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)^65-1/27*E(243)^97-1/27*E(243)^146-1/27*E(243)^178, 1/27*E(243)^79+1/27*E(243)^164, 1/27*E(243)^101+1/27*E(243)^142, -1/27*E(243)^43-1/27*E(243)^119-1/27*E(243)^124-1/27*E(243)^200, -1/27*E(243)^56-1/27*E(243)^106-1/27*E(243)^137-1/27*E(243)^187, 1/27*E(243)^97+1/27*E(243)^146, -1/27*E(243)^61-1/27*E(243)^101-1/27*E(243)^142-1/27*E(243)^182, 1/27*E(243)^106+1/27*E(243)^137, -1/27*E(243)^70-1/27*E(243)^92-1/27*E(243)^151-1/27*E(243)^173, 1/27*E(243)^115+1/27*E(243)^128, -1/27*E(243)^79-1/27*E(243)^83-1/27*E(243)^160-1/27*E(243)^164, 1/27*E(243)^119+1/27*E(243)^124, -1/27*E(243)^74-1/27*E(243)^88-1/27*E(243)^155-1/27*E(243)^169, 1/27*E(243)^110+1/27*E(243)^133, -1/27*E(243)^52-1/27*E(243)^110-1/27*E(243)^133-1/27*E(243)^191, 1/27*E(243)^88+1/27*E(243)^155, -1/27*E(243)^43-1/27*E(243)^119-1/27*E(243)^124-1/27*E(243)^200, 1/27*E(243)^79+1/27*E(243)^164, 1/27*E(243)^47+1/27*E(243)^196, 1/27*E(243)^70+1/27*E(243)^173, 1/27*E(243)^56+1/27*E(243)^187, 1/27*E(243)^61+1/27*E(243)^182, 1/27*E(243)^65+1/27*E(243)^178, 1/27*E(243)^52+1/27*E(243)^191, 1/27*E(243)^74+1/27*E(243)^169, 1/27*E(243)^43+1/27*E(243)^200, 1/27*E(243)^83+1/27*E(243)^160, -1/27*E(243)^47-1/27*E(243)^115-1/27*E(243)^128-1/27*E(243)^196, 1/27*E(243)^92+1/27*E(243)^151, -1/27*E(243)^56-1/27*E(243)^106-1/27*E(243)^137-1/27*E(243)^187, 1/27*E(243)^101+1/27*E(243)^142, -1/27*E(243)^65-1/27*E(243)^97-1/27*E(243)^146-1/27*E(243)^178 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -E(4), E(4), E(243)^76, E(243)^202, E(243)^85, -E(243)^49-E(243)^130, E(243)^94, -E(243)^58-E(243)^139, E(243)^103, -E(243)^67-E(243)^148, E(243)^112, E(243)^193, E(243)^67, E(243)^184, E(243)^58, E(243)^175, E(243)^49, E(243)^166, -E(243)^121-E(243)^202, E(243)^157, -E(243)^112-E(243)^193, E(243)^148, -E(243)^103-E(243)^184, E(243)^139, -E(243)^94-E(243)^175, E(243)^130, -E(243)^85-E(243)^166, E(243)^121, -E(243)^76-E(243)^157, E(27)^10, E(27)^19, -E(27)^10-E(27)^19, -E(27)^10-E(27)^19, E(27)^19, E(27)^10, -E(27)^10-E(27)^19, E(27)^19, E(27)^10, E(27)^7, E(27)^16, -E(27)^7-E(27)^16, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, E(27)^22, -E(27)^13-E(27)^22, E(27)^13, E(27)^13, -E(27)^13-E(27)^22, E(27)^22, E(27)^13, -E(27)^13-E(27)^22, E(27)^22, E(3)^2, E(3)^2, E(3)^2, E(3)^2, E(3)^2, E(3)^2, E(3)^2, E(3)^2, E(3)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(243)^124, E(243)^133, E(243)^142, E(243)^151, E(243)^160, E(243)^169, E(243)^178, E(243)^187, E(243)^196, E(243)^115, E(243)^106, E(243)^97, E(243)^88, E(243)^79, E(243)^70, E(243)^61, E(243)^52, E(243)^43, -E(243)^115-E(243)^196, -E(243)^106-E(243)^187, -E(243)^97-E(243)^178, -E(243)^88-E(243)^169, -E(243)^79-E(243)^160, -E(243)^70-E(243)^151, -E(243)^61-E(243)^142, -E(243)^52-E(243)^133, -E(243)^43-E(243)^124, -E(243)^112-E(243)^193, E(243)^76, E(243)^121, E(243)^166, -E(243)^49-E(243)^130, -E(243)^94-E(243)^175, E(243)^58, E(243)^103, E(243)^148, -E(243)^67-E(243)^148, E(243)^184, E(243)^139, E(243)^94, E(243)^49, -E(243)^85-E(243)^166, E(243)^202, E(243)^157, E(243)^112, E(243)^67, -E(243)^103-E(243)^184, -E(243)^58-E(243)^139, E(243)^175, E(243)^130, E(243)^85, -E(243)^121-E(243)^202, -E(243)^76-E(243)^157, E(243)^193, E(27)^13, E(27)^22, -E(27)^13-E(27)^22, -E(27)^13-E(27)^22, E(27)^22, E(27)^13, -E(27)^13-E(27)^22, E(27)^22, E(27)^13, E(27)^7, E(27)^16, -E(27)^7-E(27)^16, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, -E(27)^10-E(27)^19, E(27)^10, E(27)^19, E(27)^19, E(27)^10, -E(27)^10-E(27)^19, E(27)^19, E(27)^10, -E(27)^10-E(27)^19, -E(243)^52-E(243)^133, E(243)^70, E(243)^169, -E(243)^106-E(243)^187, E(243)^124, -E(243)^61-E(243)^142, E(243)^79, E(243)^178, -E(243)^115-E(243)^196, E(243)^115, -E(243)^97-E(243)^178, E(243)^160, E(243)^61, -E(243)^43-E(243)^124, E(243)^106, -E(243)^88-E(243)^169, E(243)^151, E(243)^52, E(243)^196, E(243)^97, -E(243)^79-E(243)^160, E(243)^142, E(243)^43, E(243)^187, E(243)^88, -E(243)^70-E(243)^151, E(243)^133, E(243)^73, E(243)^172, -E(243)^109-E(243)^190, E(243)^127, -E(243)^64-E(243)^145, E(243)^82, E(243)^181, -E(243)^118-E(243)^199, E(243)^136, -E(243)^55-E(243)^136, E(243)^118, -E(243)^100-E(243)^181, E(243)^163, E(243)^64, -E(243)^46-E(243)^127, E(243)^109, -E(243)^91-E(243)^172, E(243)^154, E(243)^55, E(243)^199, E(243)^100, -E(243)^82-E(243)^163, E(243)^145, E(243)^46, E(243)^190, E(243)^91, -E(243)^73-E(243)^154, E(243)^97, -E(243)^88-E(243)^169, E(243)^160, E(243)^70, -E(243)^61-E(243)^142, E(243)^133, E(243)^43, E(243)^196, E(243)^106, E(243)^187, -E(243)^115-E(243)^196, E(243)^124, -E(243)^52-E(243)^133, E(243)^61, E(243)^151, -E(243)^79-E(243)^160, E(243)^88, E(243)^178, -E(243)^106-E(243)^187, E(243)^115, -E(243)^43-E(243)^124, E(243)^52, E(243)^142, -E(243)^70-E(243)^151, E(243)^79, E(243)^169, -E(243)^97-E(243)^178, E(243)^121, E(243)^85, E(243)^49, -E(243)^94-E(243)^175, -E(243)^58-E(243)^139, E(243)^184, E(243)^148, E(243)^112, E(243)^76, E(243)^157, E(243)^193, -E(243)^67-E(243)^148, -E(243)^103-E(243)^184, E(243)^58, E(243)^94, E(243)^130, E(243)^166, E(243)^202, -E(243)^76-E(243)^157, -E(243)^112-E(243)^193, E(243)^67, E(243)^103, E(243)^139, E(243)^175, -E(243)^49-E(243)^130, -E(243)^85-E(243)^166, -E(243)^121-E(243)^202, E(27)^13, E(27)^22, -E(27)^13-E(27)^22, -E(27)^13-E(27)^22, E(27)^22, E(27)^13, -E(27)^13-E(27)^22, E(27)^22, E(27)^13, -E(27)^10-E(27)^19, E(27)^10, E(27)^19, E(27)^19, E(27)^10, -E(27)^10-E(27)^19, E(27)^19, E(27)^10, -E(27)^10-E(27)^19, E(27)^7, E(27)^16, -E(27)^7-E(27)^16, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, -E(27)^7-E(27)^16, E(27)^16, E(27)^7, E(243)^145, E(243)^127, E(243)^109, E(243)^91, E(243)^73, E(243)^55, -E(243)^118-E(243)^199, -E(243)^100-E(243)^181, -E(243)^82-E(243)^163, E(243)^163, E(243)^181, E(243)^199, -E(243)^55-E(243)^136, -E(243)^73-E(243)^154, -E(243)^91-E(243)^172, -E(243)^109-E(243)^190, E(243)^46, E(243)^64, E(243)^82, E(243)^100, E(243)^118, E(243)^136, E(243)^154, E(243)^172, E(243)^190, -E(243)^46-E(243)^127, -E(243)^64-E(243)^145, E(243)^154, -E(243)^109-E(243)^190, E(243)^145, -E(243)^100-E(243)^181, E(243)^136, -E(243)^91-E(243)^172, E(243)^127, -E(243)^82-E(243)^163, E(243)^118, -E(243)^118-E(243)^199, E(243)^163, E(243)^46, E(243)^172, E(243)^55, E(243)^181, E(243)^64, E(243)^190, E(243)^73, E(243)^199, E(243)^82, -E(243)^46-E(243)^127, E(243)^91, -E(243)^55-E(243)^136, E(243)^100, -E(243)^64-E(243)^145, E(243)^109, -E(243)^73-E(243)^154 ];
return rec(S := S, T := T);;