local S, T;
S := [[ 1/54, 1/54, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/2, 1/2, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27 ], [ 1/54, 1/54, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, -1/2, -1/2, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27, 1/27 ], [ 1/27, 1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 0, 0, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27 ], [ 1/27, 1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 0, 0, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27*E(9)^2-1/27*E(9)^4-1/27*E(9)^5-1/27*E(9)^7, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, -1/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 2/27, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 1/27*E(9)^2+1/27*E(9)^7, 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-1/27*E(243)^71-1/27*E(243)^91-1/27*E(243)^152-1/27*E(243)^172, 1/27*E(243)^118+1/27*E(243)^125, 1/27*E(243)^44+1/27*E(243)^199, -1/27*E(243)^44-1/27*E(243)^118-1/27*E(243)^125-1/27*E(243)^199, 1/27*E(243)^64+1/27*E(243)^179, 1/27*E(243)^98+1/27*E(243)^145, -1/27*E(243)^64-1/27*E(243)^98-1/27*E(243)^145-1/27*E(243)^179, 1/27*E(729)^343+1/27*E(729)^386, 1/27*E(729)^143+1/27*E(729)^586, -1/27*E(729)^143-1/27*E(729)^343-1/27*E(729)^386-1/27*E(729)^586, 1/27*E(729)^305+1/27*E(729)^424, -1/27*E(729)^181-1/27*E(729)^305-1/27*E(729)^424-1/27*E(729)^548, 1/27*E(729)^181+1/27*E(729)^548, 1/27*E(729)^262+1/27*E(729)^467, 1/27*E(729)^224+1/27*E(729)^505, -1/27*E(729)^224-1/27*E(729)^262-1/27*E(729)^467-1/27*E(729)^505, 1/27*E(729)^359+1/27*E(729)^370, -1/27*E(729)^127-1/27*E(729)^359-1/27*E(729)^370-1/27*E(729)^602, 1/27*E(729)^127+1/27*E(729)^602, 1/27*E(729)^278+1/27*E(729)^451, -1/27*E(729)^208-1/27*E(729)^278-1/27*E(729)^451-1/27*E(729)^521, 1/27*E(729)^208+1/27*E(729)^521, 1/27*E(729)^289+1/27*E(729)^440, 1/27*E(729)^197+1/27*E(729)^532, -1/27*E(729)^197-1/27*E(729)^289-1/27*E(729)^440-1/27*E(729)^532, 1/27*E(729)^316+1/27*E(729)^413, 1/27*E(729)^170+1/27*E(729)^559, -1/27*E(729)^170-1/27*E(729)^316-1/27*E(729)^413-1/27*E(729)^559, 1/27*E(729)^332+1/27*E(729)^397, -1/27*E(729)^154-1/27*E(729)^332-1/27*E(729)^397-1/27*E(729)^575, 1/27*E(729)^154+1/27*E(729)^575, 1/27*E(729)^235+1/27*E(729)^494, 1/27*E(729)^251+1/27*E(729)^478, -1/27*E(729)^235-1/27*E(729)^251-1/27*E(729)^478-1/27*E(729)^494, 1/27*E(729)^271+1/27*E(729)^458, -1/27*E(729)^215-1/27*E(729)^271-1/27*E(729)^458-1/27*E(729)^514, 1/27*E(729)^215+1/27*E(729)^514, 1/27*E(729)^190+1/27*E(729)^539, -1/27*E(729)^190-1/27*E(729)^296-1/27*E(729)^433-1/27*E(729)^539, 1/27*E(729)^296+1/27*E(729)^433, 1/27*E(729)^352+1/27*E(729)^377, -1/27*E(729)^134-1/27*E(729)^352-1/27*E(729)^377-1/27*E(729)^595, 1/27*E(729)^134+1/27*E(729)^595, 1/27*E(729)^244+1/27*E(729)^485, -1/27*E(729)^242-1/27*E(729)^244-1/27*E(729)^485-1/27*E(729)^487, 1/27*E(729)^242+1/27*E(729)^487, 1/27*E(729)^163+1/27*E(729)^566, -1/27*E(729)^163-1/27*E(729)^323-1/27*E(729)^406-1/27*E(729)^566, 1/27*E(729)^323+1/27*E(729)^406, 1/27*E(729)^325+1/27*E(729)^404, -1/27*E(729)^161-1/27*E(729)^325-1/27*E(729)^404-1/27*E(729)^568, 1/27*E(729)^161+1/27*E(729)^568, 1/27*E(729)^298+1/27*E(729)^431, -1/27*E(729)^188-1/27*E(729)^298-1/27*E(729)^431-1/27*E(729)^541, 1/27*E(729)^188+1/27*E(729)^541, 1/27*E(729)^217+1/27*E(729)^512, -1/27*E(729)^217-1/27*E(729)^269-1/27*E(729)^460-1/27*E(729)^512, 1/27*E(729)^269+1/27*E(729)^460, 1/27*E(729)^350+1/27*E(729)^379, 1/27*E(729)^136+1/27*E(729)^593, -1/27*E(729)^136-1/27*E(729)^350-1/27*E(729)^379-1/27*E(729)^593 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, 1, -E(729)^133-E(729)^376, E(729)^133, E(729)^376, E(729)^457, -E(729)^214-E(729)^457, E(729)^214, -E(729)^295-E(729)^538, E(729)^295, E(729)^538, E(729)^565, -E(729)^322-E(729)^565, E(729)^322, E(729)^403, -E(729)^160-E(729)^403, E(729)^160, -E(729)^241-E(729)^484, E(729)^241, E(729)^484, -E(729)^187-E(729)^430, E(729)^187, E(729)^430, E(729)^511, -E(729)^268-E(729)^511, E(729)^268, -E(729)^349-E(729)^592, E(729)^349, E(729)^592, E(81)^25, E(81)^25, E(81)^25, -E(81)^25-E(81)^52, -E(81)^25-E(81)^52, -E(81)^25-E(81)^52, E(81)^52, E(81)^52, E(81)^52, E(81)^43, E(81)^43, E(81)^43, E(81)^16, E(81)^16, E(81)^16, -E(81)^16-E(81)^43, -E(81)^16-E(81)^43, -E(81)^16-E(81)^43, E(81)^61, E(81)^61, E(81)^61, E(81)^34, E(81)^34, E(81)^34, -E(81)^34-E(81)^61, -E(81)^34-E(81)^61, -E(81)^34-E(81)^61, -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)^4, E(9)^4, E(9)^4, E(9)^4, E(9)^4, E(9)^4, E(9)^4, E(9)^4, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(9)^7, E(729)^397, E(729)^154, -E(729)^154-E(729)^397, -E(729)^316-E(729)^559, E(729)^559, E(729)^316, -E(729)^235-E(729)^478, E(729)^478, E(729)^235, E(729)^289, -E(729)^289-E(729)^532, E(729)^532, -E(729)^208-E(729)^451, E(729)^451, E(729)^208, -E(729)^127-E(729)^370, E(729)^370, E(729)^127, E(729)^505, E(729)^262, -E(729)^262-E(729)^505, E(729)^181, -E(729)^181-E(729)^424, E(729)^424, -E(729)^343-E(729)^586, E(729)^586, E(729)^343, E(729)^421, -E(729)^178-E(729)^421, E(729)^178, E(729)^259, E(729)^502, -E(729)^259-E(729)^502, E(729)^583, -E(729)^340-E(729)^583, E(729)^340, -E(729)^124-E(729)^367, E(729)^124, E(729)^367, E(729)^448, -E(729)^205-E(729)^448, E(729)^205, -E(729)^286-E(729)^529, E(729)^286, E(729)^529, E(729)^232, E(729)^475, -E(729)^232-E(729)^475, -E(729)^313-E(729)^556, E(729)^313, E(729)^556, E(729)^394, -E(729)^151-E(729)^394, E(729)^151, -E(81)^37-E(81)^64, -E(81)^37-E(81)^64, -E(81)^37-E(81)^64, E(81)^37, E(81)^37, E(81)^37, E(81)^64, E(81)^64, E(81)^64, E(81)^19, E(81)^19, E(81)^19, E(81)^46, E(81)^46, E(81)^46, -E(81)^19-E(81)^46, -E(81)^19-E(81)^46, -E(81)^19-E(81)^46, E(81)^55, E(81)^55, E(81)^55, -E(81)^28-E(81)^55, -E(81)^28-E(81)^55, -E(81)^28-E(81)^55, E(81)^28, E(81)^28, E(81)^28, -E(729)^163-E(729)^406, E(729)^406, E(729)^163, E(729)^325, -E(729)^325-E(729)^568, E(729)^568, E(729)^244, -E(729)^244-E(729)^487, E(729)^487, -E(729)^298-E(729)^541, E(729)^541, E(729)^298, E(729)^460, E(729)^217, -E(729)^217-E(729)^460, E(729)^379, E(729)^136, -E(729)^136-E(729)^379, E(729)^514, E(729)^271, -E(729)^271-E(729)^514, E(729)^190, -E(729)^190-E(729)^433, E(729)^433, -E(729)^352-E(729)^595, E(729)^595, E(729)^352, E(729)^328, E(729)^571, -E(729)^328-E(729)^571, E(729)^409, -E(729)^166-E(729)^409, E(729)^166, E(729)^247, E(729)^490, -E(729)^247-E(729)^490, E(729)^598, -E(729)^355-E(729)^598, E(729)^355, -E(729)^193-E(729)^436, E(729)^193, E(729)^436, E(729)^517, -E(729)^274-E(729)^517, E(729)^274, -E(729)^301-E(729)^544, E(729)^301, E(729)^544, E(729)^139, E(729)^382, -E(729)^139-E(729)^382, -E(729)^220-E(729)^463, E(729)^220, E(729)^463, E(729)^523, -E(729)^280-E(729)^523, E(729)^280, -E(729)^361-E(729)^604, E(729)^361, E(729)^604, E(729)^199, E(729)^442, -E(729)^199-E(729)^442, E(729)^145, E(729)^388, -E(729)^145-E(729)^388, E(729)^469, -E(729)^226-E(729)^469, E(729)^226, E(729)^550, -E(729)^307-E(729)^550, E(729)^307, E(729)^172, E(729)^415, -E(729)^172-E(729)^415, E(729)^496, -E(729)^253-E(729)^496, E(729)^253, E(729)^577, -E(729)^334-E(729)^577, E(729)^334, E(729)^493, -E(729)^250-E(729)^493, E(729)^250, E(729)^331, E(729)^574, -E(729)^331-E(729)^574, -E(729)^169-E(729)^412, E(729)^169, E(729)^412, E(729)^196, E(729)^439, -E(729)^196-E(729)^439, -E(729)^277-E(729)^520, E(729)^277, E(729)^520, E(729)^358, E(729)^601, -E(729)^358-E(729)^601, -E(729)^304-E(729)^547, E(729)^304, E(729)^547, -E(729)^142-E(729)^385, E(729)^142, E(729)^385, E(729)^223, E(729)^466, -E(729)^223-E(729)^466, -E(81)^22-E(81)^49, -E(81)^22-E(81)^49, -E(81)^22-E(81)^49, E(81)^49, E(81)^49, E(81)^49, E(81)^22, E(81)^22, E(81)^22, E(81)^67, E(81)^67, E(81)^67, E(81)^40, E(81)^40, E(81)^40, -E(81)^40-E(81)^67, -E(81)^40-E(81)^67, -E(81)^40-E(81)^67, E(81)^58, E(81)^58, E(81)^58, E(81)^31, E(81)^31, E(81)^31, -E(81)^31-E(81)^58, -E(81)^31-E(81)^58, -E(81)^31-E(81)^58, -E(729)^292-E(729)^535, E(729)^535, E(729)^292, -E(729)^211-E(729)^454, E(729)^454, E(729)^211, E(729)^130, -E(729)^130-E(729)^373, E(729)^373, E(729)^265, -E(729)^265-E(729)^508, E(729)^508, E(729)^184, -E(729)^184-E(729)^427, E(729)^427, E(729)^346, -E(729)^346-E(729)^589, E(729)^589, E(729)^562, E(729)^319, -E(729)^319-E(729)^562, E(729)^481, E(729)^238, -E(729)^238-E(729)^481, -E(729)^157-E(729)^400, E(729)^400, E(729)^157, -E(729)^283-E(729)^526, E(729)^283, E(729)^526, -E(729)^364-E(729)^607, E(729)^364, E(729)^607, -E(729)^202-E(729)^445, E(729)^202, E(729)^445, -E(729)^310-E(729)^553, E(729)^310, E(729)^553, E(729)^148, E(729)^391, -E(729)^148-E(729)^391, -E(729)^229-E(729)^472, E(729)^229, E(729)^472, -E(729)^256-E(729)^499, E(729)^256, E(729)^499, -E(729)^337-E(729)^580, E(729)^337, E(729)^580, -E(729)^175-E(729)^418, E(729)^175, E(729)^418 ];
return rec(S := S, T := T);;