1043, -E(1296)^611, E(1296)^611, -E(1296)^1043, E(1296)^1043, E(1296)^71+E(1296)^935, -E(1296)^71-E(1296)^935, -E(1296)^935, E(1296)^935, -E(1296)^71, E(1296)^71, -E(1296)^1187, E(1296)^1187, E(1296)^755+E(1296)^1187, -E(1296)^755-E(1296)^1187, -E(1296)^755, E(1296)^755, -E(1296)^215, E(1296)^215, E(1296)^215+E(1296)^1079, -E(1296)^215-E(1296)^1079, -E(1296)^1079, E(1296)^1079, -E(1296)^467, E(1296)^467, -E(1296)^899, E(1296)^899, E(1296)^467+E(1296)^899, -E(1296)^467-E(1296)^899, -E(1296)^791, E(1296)^791, -E(1296)^1223, E(1296)^1223, E(1296)^791+E(1296)^1223, -E(1296)^791-E(1296)^1223, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^143, E(144)^143, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^107, E(144)^107, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, -E(144)^95, E(144)^95, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, -E(144)^59, E(144)^59, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^95+E(144)^143, -E(144)^95-E(144)^143, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(144)^59+E(144)^107, -E(144)^59-E(144)^107, E(324)^233, E(324)^233, E(324)^17, E(324)^17, -E(324)^17-E(324)^233, -E(324)^17-E(324)^233, E(324)^269, E(324)^269, -E(324)^161-E(324)^269, -E(324)^161-E(324)^269, E(324)^161, E(324)^161, E(324)^197, E(324)^197, E(324)^305, E(324)^305, -E(324)^197-E(324)^305, -E(324)^197-E(324)^305, -E(324)^233, -E(324)^233, -E(324)^17, -E(324)^17, E(324)^17+E(324)^233, E(324)^17+E(324)^233, -E(324)^269, -E(324)^269, E(324)^161+E(324)^269, E(324)^161+E(324)^269, -E(324)^161, -E(324)^161, -E(324)^197, -E(324)^197, -E(324)^305, -E(324)^305, E(324)^197+E(324)^305, E(324)^197+E(324)^305, -E(81)^35-E(81)^62, E(81)^62, E(81)^35, E(81)^53, E(81)^26, -E(81)^26-E(81)^53, E(81)^44, E(81)^17, -E(81)^17-E(81)^44, -E(81)^35-E(81)^62, E(81)^62, E(81)^35, E(81)^53, E(81)^26, -E(81)^26-E(81)^53, E(81)^44, E(81)^17, -E(81)^17-E(81)^44, -E(81)^35-E(81)^62, E(81)^62, E(81)^35, E(81)^53, E(81)^26, -E(81)^26-E(81)^53, E(81)^44, E(81)^17, -E(81)^17-E(81)^44, -E(81)^35-E(81)^62, E(81)^62, E(81)^35, E(81)^53, E(81)^26, -E(81)^26-E(81)^53, E(81)^44, E(81)^17, -E(81)^17-E(81)^44, E(324)^209, E(324)^209, -E(324)^209-E(324)^317, -E(324)^209-E(324)^317, E(324)^317, E(324)^317, -E(324)^173-E(324)^281, -E(324)^173-E(324)^281, E(324)^281, E(324)^281, E(324)^173, E(324)^173, -E(324)^137-E(324)^245, -E(324)^137-E(324)^245, E(324)^245, E(324)^245, E(324)^137, E(324)^137, -E(324)^209, -E(324)^209, E(324)^209+E(324)^317, E(324)^209+E(324)^317, -E(324)^317, -E(324)^317, E(324)^173+E(324)^281, E(324)^173+E(324)^281, -E(324)^281, -E(324)^281, -E(324)^173, -E(324)^173, E(324)^137+E(324)^245, E(324)^137+E(324)^245, -E(324)^245, -E(324)^245, -E(324)^137, -E(324)^137, -E(1296)^851, E(1296)^851, E(1296)^851+E(1296)^1283, -E(1296)^851-E(1296)^1283, -E(1296)^1283, E(1296)^1283, E(1296)^1175, -E(1296)^1175, -E(1296)^311-E(1296)^1175, E(1296)^311+E(1296)^1175, E(1296)^311, -E(1296)^311, E(1296)^707+E(1296)^1139, -E(1296)^707-E(1296)^1139, -E(1296)^1139, E(1296)^1139, -E(1296)^707, E(1296)^707, -E(1296)^167-E(1296)^1031, E(1296)^167+E(1296)^1031, E(1296)^167, -E(1296)^167, E(1296)^1031, -E(1296)^1031, E(1296)^563+E(1296)^995, -E(1296)^563-E(1296)^995, -E(1296)^995, E(1296)^995, -E(1296)^563, E(1296)^563, -E(1296)^23-E(1296)^887, E(1296)^23+E(1296)^887, E(1296)^23, -E(1296)^23, E(1296)^887, -E(1296)^887, E(1296)^263, -E(1296)^263, E(1296)^1127, -E(1296)^1127, -E(1296)^263-E(1296)^1127, E(1296)^263+E(1296)^1127, -E(1296)^1235, E(1296)^1235, -E(1296)^803, E(1296)^803, E(1296)^803+E(1296)^1235, -E(1296)^803-E(1296)^1235, E(1296)^119, -E(1296)^119, E(1296)^983, -E(1296)^983, -E(1296)^119-E(1296)^983, E(1296)^119+E(1296)^983, -E(1296)^1091, E(1296)^1091, -E(1296)^659, E(1296)^659, E(1296)^659+E(1296)^1091, -E(1296)^659-E(1296)^1091, -E(1296)^839-E(1296)^1271, E(1296)^839+E(1296)^1271, E(1296)^1271, -E(1296)^1271, E(1296)^839, -E(1296)^839, E(1296)^515+E(1296)^947, -E(1296)^515-E(1296)^947, -E(1296)^947, E(1296)^947, -E(1296)^515, E(1296)^515, E(1296)^611, -E(1296)^611, E(1296)^1043, -E(1296)^1043, -E(1296)^611-E(1296)^1043, E(1296)^611+E(1296)^1043, -E(1296)^935, E(1296)^935, -E(1296)^71, E(1296)^71, E(1296)^71+E(1296)^935, -E(1296)^71-E(1296)^935, -E(1296)^755-E(1296)^1187, E(1296)^755+E(1296)^1187, E(1296)^755, -E(1296)^755, E(1296)^1187, -E(1296)^1187, E(1296)^215+E(1296)^1079, -E(1296)^215-E(1296)^1079, -E(1296)^1079, E(1296)^1079, -E(1296)^215, E(1296)^215, E(1296)^899, -E(1296)^899, -E(1296)^467-E(1296)^899, E(1296)^467+E(1296)^899, E(1296)^467, -E(1296)^467, -E(1296)^1223, E(1296)^1223, E(1296)^791+E(1296)^1223, -E(1296)^791-E(1296)^1223, -E(1296)^791, E(1296)^791, E(324)^293, E(324)^293, -E(324)^185-E(324)^293, -E(324)^185-E(324)^293, E(324)^185, E(324)^185, E(324)^221, E(324)^221, E(324)^5, E(324)^5, -E(324)^5-E(324)^221, -E(324)^5-E(324)^221, -E(324)^149-E(324)^257, -E(324)^149-E(324)^257, E(324)^149, E(324)^149, E(324)^257, E(324)^257, -E(324)^293, -E(324)^293, E(324)^185+E(324)^293, E(324)^185+E(324)^293, -E(324)^185, -E(324)^185, -E(324)^221, -E(324)^221, -E(324)^5, -E(324)^5, E(324)^5+E(324)^221, E(324)^5+E(324)^221, E(324)^149+E(324)^257, E(324)^149+E(324)^257, -E(324)^149, -E(324)^149, -E(324)^257, -E(324)^257, E(1296)^983, -E(1296)^983, -E(1296)^119-E(1296)^983, E(1296)^119+E(1296)^983, E(1296)^119, -E(1296)^119, E(1296)^659, -E(1296)^659, -E(1296)^659-E(1296)^1091, E(1296)^659+E(1296)^1091, E(1296)^1091, -E(1296)^1091, E(1296)^839, -E(1296)^839, -E(1296)^839-E(1296)^1271, E(1296)^839+E(1296)^1271, E(1296)^1271, -E(1296)^1271, E(1296)^515, -E(1296)^515, -E(1296)^515-E(1296)^947, E(1296)^515+E(1296)^947, E(1296)^947, -E(1296)^947, E(1296)^1127, -E(1296)^1127, -E(1296)^263-E(1296)^1127, E(1296)^263+E(1296)^1127, E(1296)^263, -E(1296)^263, E(1296)^803, -E(1296)^803, -E(1296)^803-E(1296)^1235, E(1296)^803+E(1296)^1235, E(1296)^1235, -E(1296)^1235 ];
return rec(S := S, T := T);;