matrix := [
[0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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 Z(27)^12,Z(27)^13,Z(27)^13,Z(27)^4,Z(27)^14,Z(27)^7,Z(27)^26,Z(27)^4,Z(27)^21,
 Z(27)^21,Z(27)^2,Z(27)^2,Z(27)^14,Z(27)^15,Z(27)^24,Z(27)^8,Z(27)^2,Z(27)^16,
 Z(27)^20,Z(27)^24,Z(27)^26,Z(27)^15,Z(27)^17,Z(27)^24,Z(27)^12,Z(27)^5,Z(27)^8,
 Z(27)^24,Z(27)^26,Z(27)^1,Z(27)^12,0*Z(27),Z(27)^10,Z(27)^7,Z(27)^4,Z(27)^13,
 Z(27)^18,Z(27)^2,Z(27)^7,Z(27)^8,Z(27)^1,Z(27)^20,Z(27)^9,Z(27)^13,Z(27)^25,
 Z(27)^5,Z(27)^23,Z(27)^4,Z(27)^21,Z(27)^13,Z(27)^8,Z(27)^8,Z(27)^10,Z(27)^10,
 Z(27)^6,Z(27)^21,Z(27)^8,Z(27)^20,Z(27)^12,0*Z(27),Z(27)^2,Z(27)^8,Z(27)^5,Z(27)^21,
 Z(27)^8,Z(27)^21,Z(27)^24,0*Z(27),Z(27)^14,Z(27)^24,Z(27)^24,Z(27)^22,Z(27)^4,
 Z(27)^4,Z(27)^26,Z(27)^9,Z(27)^11,Z(27)^17,Z(27)^16,Z(27)^8,Z(27)^11,Z(27)^10,
 Z(27)^11,Z(27)^9,Z(27)^15,Z(27)^22,Z(27)^10,Z(27)^1,Z(27)^20,Z(27)^15,Z(27)^23,
 Z(27)^19,Z(27)^20,Z(27)^8,Z(27)^8,Z(27)^1,Z(27)^23,Z(27)^7,Z(27)^22,Z(27)^9,
 Z(27)^22,Z(27)^12,Z(27)^15,Z(27)^4,Z(27)^19,Z(27)^3,Z(27)^10,Z(27)^17,0*Z(27),
 Z(27)^23,Z(27)^2,Z(27)^21,Z(27)^2,0*Z(27),Z(27)^24,Z(27)^8,Z(27)^10,Z(27)^24,
 Z(27)^10,Z(27)^16,Z(27)^21,Z(27)^3,Z(27)^24,Z(27)^8,0*Z(27),Z(27)^1,Z(27)^6,
 Z(27)^3,Z(27)^4,Z(27)^18,Z(27)^20,Z(27)^11,Z(27)^5,Z(27)^3,Z(27)^10,Z(27)^7,
 Z(27)^17,Z(27)^25,Z(27)^8,Z(27)^24,Z(27)^2,Z(27)^18,Z(27)^20,Z(27)^9,Z(27)^26,
 Z(27)^2,Z(27)^24,Z(27)^12,Z(27)^20,Z(27)^25,Z(27)^26,Z(27)^11,Z(27)^5,Z(27)^16,
 Z(27)^21,Z(27)^9,Z(27)^23,Z(27)^10,Z(27)^8,Z(27)^1,Z(27)^8,Z(27)^1,Z(27)^22,
 Z(27)^5,Z(27)^22,Z(27)^14,Z(27)^9,Z(27)^17,Z(27)^20,Z(27)^2,Z(27)^10,Z(27)^17,
 Z(27)^11,Z(27)^17,Z(27)^12,Z(27)^22,Z(27)^22,Z(27)^1,Z(27)^25,Z(27)^12,Z(27)^21,
 Z(27)^4,Z(27)^15,Z(27)^3,Z(27)^17,Z(27)^16,Z(27)^9,Z(27)^1,Z(27)^11,Z(27)^24,
 Z(27)^4,Z(27)^14,Z(27)^7,Z(27)^6,Z(27)^5,Z(27)^13,Z(27)^10,Z(27)^1,Z(27)^20,
 Z(27)^5,Z(27)^18,Z(27)^1,Z(27)^2,Z(27)^18,Z(27)^10,Z(27)^16,Z(27)^15,Z(27)^17,
 Z(27)^12,Z(27)^6,Z(27)^19,Z(27)^7,Z(27)^22,Z(27)^14,Z(27)^24,Z(27)^22,Z(27)^26,
 Z(27)^24,Z(27)^15,Z(27)^8,Z(27)^14,Z(27)^17,Z(27)^17,Z(27)^12,Z(27)^23,Z(27)^19,
 Z(27)^16,Z(27)^8,Z(27)^14,Z(27)^14,Z(27)^10,Z(27)^2,Z(27)^5,Z(27)^2,Z(27)^20,
 Z(27)^11,Z(27)^18,Z(27)^17,Z(27)^3,Z(27)^14,Z(27)^5,Z(27)^21,Z(27)^16,Z(27)^26,
 Z(27)^9,Z(27)^11,Z(27)^12,0*Z(27),Z(27)^17,Z(27)^3,Z(27)^3,Z(27)^7,Z(27)^1,0*Z(27),
 Z(27)^13,Z(27)^8,Z(27)^4,Z(27)^3,Z(27)^4,Z(27)^21,0*Z(27),Z(27)^15,Z(27)^12,
 Z(27)^13,Z(27)^8,Z(27)^23,Z(27)^17,Z(27)^20,Z(27)^9,Z(27)^12],
[Z(27)^21,Z(27)^3,Z(27)^14,Z(27)^19,Z(27)^15,Z(27)^21,0*Z(27),Z(27)^3,Z(27)^17,
 Z(27)^11,Z(27)^8,Z(27)^25,Z(27)^18,Z(27)^15,Z(27)^17,Z(27)^8,Z(27)^6,Z(27)^7,
 Z(27)^6,Z(27)^17,Z(27)^5,0*Z(27),0*Z(27),Z(27)^11,Z(27)^10,Z(27)^8,Z(27)^17,
 Z(27)^10,Z(27)^21,Z(27)^25,Z(27)^6,Z(27)^5,Z(27)^4,Z(27)^16,0*Z(27),Z(27)^10,
 Z(27)^22,Z(27)^16,Z(27)^23,Z(27)^4,Z(27)^18,Z(27)^7,Z(27)^2,Z(27)^10,0*Z(27),
 Z(27)^24,Z(27)^1,Z(27)^19,Z(27)^17,Z(27)^20,Z(27)^21,Z(27)^9,Z(27)^24,Z(27)^23,
 Z(27)^6,Z(27)^25,Z(27)^2,Z(27)^5,Z(27)^22,Z(27)^1,Z(27)^14,Z(27)^15,Z(27)^7,
 Z(27)^23,Z(27)^4,Z(27)^19,Z(27)^8,Z(27)^3,Z(27)^16,Z(27)^23,Z(27)^9,Z(27)^9,
 Z(27)^24,Z(27)^7,Z(27)^21,Z(27)^11,Z(27)^20,Z(27)^24,Z(27)^20,Z(27)^17,Z(27)^1,
 Z(27)^2,Z(27)^25,Z(27)^22,Z(27)^22,Z(27)^14,Z(27)^11,Z(27)^8,Z(27)^26,Z(27)^24,
 Z(27)^20,Z(27)^3,Z(27)^22,Z(27)^15,Z(27)^20,Z(27)^17,Z(27)^26,Z(27)^8,Z(27)^10,
 Z(27)^15,Z(27)^17,Z(27)^8,Z(27)^3,Z(27)^18,Z(27)^7,Z(27)^14,Z(27)^17,Z(27)^19,
 Z(27)^1,Z(27)^21,0*Z(27),Z(27)^21,Z(27)^1,Z(27)^22,Z(27)^7,Z(27)^5,Z(27)^22,
 Z(27)^25,Z(27)^26,Z(27)^23,Z(27)^25,Z(27)^9,Z(27)^20,Z(27)^21,Z(27)^11,Z(27)^22,
 Z(27)^12,Z(27)^22,Z(27)^11,Z(27)^17,0*Z(27),Z(27)^1,Z(27)^25,Z(27)^15,Z(27)^20,
 Z(27)^17,Z(27)^2,Z(27)^4,Z(27)^18,Z(27)^24,Z(27)^8,0*Z(27),Z(27)^10,Z(27)^13,
 Z(27)^13,Z(27)^19,Z(27)^25,Z(27)^14,Z(27)^18,Z(27)^15,Z(27)^20,Z(27)^10,Z(27)^21,
 Z(27)^9,Z(27)^18,Z(27)^26,Z(27)^22,Z(27)^1,Z(27)^24,Z(27)^7,Z(27)^2,0*Z(27),
 Z(27)^12,Z(27)^14,Z(27)^3,Z(27)^21,Z(27)^11,Z(27)^11,Z(27)^18,Z(27)^24,Z(27)^8,
 Z(27)^25,Z(27)^21,Z(27)^6,Z(27)^5,Z(27)^2,Z(27)^9,Z(27)^10,Z(27)^25,Z(27)^1,
 Z(27)^6,Z(27)^11,Z(27)^23,Z(27)^20,Z(27)^1,Z(27)^26,Z(27)^20,Z(27)^17,Z(27)^11,
 Z(27)^16,Z(27)^2,Z(27)^16,Z(27)^15,Z(27)^26,Z(27)^23,Z(27)^10,Z(27)^10,Z(27)^22,
 Z(27)^6,Z(27)^12,Z(27)^23,Z(27)^16,Z(27)^24,Z(27)^17,Z(27)^22,0*Z(27),Z(27)^13,
 Z(27)^19,Z(27)^25,Z(27)^20,Z(27)^20,Z(27)^1,Z(27)^15,Z(27)^16,Z(27)^15,Z(27)^18,
 Z(27)^25,Z(27)^11,Z(27)^19,Z(27)^18,Z(27)^4,Z(27)^22,Z(27)^14,Z(27)^7,Z(27)^18,
 Z(27)^2,Z(27)^11,Z(27)^15,Z(27)^19,Z(27)^6,Z(27)^15,Z(27)^6,Z(27)^24,Z(27)^22,
 Z(27)^6,Z(27)^22,Z(27)^11,Z(27)^5,Z(27)^23,Z(27)^14,Z(27)^8,Z(27)^22,Z(27)^22,
 Z(27)^9,Z(27)^15,Z(27)^13,Z(27)^21,Z(27)^4,Z(27)^23,Z(27)^5,Z(27)^26,Z(27)^5,
 Z(27)^1,Z(27)^14,Z(27)^14,Z(27)^6,Z(27)^17,Z(27)^2,Z(27)^9,Z(27)^16,Z(27)^11,
 Z(27)^14,Z(27)^2,Z(27)^12,Z(27)^11,Z(27)^25,Z(27)^6,Z(27)^5,Z(27)^14,Z(27)^8,
 Z(27)^9,Z(27)^20,Z(27)^9,Z(27)^14,Z(27)^18,Z(27)^5,Z(27)^23,Z(27)^2,Z(27)^17,
 Z(27)^8,Z(27)^25,Z(27)^10,Z(27)^17,Z(27)^21,0*Z(27),Z(27)^3,Z(27)^5,Z(27)^23,
 Z(27)^11,Z(27)^6,Z(27)^1,Z(27)^8,Z(27)^17,Z(27)^17,Z(27)^1,Z(27)^3,Z(27)^23,
 Z(27)^3,Z(27)^16,Z(27)^25,Z(27)^15,Z(27)^19,Z(27)^3,Z(27)^10,Z(27)^18,Z(27)^4,
 Z(27)^1,Z(27)^17,Z(27)^21,Z(27)^6,Z(27)^13,Z(27)^18,Z(27)^20,Z(27)^18,Z(27)^13,
 Z(27)^13,Z(27)^11,Z(27)^17,Z(27)^23,Z(27)^20,Z(27)^8,Z(27)^19,Z(27)^14,0*Z(27),
 Z(27)^4,Z(27)^20,Z(27)^25,Z(27)^4,Z(27)^20,Z(27)^2,Z(27)^23,Z(27)^18,Z(27)^23,
 Z(27)^17,Z(27)^9,Z(27)^8,Z(27)^24,Z(27)^11,Z(27)^13,Z(27)^17,Z(27)^26,Z(27)^7,
 0*Z(27),Z(27)^18,Z(27)^12,Z(27)^11,Z(27)^25,Z(27)^17,Z(27)^4,Z(27)^25,Z(27)^17],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^10,Z(27)^25,Z(27)^12,Z(27)^18,Z(27)^19,Z(27)^24,Z(27)^5,Z(27)^9,Z(27)^15,
 Z(27)^13,Z(27)^25,Z(27)^18,Z(27)^21,Z(27)^25,Z(27)^3,Z(27)^18,Z(27)^11,Z(27)^8,
 Z(27)^14,Z(27)^23,Z(27)^4,Z(27)^6,Z(27)^14,Z(27)^18,Z(27)^2,Z(27)^19,Z(27)^2,
 Z(27)^13,Z(27)^22,Z(27)^6,Z(27)^2,Z(27)^11,Z(27)^23,Z(27)^23,Z(27)^3,Z(27)^16,
 Z(27)^26,Z(27)^19,0*Z(27),Z(27)^12,Z(27)^17,Z(27)^26,Z(27)^22,0*Z(27),Z(27)^19,
 Z(27)^5,Z(27)^15,Z(27)^23,Z(27)^9,Z(27)^6,0*Z(27),Z(27)^26,Z(27)^23,Z(27)^20,
 Z(27)^10,Z(27)^5,Z(27)^3,Z(27)^5,Z(27)^21,Z(27)^2,Z(27)^10,Z(27)^21,Z(27)^14,
 Z(27)^1,Z(27)^19,Z(27)^12,Z(27)^12,Z(27)^14,Z(27)^16,Z(27)^6,Z(27)^3,Z(27)^9,
 Z(27)^19,Z(27)^3,Z(27)^9,Z(27)^9,Z(27)^25,Z(27)^9,Z(27)^5,Z(27)^16,Z(27)^19,
 Z(27)^13,Z(27)^10,Z(27)^24,Z(27)^3,Z(27)^20,Z(27)^9,Z(27)^14,0*Z(27),Z(27)^19,
 Z(27)^11,Z(27)^11,Z(27)^24,Z(27)^12,0*Z(27),Z(27)^5,Z(27)^10,Z(27)^12,Z(27)^5,
 Z(27)^2,Z(27)^13,Z(27)^24,0*Z(27),Z(27)^13,Z(27)^13,Z(27)^2,Z(27)^1,Z(27)^15,
 Z(27)^17,Z(27)^15,Z(27)^12,Z(27)^12,Z(27)^24,Z(27)^26,Z(27)^15,Z(27)^4,Z(27)^17,
 Z(27)^11,Z(27)^18,Z(27)^11,Z(27)^6,Z(27)^6,Z(27)^14,Z(27)^13,Z(27)^25,Z(27)^18,
 Z(27)^11,Z(27)^22,Z(27)^17,Z(27)^6,Z(27)^8,Z(27)^11,Z(27)^23,Z(27)^8,Z(27)^1,
 Z(27)^15,Z(27)^1,Z(27)^3,Z(27)^24,Z(27)^15,Z(27)^6,Z(27)^23,Z(27)^26,Z(27)^26,
 Z(27)^24,Z(27)^20,Z(27)^20,Z(27)^10,Z(27)^15,Z(27)^24,Z(27)^7,Z(27)^6,Z(27)^12,
 Z(27)^6,Z(27)^26,Z(27)^21,Z(27)^14,Z(27)^18,Z(27)^16,Z(27)^17,Z(27)^7,Z(27)^26,
 Z(27)^10,Z(27)^19,Z(27)^6,Z(27)^11,Z(27)^14,Z(27)^22,Z(27)^13,Z(27)^18,Z(27)^2,
 Z(27)^2,Z(27)^20,Z(27)^6,Z(27)^22,Z(27)^9,Z(27)^5,Z(27)^4,Z(27)^9,Z(27)^16,Z(27)^18,
 Z(27)^22,Z(27)^1,Z(27)^2,Z(27)^22,Z(27)^25,Z(27)^1,Z(27)^14,Z(27)^4,Z(27)^25,
 Z(27)^26,Z(27)^6,Z(27)^2,Z(27)^10,Z(27)^11,Z(27)^12,Z(27)^15,Z(27)^10,Z(27)^7,
 Z(27)^5,Z(27)^21,Z(27)^24,Z(27)^19,Z(27)^26,Z(27)^3,Z(27)^9,Z(27)^2,Z(27)^6,
 Z(27)^3,Z(27)^5,Z(27)^26,Z(27)^22,Z(27)^17,Z(27)^4,Z(27)^12,Z(27)^3,Z(27)^26,
 Z(27)^23,Z(27)^23,Z(27)^19,Z(27)^13,Z(27)^3,Z(27)^17,Z(27)^11,Z(27)^9,Z(27)^10,
 Z(27)^16,Z(27)^18,Z(27)^3,Z(27)^22,Z(27)^13,Z(27)^19,Z(27)^22,Z(27)^5,Z(27)^21,
 Z(27)^1,Z(27)^25,Z(27)^6,Z(27)^13,Z(27)^13,Z(27)^8,Z(27)^18,Z(27)^2,Z(27)^23,
 Z(27)^17,Z(27)^3,Z(27)^17,Z(27)^3,Z(27)^8,Z(27)^6,Z(27)^19,Z(27)^12,Z(27)^4,
 Z(27)^9,Z(27)^8,Z(27)^22,Z(27)^7,Z(27)^8,Z(27)^23,Z(27)^9,Z(27)^17,Z(27)^15,
 Z(27)^7,0*Z(27),0*Z(27),Z(27)^21,Z(27)^19,Z(27)^19,Z(27)^19,Z(27)^21,Z(27)^18,
 Z(27)^19,Z(27)^9,Z(27)^19,Z(27)^3,Z(27)^9,Z(27)^1,Z(27)^23,Z(27)^1,Z(27)^5,Z(27)^12,
 Z(27)^13,Z(27)^11,Z(27)^2,Z(27)^21,Z(27)^12,Z(27)^11,Z(27)^15,Z(27)^6,Z(27)^20,
 Z(27)^25,Z(27)^6,Z(27)^8,Z(27)^24,Z(27)^8,Z(27)^12,Z(27)^3,Z(27)^17,Z(27)^13,
 Z(27)^18,Z(27)^13,Z(27)^6,Z(27)^19,Z(27)^17,Z(27)^13,Z(27)^1,0*Z(27),0*Z(27),
 Z(27)^7,Z(27)^13,Z(27)^13,Z(27)^8,Z(27)^11,Z(27)^23,Z(27)^6,Z(27)^14,Z(27)^10,
 Z(27)^6,Z(27)^23,Z(27)^13,Z(27)^11,Z(27)^16,Z(27)^6,Z(27)^18,Z(27)^1,Z(27)^15,
 Z(27)^15,Z(27)^11,Z(27)^10,Z(27)^16,Z(27)^25,Z(27)^4,Z(27)^22,Z(27)^12,Z(27)^10,
 Z(27)^9,Z(27)^3,Z(27)^10,Z(27)^4,Z(27)^20,Z(27)^13,Z(27)^12,Z(27)^6,Z(27)^18,
 Z(27)^18,Z(27)^4,Z(27)^19,Z(27)^10,Z(27)^24,Z(27)^4,Z(27)^24],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^23,Z(27)^17,Z(27)^23,Z(27)^20,Z(27)^21,Z(27)^24,Z(27)^18,Z(27)^6,Z(27)^17,
 Z(27)^20,Z(27)^20,Z(27)^16,Z(27)^14,Z(27)^12,Z(27)^9,Z(27)^19,Z(27)^18,Z(27)^1,
 Z(27)^13,Z(27)^16,Z(27)^21,Z(27)^1,Z(27)^1,Z(27)^21,Z(27)^23,Z(27)^8,Z(27)^3,
 Z(27)^2,Z(27)^23,Z(27)^23,Z(27)^10,Z(27)^23,Z(27)^4,Z(27)^21,0*Z(27),Z(27)^13,
 Z(27)^3,Z(27)^13,0*Z(27),Z(27)^21,Z(27)^10,Z(27)^14,Z(27)^4,Z(27)^22,Z(27)^18,
 Z(27)^5,Z(27)^14,Z(27)^7,Z(27)^22,Z(27)^26,0*Z(27),Z(27)^5,Z(27)^16,Z(27)^22,
 Z(27)^26,Z(27)^6,Z(27)^13,Z(27)^9,Z(27)^4,Z(27)^9,Z(27)^14,0*Z(27),Z(27)^20,
 Z(27)^5,Z(27)^5,Z(27)^3,Z(27)^2,Z(27)^14,Z(27)^7,Z(27)^19,Z(27)^10,Z(27)^24,
 Z(27)^6,Z(27)^2,Z(27)^18,Z(27)^10,Z(27)^12,Z(27)^23,Z(27)^12,Z(27)^23,Z(27)^13,
 0*Z(27),Z(27)^7,Z(27)^11,Z(27)^13,Z(27)^24,Z(27)^6,Z(27)^15,Z(27)^5,Z(27)^22,
 Z(27)^21,Z(27)^16,Z(27)^14,Z(27)^26,Z(27)^6,Z(27)^4,Z(27)^26,Z(27)^20,Z(27)^5,
 Z(27)^11,Z(27)^5,Z(27)^19,Z(27)^21,Z(27)^6,Z(27)^20,Z(27)^19,Z(27)^3,Z(27)^11,
 Z(27)^12,Z(27)^2,Z(27)^3,Z(27)^18,Z(27)^22,Z(27)^9,Z(27)^14,Z(27)^4,Z(27)^5,
 Z(27)^23,Z(27)^12,Z(27)^26,Z(27)^8,Z(27)^25,Z(27)^9,Z(27)^19,Z(27)^26,Z(27)^26,
 Z(27)^7,Z(27)^24,Z(27)^2,Z(27)^16,Z(27)^19,Z(27)^19,Z(27)^9,Z(27)^5,Z(27)^20,
 Z(27)^18,Z(27)^6,Z(27)^26,Z(27)^24,Z(27)^6,Z(27)^13,Z(27)^8,Z(27)^5,Z(27)^17,
 Z(27)^2,Z(27)^23,Z(27)^9,Z(27)^17,Z(27)^12,Z(27)^19,Z(27)^10,Z(27)^6,0*Z(27),
 0*Z(27),Z(27)^25,Z(27)^20,Z(27)^1,Z(27)^7,Z(27)^8,Z(27)^14,Z(27)^17,Z(27)^2,
 Z(27)^7,Z(27)^18,Z(27)^11,Z(27)^23,Z(27)^11,Z(27)^24,Z(27)^24,0*Z(27),Z(27)^4,
 0*Z(27),Z(27)^26,0*Z(27),Z(27)^1,Z(27)^3,Z(27)^1,Z(27)^2,Z(27)^5,Z(27)^11,Z(27)^21,
 Z(27)^9,Z(27)^21,Z(27)^24,Z(27)^3,Z(27)^4,0*Z(27),Z(27)^4,Z(27)^12,Z(27)^25,
 0*Z(27),Z(27)^7,Z(27)^17,Z(27)^11,Z(27)^15,Z(27)^14,Z(27)^16,Z(27)^24,Z(27)^24,
 Z(27)^1,Z(27)^5,Z(27)^13,0*Z(27),Z(27)^5,Z(27)^17,Z(27)^7,Z(27)^21,Z(27)^4,Z(27)^15,
 Z(27)^22,Z(27)^2,Z(27)^12,0*Z(27),Z(27)^11,Z(27)^20,Z(27)^9,Z(27)^2,Z(27)^10,
 0*Z(27),Z(27)^12,Z(27)^6,Z(27)^13,Z(27)^26,Z(27)^5,Z(27)^14,Z(27)^17,Z(27)^22,
 Z(27)^5,Z(27)^5,Z(27)^24,Z(27)^16,Z(27)^7,0*Z(27),Z(27)^13,Z(27)^15,Z(27)^19,
 Z(27)^12,Z(27)^1,Z(27)^15,Z(27)^25,Z(27)^5,Z(27)^20,Z(27)^21,Z(27)^25,Z(27)^4,
 Z(27)^15,Z(27)^3,Z(27)^7,Z(27)^3,Z(27)^9,0*Z(27),Z(27)^1,Z(27)^4,Z(27)^18,Z(27)^1,
 Z(27)^1,Z(27)^1,Z(27)^7,Z(27)^26,Z(27)^25,Z(27)^23,Z(27)^3,Z(27)^1,Z(27)^1,Z(27)^14,
 Z(27)^2,Z(27)^25,Z(27)^6,Z(27)^12,Z(27)^8,Z(27)^11,Z(27)^4,Z(27)^18,Z(27)^11,
 Z(27)^8,Z(27)^2,Z(27)^14,Z(27)^15,Z(27)^4,Z(27)^18,Z(27)^21,Z(27)^8,Z(27)^15,
 0*Z(27),Z(27)^20,Z(27)^24,Z(27)^23,Z(27)^12,Z(27)^25,Z(27)^25,Z(27)^20,Z(27)^12,
 Z(27)^24,Z(27)^7,Z(27)^7,Z(27)^12,Z(27)^10,Z(27)^26,Z(27)^2,Z(27)^4,Z(27)^23,
 Z(27)^18,Z(27)^15,Z(27)^8,Z(27)^23,Z(27)^17,Z(27)^23,Z(27)^17,Z(27)^4,0*Z(27),
 Z(27)^18,0*Z(27),Z(27)^19,Z(27)^20,Z(27)^12,Z(27)^14,Z(27)^13,Z(27)^19,Z(27)^22,
 Z(27)^8,Z(27)^21,Z(27)^18,Z(27)^26,Z(27)^7,Z(27)^3,Z(27)^21,Z(27)^12,Z(27)^19,
 Z(27)^17,Z(27)^18,Z(27)^2,Z(27)^21,Z(27)^3,0*Z(27),Z(27)^11,Z(27)^17,Z(27)^22,
 Z(27)^21,Z(27)^9,Z(27)^3,Z(27)^24,Z(27)^1,Z(27)^6,Z(27)^21,Z(27)^16,Z(27)^9,
 Z(27)^17,Z(27)^21,Z(27)^6,Z(27)^6,Z(27)^21],
[0*Z(27),Z(27)^10,Z(27)^1,Z(27)^12,Z(27)^16,0*Z(27),Z(27)^25,Z(27)^6,Z(27)^25,
 Z(27)^10,Z(27)^15,Z(27)^26,0*Z(27),Z(27)^11,Z(27)^24,Z(27)^10,Z(27)^11,Z(27)^5,
 Z(27)^15,0*Z(27),Z(27)^17,Z(27)^7,Z(27)^23,Z(27)^5,Z(27)^24,Z(27)^14,Z(27)^6,
 Z(27)^10,Z(27)^15,Z(27)^26,Z(27)^10,Z(27)^4,Z(27)^11,Z(27)^2,Z(27)^23,Z(27)^18,
 Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^13,Z(27)^20,Z(27)^4,Z(27)^12,Z(27)^1,Z(27)^21,
 Z(27)^15,Z(27)^6,Z(27)^22,Z(27)^21,Z(27)^23,Z(27)^5,Z(27)^20,Z(27)^7,Z(27)^12,
 Z(27)^9,Z(27)^3,Z(27)^10,Z(27)^2,Z(27)^22,Z(27)^14,Z(27)^25,Z(27)^20,Z(27)^26,
 Z(27)^17,Z(27)^16,Z(27)^21,Z(27)^22,0*Z(27),Z(27)^26,Z(27)^22,Z(27)^1,Z(27)^13,
 Z(27)^16,Z(27)^16,Z(27)^17,Z(27)^23,Z(27)^22,Z(27)^5,Z(27)^25,Z(27)^26,Z(27)^21,
 Z(27)^15,Z(27)^20,Z(27)^22,Z(27)^18,Z(27)^22,Z(27)^10,0*Z(27),Z(27)^19,0*Z(27),
 Z(27)^17,Z(27)^4,Z(27)^11,Z(27)^19,Z(27)^12,Z(27)^25,Z(27)^18,Z(27)^10,Z(27)^11,
 Z(27)^8,Z(27)^6,Z(27)^7,Z(27)^11,Z(27)^26,Z(27)^9,Z(27)^19,Z(27)^4,Z(27)^18,
 Z(27)^22,Z(27)^16,Z(27)^23,Z(27)^21,Z(27)^17,Z(27)^4,Z(27)^9,Z(27)^11,Z(27)^12,
 Z(27)^24,Z(27)^14,Z(27)^3,Z(27)^12,Z(27)^25,0*Z(27),Z(27)^16,Z(27)^24,Z(27)^13,
 Z(27)^23,Z(27)^24,Z(27)^24,Z(27)^19,Z(27)^23,Z(27)^4,Z(27)^3,Z(27)^8,Z(27)^18,
 Z(27)^2,Z(27)^20,Z(27)^23,Z(27)^3,Z(27)^26,Z(27)^26,0*Z(27),Z(27)^24,Z(27)^4,
 0*Z(27),Z(27)^19,Z(27)^14,Z(27)^5,Z(27)^4,0*Z(27),Z(27)^14,Z(27)^1,Z(27)^20,
 Z(27)^7,Z(27)^17,Z(27)^25,Z(27)^6,Z(27)^2,Z(27)^5,Z(27)^11,Z(27)^13,Z(27)^10,
 Z(27)^4,Z(27)^1,Z(27)^13,Z(27)^10,Z(27)^15,Z(27)^23,Z(27)^22,Z(27)^24,Z(27)^12,
 Z(27)^25,Z(27)^14,Z(27)^7,Z(27)^2,Z(27)^9,Z(27)^8,Z(27)^4,0*Z(27),Z(27)^13,Z(27)^18,
 Z(27)^24,Z(27)^25,Z(27)^9,Z(27)^23,Z(27)^20,Z(27)^23,Z(27)^19,Z(27)^9,Z(27)^25,
 Z(27)^10,Z(27)^9,Z(27)^4,Z(27)^11,Z(27)^6,Z(27)^9,Z(27)^6,Z(27)^2,Z(27)^4,0*Z(27),
 Z(27)^16,Z(27)^5,Z(27)^26,Z(27)^22,Z(27)^20,Z(27)^18,Z(27)^7,Z(27)^5,Z(27)^18,
 Z(27)^20,0*Z(27),Z(27)^24,Z(27)^14,Z(27)^18,Z(27)^1,Z(27)^2,Z(27)^22,Z(27)^13,
 Z(27)^22,Z(27)^11,Z(27)^3,Z(27)^12,Z(27)^15,Z(27)^25,Z(27)^8,Z(27)^11,Z(27)^24,
 0*Z(27),0*Z(27),Z(27)^2,Z(27)^1,Z(27)^1,Z(27)^7,Z(27)^23,Z(27)^7,Z(27)^12,Z(27)^21,
 Z(27)^15,Z(27)^10,Z(27)^23,Z(27)^8,Z(27)^2,Z(27)^10,Z(27)^3,Z(27)^13,Z(27)^23,
 Z(27)^13,Z(27)^16,Z(27)^8,Z(27)^12,Z(27)^26,Z(27)^14,Z(27)^11,Z(27)^3,Z(27)^22,
 Z(27)^11,Z(27)^18,Z(27)^21,Z(27)^13,Z(27)^16,Z(27)^11,Z(27)^22,Z(27)^20,Z(27)^15,
 Z(27)^12,Z(27)^6,Z(27)^17,Z(27)^9,Z(27)^12,Z(27)^18,Z(27)^25,Z(27)^22,Z(27)^16,
 Z(27)^12,Z(27)^12,Z(27)^10,Z(27)^14,Z(27)^13,Z(27)^13,Z(27)^26,Z(27)^10,Z(27)^19,
 Z(27)^10,Z(27)^6,Z(27)^6,Z(27)^24,Z(27)^23,Z(27)^11,0*Z(27),Z(27)^3,Z(27)^13,
 Z(27)^1,Z(27)^6,Z(27)^7,Z(27)^23,Z(27)^16,Z(27)^18,Z(27)^15,Z(27)^12,Z(27)^1,
 Z(27)^20,Z(27)^15,Z(27)^13,Z(27)^14,Z(27)^14,Z(27)^16,Z(27)^7,Z(27)^5,Z(27)^2,
 Z(27)^3,Z(27)^8,Z(27)^20,Z(27)^12,Z(27)^20,Z(27)^1,Z(27)^9,Z(27)^1,Z(27)^9,Z(27)^19,
 Z(27)^26,Z(27)^19,Z(27)^3,Z(27)^2,Z(27)^17,Z(27)^11,Z(27)^1,Z(27)^1,Z(27)^15,
 Z(27)^23,Z(27)^7,Z(27)^2,Z(27)^12,Z(27)^25,Z(27)^3,Z(27)^11,Z(27)^20,Z(27)^11,
 Z(27)^3,Z(27)^25,Z(27)^11,Z(27)^2,0*Z(27),Z(27)^7,Z(27)^1,Z(27)^22,Z(27)^2,Z(27)^3,
 Z(27)^10,Z(27)^17,Z(27)^14,Z(27)^14],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[0*Z(27),Z(27)^26,Z(27)^1,Z(27)^25,Z(27)^3,Z(27)^4,Z(27)^5,Z(27)^2,Z(27)^23,Z(27)^11,
 Z(27)^5,Z(27)^18,Z(27)^16,Z(27)^19,Z(27)^20,Z(27)^5,Z(27)^21,Z(27)^6,Z(27)^8,
 Z(27)^16,Z(27)^24,Z(27)^26,Z(27)^5,Z(27)^7,Z(27)^1,Z(27)^17,Z(27)^6,Z(27)^6,
 Z(27)^24,Z(27)^6,Z(27)^18,Z(27)^23,Z(27)^1,Z(27)^10,Z(27)^18,Z(27)^19,Z(27)^9,
 Z(27)^11,0*Z(27),Z(27)^21,Z(27)^17,Z(27)^14,Z(27)^7,Z(27)^3,Z(27)^18,Z(27)^11,
 Z(27)^24,Z(27)^4,Z(27)^19,Z(27)^25,Z(27)^7,Z(27)^22,Z(27)^11,Z(27)^26,Z(27)^7,
 Z(27)^17,Z(27)^3,Z(27)^1,0*Z(27),Z(27)^9,Z(27)^14,Z(27)^16,Z(27)^4,Z(27)^3,Z(27)^17,
 Z(27)^18,Z(27)^21,Z(27)^2,Z(27)^7,Z(27)^7,Z(27)^26,Z(27)^15,Z(27)^2,Z(27)^7,
 Z(27)^22,Z(27)^11,Z(27)^10,Z(27)^18,Z(27)^17,Z(27)^1,Z(27)^5,Z(27)^7,Z(27)^13,
 Z(27)^2,Z(27)^15,0*Z(27),Z(27)^18,Z(27)^23,Z(27)^6,Z(27)^7,Z(27)^23,Z(27)^5,
 Z(27)^15,Z(27)^14,Z(27)^5,Z(27)^20,Z(27)^3,Z(27)^4,Z(27)^18,Z(27)^6,Z(27)^23,
 Z(27)^26,Z(27)^24,Z(27)^11,Z(27)^23,0*Z(27),Z(27)^5,Z(27)^25,Z(27)^19,Z(27)^21,
 Z(27)^6,Z(27)^14,Z(27)^13,Z(27)^4,Z(27)^7,Z(27)^7,Z(27)^14,Z(27)^14,Z(27)^17,
 Z(27)^23,Z(27)^5,Z(27)^19,Z(27)^20,Z(27)^2,Z(27)^25,Z(27)^24,Z(27)^11,Z(27)^7,
 Z(27)^3,Z(27)^25,Z(27)^19,Z(27)^5,0*Z(27),Z(27)^1,Z(27)^5,Z(27)^24,Z(27)^22,
 Z(27)^21,Z(27)^15,Z(27)^24,Z(27)^4,Z(27)^22,Z(27)^3,Z(27)^25,Z(27)^23,Z(27)^5,
 Z(27)^18,Z(27)^3,Z(27)^17,Z(27)^21,Z(27)^20,Z(27)^6,Z(27)^8,Z(27)^26,Z(27)^24,
 Z(27)^10,Z(27)^26,Z(27)^18,Z(27)^17,Z(27)^3,Z(27)^2,Z(27)^7,0*Z(27),Z(27)^24,
 Z(27)^12,Z(27)^7,Z(27)^23,Z(27)^21,Z(27)^26,Z(27)^16,Z(27)^3,Z(27)^13,Z(27)^4,
 Z(27)^20,Z(27)^1,Z(27)^20,Z(27)^6,Z(27)^12,Z(27)^18,Z(27)^3,Z(27)^13,Z(27)^10,
 0*Z(27),Z(27)^6,Z(27)^14,Z(27)^2,Z(27)^16,Z(27)^9,Z(27)^4,Z(27)^7,Z(27)^16,Z(27)^26,
 Z(27)^7,Z(27)^7,Z(27)^26,Z(27)^2,Z(27)^22,Z(27)^19,Z(27)^13,Z(27)^11,Z(27)^5,
 Z(27)^20,Z(27)^1,Z(27)^16,Z(27)^26,Z(27)^13,Z(27)^4,Z(27)^11,Z(27)^4,Z(27)^17,
 Z(27)^14,Z(27)^15,Z(27)^8,Z(27)^16,Z(27)^3,Z(27)^16,0*Z(27),Z(27)^25,Z(27)^19,
 Z(27)^4,Z(27)^2,Z(27)^14,Z(27)^16,Z(27)^22,Z(27)^11,Z(27)^6,Z(27)^18,Z(27)^9,
 Z(27)^11,Z(27)^17,Z(27)^5,Z(27)^21,Z(27)^14,Z(27)^18,Z(27)^9,Z(27)^5,Z(27)^1,
 Z(27)^23,Z(27)^12,Z(27)^4,Z(27)^3,Z(27)^20,Z(27)^11,Z(27)^18,Z(27)^15,Z(27)^17,
 Z(27)^21,Z(27)^2,Z(27)^19,Z(27)^15,Z(27)^12,Z(27)^14,Z(27)^2,Z(27)^17,Z(27)^2,
 Z(27)^9,Z(27)^1,Z(27)^25,Z(27)^4,Z(27)^19,Z(27)^18,Z(27)^13,Z(27)^21,Z(27)^3,
 0*Z(27),Z(27)^3,Z(27)^25,Z(27)^18,Z(27)^26,Z(27)^21,Z(27)^13,Z(27)^3,Z(27)^5,
 Z(27)^11,Z(27)^1,Z(27)^23,Z(27)^9,Z(27)^12,Z(27)^5,Z(27)^26,Z(27)^15,Z(27)^21,
 Z(27)^18,Z(27)^8,Z(27)^25,Z(27)^21,Z(27)^19,Z(27)^12,Z(27)^13,Z(27)^21,Z(27)^18,
 Z(27)^5,Z(27)^10,Z(27)^17,Z(27)^4,Z(27)^15,Z(27)^5,Z(27)^11,Z(27)^4,Z(27)^3,
 Z(27)^3,Z(27)^5,Z(27)^7,Z(27)^9,Z(27)^3,Z(27)^17,Z(27)^11,Z(27)^20,Z(27)^22,
 Z(27)^18,Z(27)^15,Z(27)^26,Z(27)^2,Z(27)^22,Z(27)^17,Z(27)^25,Z(27)^4,Z(27)^2,
 Z(27)^12,Z(27)^6,Z(27)^20,Z(27)^1,Z(27)^16,Z(27)^1,Z(27)^15,Z(27)^20,Z(27)^13,
 Z(27)^18,Z(27)^4,Z(27)^24,Z(27)^19,Z(27)^21,Z(27)^23,Z(27)^8,Z(27)^23,Z(27)^4,
 Z(27)^24,Z(27)^20,Z(27)^15,Z(27)^7,Z(27)^5,Z(27)^10,Z(27)^8,Z(27)^5,Z(27)^3,
 Z(27)^7,Z(27)^24,Z(27)^7,Z(27)^20,Z(27)^23,Z(27)^5],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^17,Z(27)^11,Z(27)^17,Z(27)^18,Z(27)^5,Z(27)^18,Z(27)^26,Z(27)^20,Z(27)^15,
 Z(27)^8,Z(27)^3,Z(27)^25,Z(27)^19,Z(27)^13,Z(27)^2,Z(27)^19,Z(27)^17,Z(27)^16,
 Z(27)^5,Z(27)^22,Z(27)^11,Z(27)^20,Z(27)^2,Z(27)^17,Z(27)^10,Z(27)^19,Z(27)^22,
 Z(27)^3,Z(27)^24,Z(27)^15,Z(27)^25,Z(27)^16,Z(27)^13,Z(27)^17,Z(27)^13,Z(27)^19,
 Z(27)^23,Z(27)^23,Z(27)^11,Z(27)^24,Z(27)^10,Z(27)^15,Z(27)^23,Z(27)^17,Z(27)^11,
 Z(27)^2,Z(27)^15,Z(27)^22,Z(27)^5,Z(27)^23,Z(27)^2,Z(27)^17,Z(27)^16,Z(27)^7,
 Z(27)^19,Z(27)^15,Z(27)^25,Z(27)^18,Z(27)^21,Z(27)^10,Z(27)^24,Z(27)^21,Z(27)^13,
 0*Z(27),Z(27)^7,Z(27)^3,Z(27)^8,Z(27)^3,Z(27)^11,Z(27)^10,Z(27)^6,Z(27)^21,Z(27)^22,
 Z(27)^10,Z(27)^14,Z(27)^25,Z(27)^12,Z(27)^23,Z(27)^3,Z(27)^24,Z(27)^8,Z(27)^18,
 Z(27)^17,Z(27)^10,Z(27)^4,Z(27)^17,Z(27)^14,Z(27)^25,Z(27)^19,Z(27)^9,Z(27)^12,
 Z(27)^20,Z(27)^18,Z(27)^13,Z(27)^20,Z(27)^5,Z(27)^14,Z(27)^1,Z(27)^8,Z(27)^25,
 Z(27)^6,Z(27)^18,Z(27)^17,Z(27)^8,Z(27)^23,0*Z(27),0*Z(27),Z(27)^14,Z(27)^17,
 Z(27)^25,Z(27)^11,Z(27)^17,Z(27)^9,Z(27)^4,Z(27)^25,Z(27)^22,Z(27)^23,Z(27)^19,
 Z(27)^25,Z(27)^18,Z(27)^3,Z(27)^18,Z(27)^5,Z(27)^24,Z(27)^13,Z(27)^24,Z(27)^16,
 Z(27)^21,Z(27)^14,Z(27)^22,Z(27)^16,Z(27)^5,Z(27)^16,Z(27)^24,Z(27)^20,Z(27)^25,
 0*Z(27),0*Z(27),Z(27)^2,Z(27)^24,Z(27)^17,Z(27)^18,Z(27)^18,Z(27)^12,Z(27)^7,
 Z(27)^8,Z(27)^18,Z(27)^11,Z(27)^1,Z(27)^21,Z(27)^8,Z(27)^17,Z(27)^14,Z(27)^21,
 Z(27)^9,Z(27)^11,Z(27)^11,Z(27)^18,Z(27)^22,Z(27)^21,Z(27)^7,Z(27)^6,Z(27)^12,
 Z(27)^23,Z(27)^17,Z(27)^14,Z(27)^8,Z(27)^5,Z(27)^25,Z(27)^3,Z(27)^13,Z(27)^13,
 Z(27)^21,Z(27)^21,Z(27)^6,Z(27)^8,Z(27)^25,Z(27)^2,Z(27)^8,Z(27)^14,Z(27)^4,
 Z(27)^13,Z(27)^14,Z(27)^19,Z(27)^24,Z(27)^14,Z(27)^26,Z(27)^21,Z(27)^6,Z(27)^25,
 Z(27)^4,Z(27)^18,Z(27)^9,Z(27)^24,Z(27)^13,Z(27)^16,Z(27)^25,Z(27)^6,Z(27)^18,
 Z(27)^25,Z(27)^11,Z(27)^6,Z(27)^8,Z(27)^12,Z(27)^10,Z(27)^9,Z(27)^8,Z(27)^8,
 Z(27)^17,Z(27)^16,Z(27)^22,Z(27)^24,Z(27)^2,Z(27)^11,Z(27)^17,Z(27)^22,Z(27)^9,
 Z(27)^16,Z(27)^11,Z(27)^26,Z(27)^12,Z(27)^11,Z(27)^18,Z(27)^20,0*Z(27),Z(27)^5,
 Z(27)^17,Z(27)^9,Z(27)^1,Z(27)^26,Z(27)^1,Z(27)^19,Z(27)^1,Z(27)^14,Z(27)^22,
 Z(27)^18,Z(27)^15,Z(27)^15,Z(27)^11,Z(27)^6,Z(27)^17,Z(27)^21,Z(27)^14,Z(27)^6,
 Z(27)^5,Z(27)^26,Z(27)^5,Z(27)^18,Z(27)^1,Z(27)^13,Z(27)^21,Z(27)^7,Z(27)^12,
 Z(27)^7,Z(27)^10,Z(27)^22,Z(27)^8,Z(27)^9,Z(27)^11,Z(27)^22,Z(27)^8,Z(27)^21,
 Z(27)^1,Z(27)^19,Z(27)^23,Z(27)^9,Z(27)^5,Z(27)^19,Z(27)^18,0*Z(27),Z(27)^15,
 Z(27)^21,Z(27)^9,Z(27)^20,Z(27)^3,Z(27)^6,Z(27)^26,Z(27)^22,Z(27)^5,Z(27)^7,
 Z(27)^10,Z(27)^9,0*Z(27),Z(27)^5,Z(27)^18,Z(27)^7,Z(27)^24,Z(27)^6,Z(27)^18,
 Z(27)^19,Z(27)^21,Z(27)^22,Z(27)^6,Z(27)^18,Z(27)^16,0*Z(27),Z(27)^17,Z(27)^5,
 Z(27)^6,Z(27)^13,Z(27)^17,Z(27)^26,Z(27)^25,Z(27)^1,Z(27)^13,Z(27)^10,Z(27)^10,
 Z(27)^4,Z(27)^21,Z(27)^5,Z(27)^3,Z(27)^7,Z(27)^18,Z(27)^4,Z(27)^10,Z(27)^3,Z(27)^10,
 Z(27)^14,Z(27)^21,Z(27)^25,Z(27)^11,Z(27)^1,Z(27)^8,Z(27)^7,Z(27)^15,Z(27)^15,
 Z(27)^18,Z(27)^26,Z(27)^25,Z(27)^4,Z(27)^7,0*Z(27),Z(27)^12,Z(27)^26,Z(27)^1,
 Z(27)^7,Z(27)^19,Z(27)^10,Z(27)^7,Z(27)^21,Z(27)^20,Z(27)^1,Z(27)^21,Z(27)^10,
 Z(27)^15,Z(27)^15,Z(27)^16,Z(27)^6,Z(27)^12,Z(27)^1,Z(27)^6],
[Z(27)^7,Z(27)^3,Z(27)^26,Z(27)^8,Z(27)^9,Z(27)^13,Z(27)^10,Z(27)^20,Z(27)^13,
 Z(27)^6,Z(27)^24,Z(27)^5,Z(27)^24,Z(27)^13,Z(27)^14,Z(27)^15,Z(27)^13,Z(27)^9,
 Z(27)^20,Z(27)^13,Z(27)^24,Z(27)^21,Z(27)^13,Z(27)^6,Z(27)^18,Z(27)^20,Z(27)^15,
 Z(27)^10,0*Z(27),Z(27)^4,Z(27)^19,Z(27)^11,Z(27)^24,Z(27)^10,0*Z(27),Z(27)^10,
 Z(27)^22,Z(27)^16,Z(27)^5,Z(27)^2,Z(27)^13,Z(27)^22,Z(27)^5,Z(27)^20,Z(27)^15,
 Z(27)^16,Z(27)^16,Z(27)^23,Z(27)^9,Z(27)^17,Z(27)^24,Z(27)^23,Z(27)^7,Z(27)^23,
 Z(27)^23,Z(27)^23,Z(27)^6,Z(27)^20,Z(27)^1,Z(27)^1,Z(27)^1,Z(27)^23,0*Z(27),
 Z(27)^17,Z(27)^18,Z(27)^26,Z(27)^8,Z(27)^15,Z(27)^25,Z(27)^7,Z(27)^2,Z(27)^11,
 Z(27)^16,Z(27)^2,Z(27)^26,Z(27)^4,0*Z(27),Z(27)^4,Z(27)^14,Z(27)^15,Z(27)^19,
 0*Z(27),Z(27)^9,Z(27)^3,Z(27)^5,Z(27)^16,Z(27)^18,Z(27)^2,Z(27)^10,Z(27)^9,Z(27)^21,
 Z(27)^8,Z(27)^13,Z(27)^21,Z(27)^25,Z(27)^5,Z(27)^15,Z(27)^8,Z(27)^9,Z(27)^1,
 Z(27)^3,Z(27)^11,Z(27)^17,Z(27)^5,Z(27)^21,Z(27)^19,Z(27)^5,Z(27)^14,Z(27)^5,
 Z(27)^21,Z(27)^2,Z(27)^19,Z(27)^2,Z(27)^25,Z(27)^2,Z(27)^16,Z(27)^18,Z(27)^15,
 Z(27)^3,Z(27)^12,Z(27)^6,Z(27)^3,Z(27)^26,Z(27)^19,Z(27)^20,Z(27)^20,Z(27)^13,
 Z(27)^23,Z(27)^14,Z(27)^22,0*Z(27),Z(27)^19,Z(27)^14,Z(27)^8,Z(27)^14,Z(27)^8,
 Z(27)^5,Z(27)^18,Z(27)^1,Z(27)^12,Z(27)^18,Z(27)^19,Z(27)^22,Z(27)^16,Z(27)^2,
 Z(27)^15,Z(27)^11,Z(27)^20,Z(27)^4,Z(27)^13,Z(27)^9,Z(27)^8,Z(27)^7,Z(27)^23,
 Z(27)^12,Z(27)^5,Z(27)^13,Z(27)^18,Z(27)^26,Z(27)^7,Z(27)^18,Z(27)^12,Z(27)^11,
 Z(27)^12,Z(27)^23,0*Z(27),Z(27)^20,Z(27)^21,Z(27)^20,Z(27)^26,Z(27)^6,Z(27)^12,
 Z(27)^2,Z(27)^16,Z(27)^8,Z(27)^3,Z(27)^9,Z(27)^2,Z(27)^2,Z(27)^3,Z(27)^21,Z(27)^7,
 Z(27)^10,0*Z(27),Z(27)^17,Z(27)^13,0*Z(27),Z(27)^3,Z(27)^7,Z(27)^10,Z(27)^7,
 Z(27)^6,Z(27)^9,Z(27)^23,Z(27)^6,0*Z(27),0*Z(27),Z(27)^6,Z(27)^12,0*Z(27),Z(27)^5,
 Z(27)^12,Z(27)^19,Z(27)^24,Z(27)^26,Z(27)^23,Z(27)^8,Z(27)^21,Z(27)^14,Z(27)^4,
 Z(27)^14,Z(27)^22,Z(27)^16,Z(27)^14,Z(27)^3,Z(27)^11,Z(27)^3,Z(27)^12,Z(27)^26,
 Z(27)^21,Z(27)^13,Z(27)^15,Z(27)^1,Z(27)^25,Z(27)^5,Z(27)^9,Z(27)^18,Z(27)^1,
 Z(27)^8,Z(27)^20,Z(27)^26,Z(27)^3,Z(27)^7,Z(27)^24,Z(27)^9,Z(27)^21,Z(27)^11,
 Z(27)^19,Z(27)^22,Z(27)^12,Z(27)^11,Z(27)^10,Z(27)^2,Z(27)^2,Z(27)^23,Z(27)^12,
 Z(27)^15,Z(27)^1,Z(27)^25,Z(27)^3,Z(27)^16,Z(27)^20,Z(27)^2,Z(27)^19,Z(27)^10,
 Z(27)^15,Z(27)^21,Z(27)^22,0*Z(27),Z(27)^22,Z(27)^25,Z(27)^26,Z(27)^9,Z(27)^18,
 Z(27)^3,Z(27)^8,Z(27)^20,Z(27)^1,Z(27)^23,Z(27)^11,Z(27)^7,Z(27)^14,Z(27)^25,
 Z(27)^23,Z(27)^4,Z(27)^5,Z(27)^16,Z(27)^4,Z(27)^14,Z(27)^11,Z(27)^22,Z(27)^24,
 Z(27)^2,Z(27)^26,Z(27)^24,Z(27)^26,Z(27)^6,Z(27)^8,Z(27)^6,Z(27)^26,Z(27)^6,
 Z(27)^9,Z(27)^12,Z(27)^20,Z(27)^4,Z(27)^7,Z(27)^24,Z(27)^24,Z(27)^15,Z(27)^9,
 Z(27)^22,Z(27)^22,Z(27)^21,Z(27)^19,Z(27)^9,Z(27)^9,Z(27)^17,Z(27)^24,Z(27)^8,
 0*Z(27),Z(27)^20,Z(27)^21,Z(27)^4,Z(27)^14,Z(27)^21,Z(27)^3,Z(27)^16,Z(27)^20,
 Z(27)^22,Z(27)^21,Z(27)^24,Z(27)^19,Z(27)^15,Z(27)^5,Z(27)^12,Z(27)^6,Z(27)^24,
 Z(27)^4,Z(27)^6,Z(27)^9,Z(27)^10,Z(27)^7,0*Z(27),Z(27)^13,Z(27)^24,Z(27)^10,
 0*Z(27),Z(27)^5,Z(27)^13,Z(27)^3,Z(27)^17,Z(27)^23,Z(27)^16,Z(27)^3,Z(27)^2,
 Z(27)^9,Z(27)^11,Z(27)^5,Z(27)^16,Z(27)^3,Z(27)^12],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^18,Z(27)^21,Z(27)^13,Z(27)^23,Z(27)^2,Z(27)^24,Z(27)^25,Z(27)^26,Z(27)^11,
 Z(27)^23,Z(27)^26,Z(27)^24,Z(27)^24,Z(27)^19,Z(27)^25,Z(27)^3,Z(27)^6,Z(27)^8,
 Z(27)^25,Z(27)^13,Z(27)^25,Z(27)^11,Z(27)^26,Z(27)^11,Z(27)^5,Z(27)^15,Z(27)^25,
 Z(27)^8,Z(27)^20,Z(27)^19,Z(27)^2,Z(27)^12,Z(27)^8,Z(27)^12,Z(27)^13,Z(27)^4,
 Z(27)^2,Z(27)^17,Z(27)^18,Z(27)^18,Z(27)^26,Z(27)^3,Z(27)^24,Z(27)^12,Z(27)^4,
 Z(27)^1,Z(27)^9,Z(27)^1,Z(27)^7,Z(27)^13,Z(27)^19,0*Z(27),Z(27)^20,Z(27)^5,Z(27)^8,
 Z(27)^10,Z(27)^15,Z(27)^6,Z(27)^23,Z(27)^11,Z(27)^6,Z(27)^18,Z(27)^10,Z(27)^16,
 Z(27)^16,Z(27)^23,Z(27)^3,Z(27)^2,0*Z(27),Z(27)^22,Z(27)^1,Z(27)^11,Z(27)^12,
 Z(27)^22,Z(27)^25,Z(27)^1,Z(27)^15,Z(27)^6,Z(27)^15,Z(27)^20,Z(27)^9,Z(27)^11,
 Z(27)^7,Z(27)^14,0*Z(27),Z(27)^12,Z(27)^17,Z(27)^1,Z(27)^25,Z(27)^17,Z(27)^13,
 Z(27)^25,Z(27)^13,Z(27)^20,Z(27)^22,Z(27)^18,Z(27)^12,Z(27)^2,Z(27)^20,Z(27)^6,
 Z(27)^7,Z(27)^12,Z(27)^9,Z(27)^21,Z(27)^8,Z(27)^24,Z(27)^1,Z(27)^20,Z(27)^24,
 Z(27)^3,Z(27)^15,Z(27)^10,Z(27)^10,Z(27)^24,Z(27)^3,Z(27)^6,Z(27)^14,Z(27)^1,
 Z(27)^5,Z(27)^7,Z(27)^20,Z(27)^26,Z(27)^15,Z(27)^23,Z(27)^8,Z(27)^16,Z(27)^19,
 Z(27)^10,Z(27)^9,Z(27)^22,Z(27)^19,Z(27)^24,Z(27)^21,Z(27)^14,Z(27)^20,Z(27)^9,
 Z(27)^10,0*Z(27),Z(27)^11,Z(27)^7,Z(27)^21,Z(27)^23,Z(27)^5,Z(27)^7,Z(27)^9,
 Z(27)^20,Z(27)^6,Z(27)^7,Z(27)^12,Z(27)^1,Z(27)^6,Z(27)^3,Z(27)^14,Z(27)^20,
 Z(27)^6,Z(27)^3,Z(27)^16,Z(27)^12,Z(27)^16,Z(27)^5,Z(27)^11,Z(27)^20,Z(27)^13,
 Z(27)^8,Z(27)^19,Z(27)^6,Z(27)^11,Z(27)^1,Z(27)^7,Z(27)^2,Z(27)^19,Z(27)^2,Z(27)^15,
 Z(27)^14,Z(27)^5,Z(27)^11,Z(27)^5,Z(27)^25,Z(27)^4,Z(27)^17,Z(27)^12,Z(27)^10,
 Z(27)^18,Z(27)^3,Z(27)^25,Z(27)^10,Z(27)^23,0*Z(27),Z(27)^1,Z(27)^6,Z(27)^10,
 Z(27)^5,Z(27)^22,Z(27)^23,Z(27)^12,Z(27)^22,Z(27)^24,Z(27)^17,Z(27)^5,Z(27)^18,
 Z(27)^10,Z(27)^25,Z(27)^1,Z(27)^7,Z(27)^10,Z(27)^21,Z(27)^15,Z(27)^16,Z(27)^5,
 Z(27)^26,Z(27)^10,Z(27)^4,Z(27)^13,Z(27)^8,Z(27)^11,Z(27)^6,0*Z(27),Z(27)^15,
 Z(27)^25,Z(27)^15,Z(27)^5,Z(27)^12,Z(27)^24,Z(27)^17,Z(27)^21,Z(27)^14,0*Z(27),
 Z(27)^11,0*Z(27),Z(27)^18,0*Z(27),Z(27)^18,0*Z(27),Z(27)^20,Z(27)^26,Z(27)^10,
 Z(27)^12,Z(27)^22,Z(27)^18,Z(27)^4,Z(27)^23,Z(27)^13,Z(27)^7,Z(27)^20,Z(27)^8,
 Z(27)^19,Z(27)^15,Z(27)^6,Z(27)^25,Z(27)^25,Z(27)^25,Z(27)^15,Z(27)^23,Z(27)^1,
 Z(27)^3,Z(27)^6,Z(27)^7,Z(27)^19,Z(27)^25,Z(27)^24,Z(27)^26,Z(27)^19,Z(27)^19,
 Z(27)^18,Z(27)^4,Z(27)^20,0*Z(27),Z(27)^6,Z(27)^4,Z(27)^9,Z(27)^24,Z(27)^5,Z(27)^7,
 Z(27)^6,Z(27)^6,Z(27)^7,Z(27)^16,Z(27)^17,Z(27)^16,Z(27)^5,Z(27)^10,Z(27)^21,
 Z(27)^5,Z(27)^16,0*Z(27),Z(27)^23,Z(27)^2,Z(27)^24,Z(27)^11,Z(27)^24,Z(27)^6,
 Z(27)^15,Z(27)^13,Z(27)^13,Z(27)^15,Z(27)^8,Z(27)^20,Z(27)^7,Z(27)^1,Z(27)^3,
 Z(27)^6,Z(27)^18,Z(27)^11,Z(27)^9,Z(27)^25,Z(27)^4,Z(27)^26,Z(27)^7,Z(27)^26,
 Z(27)^24,Z(27)^24,Z(27)^10,Z(27)^10,Z(27)^5,Z(27)^7,Z(27)^25,Z(27)^19,Z(27)^26,
 Z(27)^18,Z(27)^8,Z(27)^5,Z(27)^13,Z(27)^19,Z(27)^26,Z(27)^18,Z(27)^4,Z(27)^12,
 Z(27)^13,Z(27)^6,Z(27)^24,Z(27)^3,Z(27)^5,Z(27)^4,Z(27)^10,Z(27)^16,Z(27)^10,
 Z(27)^4,Z(27)^5,Z(27)^11,Z(27)^25,Z(27)^21,Z(27)^2,Z(27)^20,Z(27)^13,Z(27)^16,
 Z(27)^13,Z(27)^9,Z(27)^9,Z(27)^17,Z(27)^23,Z(27)^14],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[0*Z(27),Z(27)^1,Z(27)^1,Z(27)^2,Z(27)^22,Z(27)^10,Z(27)^5,Z(27)^18,Z(27)^5,0*Z(27),
 Z(27)^10,Z(27)^26,Z(27)^5,Z(27)^17,Z(27)^23,Z(27)^24,Z(27)^19,Z(27)^1,Z(27)^6,
 Z(27)^26,Z(27)^5,Z(27)^7,Z(27)^18,Z(27)^11,Z(27)^11,Z(27)^15,Z(27)^16,Z(27)^1,
 Z(27)^23,Z(27)^13,Z(27)^8,Z(27)^11,Z(27)^4,Z(27)^7,Z(27)^2,0*Z(27),Z(27)^7,Z(27)^16,
 Z(27)^25,Z(27)^22,Z(27)^12,Z(27)^23,Z(27)^26,Z(27)^2,Z(27)^26,Z(27)^23,Z(27)^22,
 Z(27)^7,Z(27)^19,Z(27)^16,Z(27)^5,Z(27)^5,Z(27)^18,Z(27)^3,Z(27)^1,Z(27)^14,
 Z(27)^14,Z(27)^22,Z(27)^25,Z(27)^3,Z(27)^25,Z(27)^23,Z(27)^9,Z(27)^26,Z(27)^9,
 Z(27)^24,Z(27)^26,Z(27)^6,Z(27)^1,Z(27)^2,Z(27)^23,Z(27)^2,Z(27)^16,Z(27)^25,
 Z(27)^15,Z(27)^21,Z(27)^26,Z(27)^19,Z(27)^1,Z(27)^25,Z(27)^7,Z(27)^13,Z(27)^5,
 Z(27)^1,Z(27)^2,Z(27)^3,Z(27)^7,Z(27)^19,Z(27)^13,Z(27)^19,Z(27)^6,Z(27)^18,
 Z(27)^5,Z(27)^3,Z(27)^16,Z(27)^22,Z(27)^18,Z(27)^25,Z(27)^20,Z(27)^25,Z(27)^6,
 Z(27)^14,Z(27)^22,Z(27)^2,Z(27)^18,Z(27)^7,Z(27)^2,Z(27)^5,Z(27)^14,Z(27)^8,
 Z(27)^22,Z(27)^22,Z(27)^7,Z(27)^17,Z(27)^25,Z(27)^3,Z(27)^5,Z(27)^15,Z(27)^9,
 Z(27)^23,Z(27)^4,Z(27)^2,0*Z(27),Z(27)^22,0*Z(27),Z(27)^7,Z(27)^4,Z(27)^8,Z(27)^1,
 Z(27)^14,Z(27)^21,Z(27)^17,Z(27)^16,Z(27)^19,Z(27)^4,Z(27)^21,Z(27)^21,Z(27)^12,
 Z(27)^9,Z(27)^23,Z(27)^11,Z(27)^15,Z(27)^21,Z(27)^5,Z(27)^4,0*Z(27),Z(27)^21,
 Z(27)^25,Z(27)^2,Z(27)^3,Z(27)^11,Z(27)^2,Z(27)^22,Z(27)^20,Z(27)^8,Z(27)^20,
 Z(27)^14,Z(27)^17,Z(27)^16,Z(27)^4,Z(27)^7,Z(27)^12,Z(27)^24,Z(27)^25,Z(27)^3,
 Z(27)^12,Z(27)^22,Z(27)^19,Z(27)^18,0*Z(27),Z(27)^2,Z(27)^2,Z(27)^23,Z(27)^16,
 Z(27)^26,Z(27)^20,Z(27)^23,Z(27)^24,Z(27)^6,Z(27)^16,Z(27)^22,Z(27)^14,Z(27)^11,
 Z(27)^15,Z(27)^9,Z(27)^15,Z(27)^15,Z(27)^15,Z(27)^26,Z(27)^7,Z(27)^13,Z(27)^20,
 Z(27)^15,Z(27)^20,Z(27)^26,Z(27)^16,Z(27)^5,Z(27)^1,Z(27)^12,Z(27)^25,Z(27)^3,
 Z(27)^10,Z(27)^26,Z(27)^9,Z(27)^12,Z(27)^4,Z(27)^7,Z(27)^18,Z(27)^4,Z(27)^21,
 Z(27)^13,Z(27)^12,Z(27)^23,Z(27)^6,Z(27)^24,Z(27)^25,Z(27)^8,Z(27)^21,Z(27)^7,
 Z(27)^3,Z(27)^24,Z(27)^5,Z(27)^1,Z(27)^18,Z(27)^12,Z(27)^26,Z(27)^8,Z(27)^26,
 Z(27)^8,Z(27)^7,Z(27)^5,Z(27)^6,Z(27)^1,Z(27)^16,Z(27)^9,Z(27)^16,Z(27)^3,Z(27)^12,
 Z(27)^3,Z(27)^20,Z(27)^2,Z(27)^1,Z(27)^15,Z(27)^22,Z(27)^24,Z(27)^23,Z(27)^12,
 Z(27)^13,Z(27)^23,Z(27)^9,Z(27)^20,Z(27)^2,Z(27)^9,Z(27)^12,Z(27)^18,Z(27)^19,
 Z(27)^21,Z(27)^17,Z(27)^20,Z(27)^7,Z(27)^11,Z(27)^10,Z(27)^15,Z(27)^10,Z(27)^12,
 Z(27)^13,Z(27)^23,Z(27)^21,Z(27)^1,Z(27)^19,Z(27)^7,Z(27)^15,Z(27)^26,Z(27)^25,
 Z(27)^12,Z(27)^8,Z(27)^12,Z(27)^8,Z(27)^22,Z(27)^16,Z(27)^19,Z(27)^11,Z(27)^11,
 Z(27)^1,Z(27)^15,Z(27)^2,Z(27)^26,Z(27)^25,Z(27)^14,Z(27)^19,Z(27)^18,Z(27)^19,
 Z(27)^10,Z(27)^15,Z(27)^7,Z(27)^1,Z(27)^20,Z(27)^6,Z(27)^15,Z(27)^20,Z(27)^26,
 Z(27)^2,0*Z(27),Z(27)^15,Z(27)^26,Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^13,Z(27)^18,
 Z(27)^12,Z(27)^5,Z(27)^25,Z(27)^2,Z(27)^8,Z(27)^19,0*Z(27),Z(27)^10,Z(27)^11,
 Z(27)^21,Z(27)^24,Z(27)^23,Z(27)^12,Z(27)^23,Z(27)^25,Z(27)^9,Z(27)^18,Z(27)^3,
 Z(27)^15,Z(27)^2,Z(27)^25,Z(27)^19,Z(27)^19,Z(27)^14,Z(27)^13,0*Z(27),Z(27)^7,
 Z(27)^21,Z(27)^20,Z(27)^21,0*Z(27),Z(27)^5,Z(27)^13,Z(27)^14,Z(27)^24,Z(27)^9,
 Z(27)^18,Z(27)^9,Z(27)^10,Z(27)^2,Z(27)^6],
[0*Z(27),Z(27)^17,Z(27)^1,Z(27)^1,Z(27)^19,Z(27)^21,Z(27)^18,Z(27)^9,Z(27)^17,
 Z(27)^5,Z(27)^21,Z(27)^9,Z(27)^1,Z(27)^8,Z(27)^12,Z(27)^26,Z(27)^16,Z(27)^10,
 Z(27)^21,Z(27)^6,Z(27)^5,Z(27)^17,Z(27)^23,Z(27)^22,Z(27)^18,Z(27)^4,Z(27)^20,
 Z(27)^13,Z(27)^9,Z(27)^4,0*Z(27),Z(27)^17,Z(27)^12,Z(27)^8,Z(27)^24,Z(27)^26,
 Z(27)^18,Z(27)^2,Z(27)^18,Z(27)^13,Z(27)^3,Z(27)^14,Z(27)^23,Z(27)^17,Z(27)^23,
 Z(27)^13,Z(27)^12,Z(27)^9,0*Z(27),Z(27)^12,Z(27)^16,Z(27)^19,Z(27)^9,Z(27)^26,
 0*Z(27),Z(27)^8,Z(27)^12,Z(27)^20,Z(27)^3,Z(27)^3,Z(27)^16,Z(27)^13,Z(27)^24,
 Z(27)^13,Z(27)^18,Z(27)^7,Z(27)^4,Z(27)^17,Z(27)^13,Z(27)^21,Z(27)^18,Z(27)^15,
 Z(27)^23,Z(27)^9,Z(27)^15,Z(27)^15,Z(27)^9,Z(27)^21,0*Z(27),Z(27)^4,Z(27)^6,
 Z(27)^16,Z(27)^22,Z(27)^7,Z(27)^8,Z(27)^9,Z(27)^22,Z(27)^9,Z(27)^25,Z(27)^8,
 Z(27)^11,Z(27)^11,Z(27)^16,Z(27)^14,0*Z(27),Z(27)^26,Z(27)^15,Z(27)^1,Z(27)^23,
 Z(27)^2,Z(27)^25,Z(27)^20,Z(27)^12,Z(27)^15,Z(27)^4,Z(27)^21,Z(27)^14,Z(27)^11,
 Z(27)^10,Z(27)^24,Z(27)^15,Z(27)^25,Z(27)^1,Z(27)^22,Z(27)^11,Z(27)^23,0*Z(27),
 Z(27)^22,Z(27)^20,Z(27)^15,Z(27)^8,Z(27)^8,Z(27)^11,Z(27)^12,Z(27)^6,Z(27)^9,
 Z(27)^18,Z(27)^12,Z(27)^26,Z(27)^12,Z(27)^11,Z(27)^19,Z(27)^12,Z(27)^23,0*Z(27),
 Z(27)^14,Z(27)^12,Z(27)^18,Z(27)^6,Z(27)^19,Z(27)^6,Z(27)^20,0*Z(27),Z(27)^3,
 Z(27)^4,Z(27)^1,Z(27)^11,Z(27)^9,Z(27)^2,Z(27)^13,Z(27)^21,Z(27)^9,Z(27)^2,Z(27)^9,
 Z(27)^3,Z(27)^2,Z(27)^21,Z(27)^17,Z(27)^6,Z(27)^26,Z(27)^4,Z(27)^23,Z(27)^15,
 Z(27)^19,Z(27)^10,Z(27)^25,Z(27)^21,Z(27)^20,Z(27)^10,Z(27)^8,Z(27)^25,Z(27)^2,
 Z(27)^15,Z(27)^6,Z(27)^7,Z(27)^16,Z(27)^13,Z(27)^10,Z(27)^8,Z(27)^19,Z(27)^4,
 Z(27)^1,Z(27)^17,Z(27)^2,Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^4,Z(27)^10,Z(27)^1,Z(27)^17,
 Z(27)^26,0*Z(27),Z(27)^3,Z(27)^15,Z(27)^4,Z(27)^23,Z(27)^1,Z(27)^26,Z(27)^11,
 Z(27)^3,Z(27)^8,Z(27)^9,Z(27)^2,Z(27)^8,Z(27)^19,Z(27)^18,Z(27)^14,Z(27)^13,
 Z(27)^2,Z(27)^1,Z(27)^20,Z(27)^15,Z(27)^5,Z(27)^5,Z(27)^22,Z(27)^2,0*Z(27),0*Z(27),
 Z(27)^9,Z(27)^6,Z(27)^24,Z(27)^23,Z(27)^1,Z(27)^7,Z(27)^18,Z(27)^20,Z(27)^1,
 Z(27)^26,Z(27)^10,Z(27)^12,Z(27)^14,Z(27)^8,Z(27)^8,Z(27)^4,Z(27)^9,Z(27)^8,
 Z(27)^12,Z(27)^6,Z(27)^4,Z(27)^20,Z(27)^20,Z(27)^18,Z(27)^21,Z(27)^25,Z(27)^4,
 Z(27)^26,0*Z(27),Z(27)^20,Z(27)^2,Z(27)^3,Z(27)^25,Z(27)^26,Z(27)^24,Z(27)^18,
 Z(27)^22,Z(27)^17,Z(27)^5,Z(27)^17,Z(27)^11,Z(27)^13,Z(27)^15,Z(27)^13,Z(27)^26,
 Z(27)^11,0*Z(27),Z(27)^12,Z(27)^17,Z(27)^14,Z(27)^21,Z(27)^1,Z(27)^23,Z(27)^6,
 Z(27)^17,Z(27)^19,0*Z(27),Z(27)^17,Z(27)^19,Z(27)^4,Z(27)^22,Z(27)^20,Z(27)^18,
 Z(27)^14,0*Z(27),Z(27)^26,Z(27)^22,Z(27)^20,Z(27)^25,Z(27)^25,Z(27)^1,Z(27)^8,
 Z(27)^2,Z(27)^25,Z(27)^2,Z(27)^21,Z(27)^20,Z(27)^12,Z(27)^21,Z(27)^14,0*Z(27),
 Z(27)^17,Z(27)^9,Z(27)^19,Z(27)^6,Z(27)^25,Z(27)^6,Z(27)^3,Z(27)^22,Z(27)^10,
 Z(27)^13,Z(27)^26,Z(27)^14,Z(27)^2,Z(27)^15,Z(27)^24,Z(27)^9,Z(27)^5,Z(27)^18,
 Z(27)^21,Z(27)^15,Z(27)^1,Z(27)^21,Z(27)^1,Z(27)^22,Z(27)^25,Z(27)^12,Z(27)^4,
 Z(27)^17,Z(27)^10,Z(27)^2,Z(27)^6,Z(27)^25,Z(27)^1,Z(27)^16,Z(27)^18,Z(27)^6,
 Z(27)^23,0*Z(27),Z(27)^3,Z(27)^25,Z(27)^21,Z(27)^1,Z(27)^7,Z(27)^9,Z(27)^9,Z(27)^23,
 Z(27)^1,Z(27)^19,Z(27)^19,Z(27)^25,Z(27)^20],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^2,0*Z(27),Z(27)^17,Z(27)^1,Z(27)^23,Z(27)^10,Z(27)^4,Z(27)^1,Z(27)^16,
 Z(27)^21,Z(27)^11,Z(27)^7,Z(27)^7,Z(27)^8,Z(27)^10,Z(27)^19,Z(27)^8,Z(27)^2,
 Z(27)^19,0*Z(27),Z(27)^2,Z(27)^9,Z(27)^21,Z(27)^12,Z(27)^22,Z(27)^12,Z(27)^4,
 Z(27)^5,Z(27)^23,Z(27)^26,Z(27)^4,Z(27)^15,Z(27)^17,Z(27)^11,Z(27)^25,Z(27)^2,
 Z(27)^24,Z(27)^1,Z(27)^10,Z(27)^26,Z(27)^12,Z(27)^18,Z(27)^16,Z(27)^7,Z(27)^20,
 Z(27)^26,Z(27)^21,Z(27)^24,Z(27)^19,Z(27)^12,Z(27)^3,Z(27)^12,Z(27)^18,Z(27)^5,
 Z(27)^9,Z(27)^20,0*Z(27),Z(27)^21,Z(27)^26,Z(27)^2,Z(27)^26,Z(27)^26,Z(27)^19,
 Z(27)^1,Z(27)^9,Z(27)^17,Z(27)^12,Z(27)^16,Z(27)^12,Z(27)^10,Z(27)^7,Z(27)^22,
 Z(27)^12,0*Z(27),Z(27)^19,Z(27)^24,Z(27)^12,Z(27)^2,Z(27)^18,Z(27)^23,Z(27)^12,
 Z(27)^19,Z(27)^18,Z(27)^17,Z(27)^20,Z(27)^12,Z(27)^14,Z(27)^6,Z(27)^5,0*Z(27),
 Z(27)^12,Z(27)^19,Z(27)^23,Z(27)^14,Z(27)^3,Z(27)^25,Z(27)^2,Z(27)^2,Z(27)^18,
 Z(27)^22,Z(27)^14,Z(27)^4,Z(27)^6,Z(27)^17,Z(27)^9,Z(27)^5,Z(27)^18,Z(27)^23,
 Z(27)^21,Z(27)^6,Z(27)^6,Z(27)^4,Z(27)^17,Z(27)^7,Z(27)^5,Z(27)^10,Z(27)^21,
 Z(27)^15,Z(27)^14,Z(27)^16,Z(27)^23,Z(27)^17,Z(27)^1,Z(27)^2,Z(27)^26,Z(27)^20,
 Z(27)^18,Z(27)^11,Z(27)^26,Z(27)^3,Z(27)^20,Z(27)^16,Z(27)^9,Z(27)^4,Z(27)^25,
 Z(27)^17,Z(27)^6,Z(27)^3,Z(27)^24,Z(27)^13,Z(27)^2,Z(27)^22,Z(27)^18,Z(27)^5,
 Z(27)^14,Z(27)^9,Z(27)^16,Z(27)^18,Z(27)^19,0*Z(27),0*Z(27),Z(27)^26,Z(27)^13,
 Z(27)^2,Z(27)^8,Z(27)^12,Z(27)^26,Z(27)^6,Z(27)^2,Z(27)^10,Z(27)^10,Z(27)^2,
 Z(27)^1,Z(27)^9,Z(27)^8,Z(27)^8,Z(27)^26,Z(27)^6,Z(27)^4,Z(27)^25,Z(27)^11,0*Z(27),
 Z(27)^19,Z(27)^2,Z(27)^9,Z(27)^8,Z(27)^1,Z(27)^26,Z(27)^20,Z(27)^3,Z(27)^7,Z(27)^16,
 Z(27)^5,Z(27)^26,Z(27)^26,0*Z(27),Z(27)^20,Z(27)^1,Z(27)^22,Z(27)^4,Z(27)^9,
 Z(27)^16,Z(27)^11,Z(27)^6,Z(27)^13,Z(27)^1,Z(27)^26,0*Z(27),Z(27)^9,Z(27)^1,
 Z(27)^5,Z(27)^7,Z(27)^1,Z(27)^5,Z(27)^15,Z(27)^18,Z(27)^8,Z(27)^11,Z(27)^20,
 Z(27)^13,Z(27)^24,Z(27)^25,Z(27)^15,Z(27)^20,Z(27)^14,Z(27)^2,Z(27)^7,Z(27)^22,
 Z(27)^18,Z(27)^7,Z(27)^18,Z(27)^2,Z(27)^13,Z(27)^12,0*Z(27),Z(27)^5,Z(27)^14,
 Z(27)^13,Z(27)^4,Z(27)^23,Z(27)^20,Z(27)^11,Z(27)^12,Z(27)^11,Z(27)^26,Z(27)^11,
 Z(27)^21,Z(27)^8,Z(27)^13,0*Z(27),Z(27)^17,Z(27)^8,Z(27)^21,Z(27)^1,Z(27)^19,
 Z(27)^15,Z(27)^14,Z(27)^7,Z(27)^4,Z(27)^4,Z(27)^15,Z(27)^21,Z(27)^16,Z(27)^25,
 Z(27)^8,Z(27)^20,Z(27)^1,Z(27)^22,Z(27)^18,Z(27)^26,Z(27)^10,Z(27)^15,Z(27)^5,
 Z(27)^16,Z(27)^3,Z(27)^15,Z(27)^9,Z(27)^25,Z(27)^16,0*Z(27),Z(27)^2,Z(27)^15,
 Z(27)^20,Z(27)^8,Z(27)^18,Z(27)^10,Z(27)^3,Z(27)^17,Z(27)^7,Z(27)^26,Z(27)^23,
 Z(27)^10,Z(27)^23,Z(27)^14,Z(27)^6,Z(27)^15,Z(27)^7,Z(27)^8,Z(27)^17,Z(27)^7,
 Z(27)^13,Z(27)^19,Z(27)^14,Z(27)^11,Z(27)^14,Z(27)^11,Z(27)^24,Z(27)^4,Z(27)^17,
 Z(27)^16,Z(27)^13,Z(27)^18,Z(27)^24,Z(27)^12,Z(27)^19,Z(27)^5,0*Z(27),Z(27)^18,
 Z(27)^1,Z(27)^26,Z(27)^23,Z(27)^22,Z(27)^9,Z(27)^14,Z(27)^3,Z(27)^24,Z(27)^22,
 Z(27)^16,Z(27)^24,Z(27)^8,Z(27)^7,Z(27)^2,Z(27)^13,Z(27)^8,Z(27)^21,Z(27)^17,
 Z(27)^26,Z(27)^21,Z(27)^12,Z(27)^24,Z(27)^5,Z(27)^10,Z(27)^7,Z(27)^25,Z(27)^6,
 Z(27)^4,Z(27)^2,Z(27)^20,Z(27)^12,Z(27)^3,Z(27)^7,Z(27)^22,Z(27)^21,Z(27)^21,
 Z(27)^22,Z(27)^3,Z(27)^14,Z(27)^8,Z(27)^20,Z(27)^17,Z(27)^15],
[Z(27)^23,Z(27)^22,Z(27)^21,Z(27)^10,Z(27)^2,Z(27)^7,Z(27)^6,Z(27)^10,Z(27)^20,
 Z(27)^3,Z(27)^21,Z(27)^9,Z(27)^15,Z(27)^21,Z(27)^2,Z(27)^4,Z(27)^6,Z(27)^11,
 Z(27)^19,Z(27)^10,Z(27)^15,Z(27)^20,Z(27)^16,Z(27)^3,Z(27)^1,Z(27)^11,Z(27)^12,
 Z(27)^7,Z(27)^4,Z(27)^26,Z(27)^22,Z(27)^21,Z(27)^2,Z(27)^11,Z(27)^16,Z(27)^14,
 Z(27)^8,Z(27)^13,Z(27)^15,Z(27)^22,Z(27)^11,Z(27)^23,Z(27)^11,Z(27)^25,Z(27)^19,
 Z(27)^23,Z(27)^19,Z(27)^22,Z(27)^4,Z(27)^10,Z(27)^13,Z(27)^7,Z(27)^12,Z(27)^6,
 Z(27)^14,Z(27)^19,Z(27)^23,Z(27)^16,Z(27)^15,Z(27)^17,Z(27)^10,Z(27)^5,Z(27)^25,
 Z(27)^3,Z(27)^9,Z(27)^4,Z(27)^12,Z(27)^2,Z(27)^7,Z(27)^14,Z(27)^6,Z(27)^5,Z(27)^8,
 0*Z(27),Z(27)^16,Z(27)^11,Z(27)^8,Z(27)^16,Z(27)^21,Z(27)^15,Z(27)^11,Z(27)^24,
 Z(27)^23,Z(27)^6,Z(27)^25,Z(27)^26,Z(27)^5,Z(27)^26,Z(27)^2,Z(27)^18,Z(27)^11,
 Z(27)^19,Z(27)^19,Z(27)^11,Z(27)^22,Z(27)^19,Z(27)^7,Z(27)^22,Z(27)^22,Z(27)^24,
 Z(27)^5,Z(27)^1,Z(27)^3,Z(27)^19,Z(27)^8,Z(27)^15,Z(27)^4,Z(27)^5,Z(27)^4,Z(27)^11,
 Z(27)^13,Z(27)^2,Z(27)^26,Z(27)^13,Z(27)^18,Z(27)^26,Z(27)^20,Z(27)^6,Z(27)^5,
 Z(27)^21,Z(27)^26,Z(27)^17,Z(27)^9,Z(27)^11,Z(27)^23,Z(27)^13,Z(27)^10,Z(27)^7,
 Z(27)^15,Z(27)^2,Z(27)^6,0*Z(27),Z(27)^10,Z(27)^25,Z(27)^24,Z(27)^7,Z(27)^18,
 Z(27)^19,Z(27)^6,Z(27)^3,Z(27)^14,Z(27)^26,Z(27)^5,Z(27)^24,Z(27)^6,Z(27)^23,
 Z(27)^11,Z(27)^4,Z(27)^2,Z(27)^5,Z(27)^12,0*Z(27),Z(27)^11,Z(27)^6,Z(27)^13,
 Z(27)^14,Z(27)^15,Z(27)^24,Z(27)^18,Z(27)^9,Z(27)^18,Z(27)^5,Z(27)^4,Z(27)^10,
 Z(27)^3,Z(27)^8,Z(27)^3,Z(27)^3,Z(27)^20,Z(27)^15,Z(27)^5,0*Z(27),Z(27)^5,Z(27)^11,
 Z(27)^3,Z(27)^26,Z(27)^7,Z(27)^11,Z(27)^5,Z(27)^10,Z(27)^11,Z(27)^19,Z(27)^5,
 Z(27)^4,Z(27)^1,Z(27)^14,Z(27)^4,Z(27)^14,Z(27)^6,Z(27)^11,Z(27)^25,Z(27)^6,
 Z(27)^4,Z(27)^3,Z(27)^23,0*Z(27),Z(27)^14,Z(27)^25,0*Z(27),Z(27)^4,Z(27)^20,
 Z(27)^25,Z(27)^16,Z(27)^1,Z(27)^26,Z(27)^6,Z(27)^24,Z(27)^2,Z(27)^25,Z(27)^2,
 Z(27)^7,Z(27)^6,Z(27)^8,Z(27)^25,Z(27)^12,0*Z(27),Z(27)^16,Z(27)^11,Z(27)^22,
 Z(27)^23,Z(27)^11,Z(27)^4,Z(27)^26,Z(27)^16,Z(27)^14,Z(27)^22,Z(27)^4,Z(27)^8,
 Z(27)^6,Z(27)^11,0*Z(27),Z(27)^22,Z(27)^5,Z(27)^15,Z(27)^5,Z(27)^9,Z(27)^17,
 Z(27)^10,Z(27)^5,Z(27)^8,Z(27)^4,Z(27)^15,Z(27)^3,Z(27)^1,Z(27)^19,Z(27)^1,Z(27)^22,
 Z(27)^17,Z(27)^13,Z(27)^21,Z(27)^18,Z(27)^14,Z(27)^26,0*Z(27),Z(27)^6,Z(27)^10,
 Z(27)^6,Z(27)^12,Z(27)^2,Z(27)^1,Z(27)^3,Z(27)^5,Z(27)^8,Z(27)^8,Z(27)^7,Z(27)^26,
 Z(27)^25,Z(27)^17,Z(27)^7,Z(27)^26,Z(27)^26,Z(27)^2,0*Z(27),Z(27)^21,Z(27)^2,
 Z(27)^6,Z(27)^18,Z(27)^4,Z(27)^18,Z(27)^2,Z(27)^7,Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^13,
 0*Z(27),Z(27)^9,Z(27)^14,Z(27)^4,Z(27)^24,Z(27)^2,Z(27)^14,Z(27)^23,Z(27)^18,
 Z(27)^7,Z(27)^4,Z(27)^5,Z(27)^24,Z(27)^2,Z(27)^20,Z(27)^6,Z(27)^13,Z(27)^20,
 Z(27)^5,Z(27)^19,Z(27)^10,Z(27)^2,Z(27)^1,Z(27)^12,Z(27)^15,Z(27)^21,Z(27)^6,
 Z(27)^23,Z(27)^1,Z(27)^23,Z(27)^22,Z(27)^15,Z(27)^10,Z(27)^8,Z(27)^22,Z(27)^23,
 0*Z(27),Z(27)^7,Z(27)^13,0*Z(27),Z(27)^17,Z(27)^8,0*Z(27),Z(27)^15,Z(27)^19,
 0*Z(27),Z(27)^8,Z(27)^11,Z(27)^3,Z(27)^2,Z(27)^2,Z(27)^7,Z(27)^3,Z(27)^4,Z(27)^19,
 Z(27)^8,Z(27)^9,Z(27)^2,Z(27)^7,Z(27)^6,Z(27)^24,Z(27)^6,Z(27)^23,Z(27)^14,Z(27)^6,
 Z(27)^4],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^8,Z(27)^1,Z(27)^15,Z(27)^3,Z(27)^18,Z(27)^11,Z(27)^13,Z(27)^16,Z(27)^4,
 Z(27)^13,Z(27)^16,Z(27)^26,Z(27)^10,Z(27)^1,Z(27)^11,Z(27)^19,Z(27)^24,Z(27)^23,
 Z(27)^8,Z(27)^25,Z(27)^26,0*Z(27),Z(27)^11,Z(27)^21,Z(27)^2,Z(27)^20,Z(27)^26,
 Z(27)^24,Z(27)^25,Z(27)^24,Z(27)^7,Z(27)^3,Z(27)^2,Z(27)^26,Z(27)^26,Z(27)^20,
 Z(27)^13,Z(27)^11,Z(27)^23,Z(27)^3,Z(27)^17,Z(27)^4,Z(27)^16,Z(27)^26,Z(27)^18,
 Z(27)^16,Z(27)^7,Z(27)^25,0*Z(27),Z(27)^7,Z(27)^10,0*Z(27),Z(27)^13,Z(27)^23,
 Z(27)^3,Z(27)^21,Z(27)^24,Z(27)^12,Z(27)^12,Z(27)^22,Z(27)^6,Z(27)^15,Z(27)^3,
 Z(27)^14,Z(27)^9,Z(27)^16,Z(27)^8,Z(27)^7,Z(27)^10,Z(27)^12,0*Z(27),Z(27)^17,
 Z(27)^22,Z(27)^2,0*Z(27),Z(27)^17,Z(27)^6,Z(27)^8,Z(27)^16,Z(27)^14,Z(27)^4,
 Z(27)^26,Z(27)^17,Z(27)^20,Z(27)^2,Z(27)^12,Z(27)^16,Z(27)^8,Z(27)^18,Z(27)^13,
 Z(27)^25,Z(27)^23,Z(27)^16,Z(27)^26,Z(27)^8,Z(27)^18,Z(27)^15,Z(27)^16,Z(27)^25,
 Z(27)^16,Z(27)^9,0*Z(27),Z(27)^19,Z(27)^18,Z(27)^17,Z(27)^15,Z(27)^19,Z(27)^13,
 Z(27)^18,Z(27)^24,Z(27)^8,Z(27)^3,Z(27)^14,Z(27)^8,Z(27)^3,Z(27)^25,Z(27)^12,
 Z(27)^14,Z(27)^9,Z(27)^14,Z(27)^12,Z(27)^6,Z(27)^14,Z(27)^18,Z(27)^12,Z(27)^11,
 Z(27)^16,Z(27)^17,Z(27)^16,Z(27)^17,Z(27)^2,Z(27)^16,Z(27)^21,Z(27)^14,Z(27)^26,
 Z(27)^21,0*Z(27),Z(27)^2,Z(27)^17,Z(27)^17,Z(27)^14,Z(27)^23,Z(27)^5,Z(27)^23,
 Z(27)^24,Z(27)^4,Z(27)^4,Z(27)^21,Z(27)^24,Z(27)^6,Z(27)^22,Z(27)^3,Z(27)^21,
 Z(27)^19,Z(27)^1,Z(27)^20,Z(27)^22,Z(27)^23,Z(27)^2,Z(27)^2,Z(27)^22,Z(27)^26,
 Z(27)^20,Z(27)^4,Z(27)^4,Z(27)^6,Z(27)^23,Z(27)^20,Z(27)^23,Z(27)^4,Z(27)^10,
 Z(27)^15,Z(27)^13,Z(27)^23,Z(27)^23,Z(27)^22,Z(27)^16,Z(27)^10,Z(27)^12,Z(27)^5,
 0*Z(27),Z(27)^26,Z(27)^15,Z(27)^6,Z(27)^26,Z(27)^8,Z(27)^11,Z(27)^21,Z(27)^15,
 Z(27)^3,Z(27)^20,Z(27)^16,Z(27)^24,Z(27)^10,Z(27)^12,Z(27)^10,Z(27)^10,Z(27)^20,
 Z(27)^23,Z(27)^1,Z(27)^22,Z(27)^16,Z(27)^13,Z(27)^6,Z(27)^6,Z(27)^17,Z(27)^17,
 Z(27)^14,Z(27)^8,Z(27)^4,Z(27)^9,Z(27)^8,Z(27)^24,Z(27)^18,Z(27)^10,Z(27)^16,
 Z(27)^22,Z(27)^25,Z(27)^5,Z(27)^14,Z(27)^1,Z(27)^6,Z(27)^1,Z(27)^17,Z(27)^1,
 Z(27)^12,Z(27)^17,Z(27)^5,Z(27)^13,Z(27)^9,Z(27)^26,Z(27)^8,Z(27)^1,Z(27)^25,
 Z(27)^22,Z(27)^22,Z(27)^19,Z(27)^10,Z(27)^17,Z(27)^26,Z(27)^8,Z(27)^2,Z(27)^26,
 Z(27)^20,Z(27)^15,Z(27)^17,Z(27)^16,Z(27)^25,Z(27)^10,Z(27)^13,Z(27)^8,Z(27)^14,
 Z(27)^6,Z(27)^13,Z(27)^5,Z(27)^7,Z(27)^5,Z(27)^12,Z(27)^13,Z(27)^25,Z(27)^5,
 Z(27)^16,Z(27)^3,Z(27)^15,Z(27)^9,Z(27)^13,Z(27)^20,Z(27)^17,Z(27)^22,Z(27)^22,
 Z(27)^16,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^6,Z(27)^4,0*Z(27),Z(27)^16,Z(27)^26,
 Z(27)^18,0*Z(27),Z(27)^21,Z(27)^23,Z(27)^21,Z(27)^16,Z(27)^15,Z(27)^5,Z(27)^9,
 Z(27)^8,Z(27)^5,Z(27)^25,Z(27)^25,Z(27)^23,Z(27)^5,Z(27)^24,Z(27)^15,Z(27)^11,
 Z(27)^7,Z(27)^14,Z(27)^2,Z(27)^21,Z(27)^15,Z(27)^25,Z(27)^5,Z(27)^22,Z(27)^7,
 Z(27)^22,Z(27)^21,Z(27)^3,Z(27)^17,Z(27)^15,Z(27)^9,Z(27)^15,Z(27)^18,Z(27)^9,
 Z(27)^25,Z(27)^14,Z(27)^13,Z(27)^7,Z(27)^6,Z(27)^21,Z(27)^3,Z(27)^4,Z(27)^19,
 Z(27)^19,Z(27)^15,Z(27)^7,Z(27)^17,Z(27)^3,Z(27)^2,Z(27)^26,Z(27)^1,Z(27)^24,
 Z(27)^8,0*Z(27),Z(27)^4,Z(27)^16,Z(27)^16,Z(27)^13,Z(27)^9,Z(27)^15,0*Z(27),
 Z(27)^16,Z(27)^9,Z(27)^4,Z(27)^19,Z(27)^10,Z(27)^5,Z(27)^21,Z(27)^15,Z(27)^14],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^3,Z(27)^19,Z(27)^9,Z(27)^4,Z(27)^23,Z(27)^9,Z(27)^3,Z(27)^8,Z(27)^4,Z(27)^9,
 Z(27)^7,Z(27)^13,Z(27)^20,Z(27)^25,Z(27)^24,Z(27)^19,0*Z(27),Z(27)^23,Z(27)^26,
 0*Z(27),Z(27)^11,Z(27)^10,Z(27)^4,Z(27)^12,Z(27)^4,0*Z(27),Z(27)^10,Z(27)^18,
 Z(27)^1,Z(27)^5,Z(27)^25,Z(27)^10,Z(27)^23,Z(27)^2,Z(27)^8,Z(27)^19,Z(27)^22,
 Z(27)^7,Z(27)^2,Z(27)^14,Z(27)^19,Z(27)^9,Z(27)^15,Z(27)^6,Z(27)^3,Z(27)^19,
 Z(27)^22,Z(27)^17,Z(27)^24,Z(27)^1,Z(27)^1,Z(27)^3,Z(27)^2,Z(27)^11,Z(27)^25,
 Z(27)^22,Z(27)^8,Z(27)^19,Z(27)^9,Z(27)^7,0*Z(27),Z(27)^4,Z(27)^12,Z(27)^19,
 Z(27)^21,Z(27)^26,Z(27)^5,Z(27)^12,Z(27)^16,Z(27)^3,Z(27)^7,Z(27)^21,Z(27)^23,
 Z(27)^10,Z(27)^12,Z(27)^7,Z(27)^25,Z(27)^17,Z(27)^4,Z(27)^22,Z(27)^13,Z(27)^3,
 Z(27)^22,Z(27)^15,Z(27)^22,0*Z(27),Z(27)^8,Z(27)^16,Z(27)^9,Z(27)^23,Z(27)^2,
 Z(27)^13,Z(27)^12,Z(27)^15,Z(27)^6,Z(27)^19,Z(27)^20,Z(27)^20,Z(27)^14,Z(27)^13,
 Z(27)^20,Z(27)^9,Z(27)^15,Z(27)^13,Z(27)^13,Z(27)^21,Z(27)^22,Z(27)^6,Z(27)^17,
 Z(27)^4,Z(27)^24,Z(27)^3,Z(27)^16,Z(27)^17,Z(27)^10,Z(27)^9,Z(27)^2,Z(27)^1,
 Z(27)^19,Z(27)^26,Z(27)^14,Z(27)^13,Z(27)^7,Z(27)^10,Z(27)^14,Z(27)^21,Z(27)^5,
 Z(27)^21,Z(27)^9,Z(27)^6,Z(27)^23,Z(27)^18,Z(27)^17,Z(27)^19,Z(27)^12,Z(27)^18,
 Z(27)^24,Z(27)^14,Z(27)^4,Z(27)^9,Z(27)^23,0*Z(27),Z(27)^23,Z(27)^3,Z(27)^13,
 Z(27)^1,Z(27)^24,Z(27)^9,Z(27)^9,Z(27)^2,Z(27)^9,Z(27)^3,Z(27)^20,Z(27)^1,Z(27)^12,
 Z(27)^5,Z(27)^19,Z(27)^25,Z(27)^12,Z(27)^20,Z(27)^14,Z(27)^3,Z(27)^8,Z(27)^4,
 Z(27)^21,Z(27)^22,Z(27)^8,Z(27)^11,Z(27)^12,Z(27)^21,Z(27)^21,Z(27)^19,Z(27)^4,
 Z(27)^12,Z(27)^15,Z(27)^26,Z(27)^14,Z(27)^18,Z(27)^22,Z(27)^22,Z(27)^20,Z(27)^15,
 Z(27)^25,Z(27)^25,Z(27)^2,Z(27)^26,Z(27)^9,Z(27)^20,Z(27)^23,Z(27)^26,Z(27)^1,
 Z(27)^1,Z(27)^17,Z(27)^17,Z(27)^23,0*Z(27),Z(27)^13,Z(27)^2,Z(27)^14,Z(27)^22,
 Z(27)^10,Z(27)^3,Z(27)^11,Z(27)^11,Z(27)^26,Z(27)^1,Z(27)^20,Z(27)^16,Z(27)^1,
 Z(27)^24,Z(27)^14,Z(27)^8,Z(27)^4,Z(27)^26,Z(27)^2,Z(27)^13,Z(27)^7,Z(27)^11,
 Z(27)^10,Z(27)^18,Z(27)^6,Z(27)^13,Z(27)^14,Z(27)^9,Z(27)^11,Z(27)^12,Z(27)^7,
 Z(27)^16,Z(27)^6,Z(27)^5,Z(27)^14,Z(27)^17,Z(27)^6,Z(27)^7,Z(27)^17,Z(27)^7,
 Z(27)^10,Z(27)^4,Z(27)^10,Z(27)^1,Z(27)^26,Z(27)^10,Z(27)^15,Z(27)^14,Z(27)^5,
 Z(27)^20,Z(27)^1,Z(27)^1,Z(27)^22,Z(27)^26,Z(27)^26,Z(27)^26,Z(27)^4,0*Z(27),
 Z(27)^13,Z(27)^25,Z(27)^2,Z(27)^7,Z(27)^26,Z(27)^6,Z(27)^18,Z(27)^16,0*Z(27),
 Z(27)^4,Z(27)^7,Z(27)^23,Z(27)^11,Z(27)^12,Z(27)^8,Z(27)^14,Z(27)^16,Z(27)^3,
 Z(27)^8,0*Z(27),Z(27)^8,Z(27)^25,Z(27)^8,Z(27)^24,Z(27)^9,Z(27)^9,Z(27)^19,Z(27)^21,
 Z(27)^9,Z(27)^12,Z(27)^23,Z(27)^18,Z(27)^14,Z(27)^23,Z(27)^10,Z(27)^5,Z(27)^15,
 Z(27)^7,Z(27)^19,Z(27)^18,Z(27)^14,Z(27)^9,Z(27)^7,Z(27)^7,Z(27)^26,Z(27)^5,
 0*Z(27),Z(27)^20,Z(27)^19,0*Z(27),Z(27)^14,Z(27)^23,Z(27)^24,Z(27)^12,Z(27)^24,
 Z(27)^14,Z(27)^20,Z(27)^9,Z(27)^24,Z(27)^23,Z(27)^14,Z(27)^16,Z(27)^21,Z(27)^4,
 Z(27)^26,Z(27)^8,Z(27)^13,Z(27)^8,Z(27)^9,Z(27)^11,Z(27)^18,Z(27)^7,Z(27)^17,
 Z(27)^21,Z(27)^19,Z(27)^4,Z(27)^18,Z(27)^22,Z(27)^23,0*Z(27),Z(27)^9,Z(27)^14,
 Z(27)^20,Z(27)^22,Z(27)^14,Z(27)^11,Z(27)^12,Z(27)^26,Z(27)^18,Z(27)^8,Z(27)^1,
 Z(27)^5,Z(27)^11,Z(27)^10,Z(27)^24,Z(27)^1,Z(27)^9],
[Z(27)^6,Z(27)^8,Z(27)^17,Z(27)^17,Z(27)^21,Z(27)^12,Z(27)^17,Z(27)^16,Z(27)^10,
 Z(27)^12,Z(27)^18,Z(27)^22,Z(27)^9,Z(27)^8,Z(27)^1,Z(27)^19,Z(27)^13,Z(27)^25,
 Z(27)^13,Z(27)^4,Z(27)^7,Z(27)^21,Z(27)^12,Z(27)^22,Z(27)^8,Z(27)^13,Z(27)^10,
 Z(27)^6,Z(27)^12,Z(27)^3,0*Z(27),Z(27)^14,Z(27)^14,Z(27)^9,Z(27)^22,Z(27)^18,
 Z(27)^24,Z(27)^13,Z(27)^17,Z(27)^14,Z(27)^22,Z(27)^15,Z(27)^12,Z(27)^19,Z(27)^2,
 Z(27)^16,Z(27)^3,Z(27)^12,Z(27)^1,Z(27)^15,Z(27)^15,Z(27)^3,Z(27)^25,Z(27)^23,
 Z(27)^11,Z(27)^26,Z(27)^12,Z(27)^9,Z(27)^5,0*Z(27),Z(27)^18,Z(27)^2,Z(27)^18,
 Z(27)^5,Z(27)^26,Z(27)^11,Z(27)^19,Z(27)^3,Z(27)^24,Z(27)^15,Z(27)^26,Z(27)^14,
 Z(27)^14,Z(27)^22,Z(27)^18,Z(27)^9,Z(27)^12,Z(27)^26,Z(27)^5,Z(27)^25,Z(27)^23,
 Z(27)^20,Z(27)^8,Z(27)^25,Z(27)^6,Z(27)^7,Z(27)^19,Z(27)^1,Z(27)^25,Z(27)^25,
 Z(27)^18,Z(27)^14,Z(27)^21,Z(27)^15,Z(27)^12,Z(27)^26,Z(27)^24,Z(27)^7,Z(27)^24,
 Z(27)^26,Z(27)^6,Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^12,Z(27)^7,Z(27)^8,Z(27)^13,
 Z(27)^11,Z(27)^5,Z(27)^6,Z(27)^21,Z(27)^24,Z(27)^16,Z(27)^2,Z(27)^21,Z(27)^26,
 Z(27)^20,Z(27)^21,Z(27)^5,Z(27)^13,Z(27)^6,Z(27)^17,Z(27)^10,Z(27)^3,Z(27)^25,
 Z(27)^23,Z(27)^12,Z(27)^3,Z(27)^4,0*Z(27),Z(27)^1,Z(27)^13,Z(27)^4,Z(27)^2,Z(27)^21,
 Z(27)^12,Z(27)^19,Z(27)^18,Z(27)^13,Z(27)^9,0*Z(27),Z(27)^19,Z(27)^21,Z(27)^11,
 Z(27)^5,Z(27)^9,Z(27)^9,Z(27)^21,Z(27)^2,Z(27)^3,Z(27)^14,Z(27)^7,Z(27)^11,Z(27)^23,
 Z(27)^14,Z(27)^19,Z(27)^1,Z(27)^18,Z(27)^25,Z(27)^6,Z(27)^13,Z(27)^21,Z(27)^4,
 Z(27)^19,Z(27)^26,Z(27)^19,Z(27)^17,Z(27)^8,Z(27)^24,Z(27)^3,Z(27)^5,Z(27)^1,
 Z(27)^25,Z(27)^6,Z(27)^14,0*Z(27),Z(27)^10,Z(27)^14,Z(27)^19,Z(27)^2,Z(27)^17,
 Z(27)^9,Z(27)^22,Z(27)^5,0*Z(27),Z(27)^6,Z(27)^3,Z(27)^3,Z(27)^4,Z(27)^5,Z(27)^23,
 Z(27)^11,Z(27)^9,Z(27)^17,Z(27)^9,Z(27)^19,Z(27)^22,Z(27)^12,Z(27)^10,Z(27)^24,
 Z(27)^18,0*Z(27),Z(27)^2,Z(27)^6,Z(27)^10,Z(27)^26,Z(27)^16,Z(27)^4,Z(27)^19,
 Z(27)^23,Z(27)^10,Z(27)^21,Z(27)^11,Z(27)^20,Z(27)^24,Z(27)^14,Z(27)^10,Z(27)^4,
 Z(27)^10,Z(27)^15,Z(27)^26,Z(27)^21,Z(27)^10,Z(27)^24,Z(27)^19,Z(27)^10,Z(27)^1,
 Z(27)^24,Z(27)^13,Z(27)^8,Z(27)^25,Z(27)^4,0*Z(27),Z(27)^13,Z(27)^8,Z(27)^6,
 Z(27)^15,Z(27)^5,Z(27)^22,Z(27)^16,Z(27)^1,Z(27)^4,Z(27)^6,Z(27)^11,Z(27)^18,
 Z(27)^22,Z(27)^10,Z(27)^22,Z(27)^6,Z(27)^3,Z(27)^8,Z(27)^23,Z(27)^20,Z(27)^6,
 Z(27)^20,Z(27)^11,Z(27)^18,Z(27)^5,Z(27)^17,Z(27)^13,Z(27)^19,Z(27)^3,Z(27)^25,
 Z(27)^2,Z(27)^5,Z(27)^19,Z(27)^22,Z(27)^15,Z(27)^14,Z(27)^16,Z(27)^20,Z(27)^16,
 Z(27)^8,Z(27)^15,Z(27)^4,Z(27)^4,Z(27)^26,Z(27)^25,Z(27)^22,Z(27)^17,Z(27)^12,
 Z(27)^10,Z(27)^3,Z(27)^20,Z(27)^2,Z(27)^23,Z(27)^1,Z(27)^6,Z(27)^19,Z(27)^14,
 Z(27)^6,Z(27)^10,Z(27)^18,Z(27)^1,Z(27)^3,Z(27)^5,Z(27)^15,Z(27)^18,Z(27)^17,
 Z(27)^25,Z(27)^3,Z(27)^1,0*Z(27),Z(27)^17,Z(27)^21,Z(27)^7,Z(27)^12,Z(27)^9,
 Z(27)^12,Z(27)^7,Z(27)^25,Z(27)^5,Z(27)^7,Z(27)^2,Z(27)^26,Z(27)^14,Z(27)^22,
 Z(27)^20,Z(27)^26,Z(27)^19,Z(27)^26,Z(27)^2,Z(27)^12,0*Z(27),Z(27)^5,Z(27)^4,
 Z(27)^13,0*Z(27),Z(27)^2,Z(27)^13,Z(27)^6,Z(27)^6,Z(27)^22,Z(27)^19,Z(27)^26,
 Z(27)^15,Z(27)^21,Z(27)^24,Z(27)^7,Z(27)^23,Z(27)^5,Z(27)^18,Z(27)^21,Z(27)^7,
 Z(27)^16,Z(27)^9,Z(27)^15,Z(27)^4,Z(27)^9,Z(27)^3],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^4,0*Z(27),Z(27)^9,Z(27)^3,Z(27)^25,Z(27)^15,Z(27)^13,Z(27)^19,Z(27)^4,
 Z(27)^22,Z(27)^20,Z(27)^10,Z(27)^19,Z(27)^2,Z(27)^3,Z(27)^15,Z(27)^23,Z(27)^24,
 Z(27)^20,Z(27)^5,Z(27)^12,Z(27)^15,Z(27)^4,Z(27)^1,Z(27)^5,Z(27)^13,Z(27)^25,
 Z(27)^18,Z(27)^12,Z(27)^22,Z(27)^16,Z(27)^7,Z(27)^16,Z(27)^8,Z(27)^20,Z(27)^3,
 Z(27)^15,Z(27)^24,Z(27)^16,Z(27)^26,Z(27)^10,Z(27)^19,Z(27)^25,Z(27)^11,Z(27)^22,
 Z(27)^25,Z(27)^2,Z(27)^2,Z(27)^16,Z(27)^8,Z(27)^18,Z(27)^17,Z(27)^5,Z(27)^9,
 Z(27)^17,Z(27)^19,Z(27)^7,Z(27)^9,Z(27)^19,Z(27)^19,Z(27)^18,Z(27)^2,Z(27)^13,
 Z(27)^18,Z(27)^20,Z(27)^24,Z(27)^1,Z(27)^5,Z(27)^20,Z(27)^6,Z(27)^11,Z(27)^19,
 Z(27)^24,Z(27)^10,Z(27)^23,Z(27)^21,Z(27)^12,Z(27)^5,0*Z(27),Z(27)^5,Z(27)^18,
 Z(27)^2,Z(27)^2,Z(27)^19,Z(27)^19,Z(27)^4,Z(27)^18,Z(27)^24,Z(27)^21,Z(27)^7,
 Z(27)^11,Z(27)^17,Z(27)^12,Z(27)^12,0*Z(27),Z(27)^14,Z(27)^1,Z(27)^18,Z(27)^7,
 Z(27)^24,Z(27)^14,Z(27)^23,Z(27)^14,Z(27)^5,Z(27)^12,Z(27)^14,Z(27)^6,Z(27)^9,
 Z(27)^16,Z(27)^2,Z(27)^8,Z(27)^10,Z(27)^16,Z(27)^11,Z(27)^24,Z(27)^8,Z(27)^18,
 Z(27)^15,Z(27)^24,Z(27)^11,Z(27)^2,Z(27)^23,Z(27)^1,Z(27)^5,Z(27)^6,Z(27)^24,
 Z(27)^7,Z(27)^1,Z(27)^12,Z(27)^19,Z(27)^19,Z(27)^21,Z(27)^9,0*Z(27),Z(27)^3,
 Z(27)^14,Z(27)^21,Z(27)^9,Z(27)^7,Z(27)^20,Z(27)^15,Z(27)^8,Z(27)^5,Z(27)^12,
 Z(27)^13,Z(27)^19,Z(27)^19,Z(27)^5,Z(27)^10,Z(27)^24,Z(27)^20,Z(27)^10,Z(27)^10,
 Z(27)^23,Z(27)^10,Z(27)^7,Z(27)^26,Z(27)^7,Z(27)^12,Z(27)^15,Z(27)^14,Z(27)^5,
 Z(27)^18,Z(27)^23,Z(27)^11,Z(27)^18,Z(27)^7,Z(27)^9,Z(27)^11,Z(27)^21,Z(27)^8,
 Z(27)^17,0*Z(27),Z(27)^9,Z(27)^18,Z(27)^16,Z(27)^17,Z(27)^1,Z(27)^23,Z(27)^19,
 Z(27)^25,0*Z(27),Z(27)^13,Z(27)^4,Z(27)^19,Z(27)^15,Z(27)^26,0*Z(27),Z(27)^23,
 Z(27)^12,Z(27)^15,Z(27)^18,Z(27)^11,Z(27)^17,Z(27)^12,Z(27)^20,Z(27)^11,Z(27)^5,
 Z(27)^1,Z(27)^10,Z(27)^22,Z(27)^26,Z(27)^22,Z(27)^10,0*Z(27),Z(27)^26,Z(27)^8,
 Z(27)^15,Z(27)^13,Z(27)^3,Z(27)^8,Z(27)^12,Z(27)^14,Z(27)^9,Z(27)^4,Z(27)^21,
 Z(27)^14,Z(27)^18,Z(27)^17,Z(27)^12,Z(27)^13,Z(27)^26,Z(27)^12,Z(27)^21,Z(27)^16,
 Z(27)^23,Z(27)^18,Z(27)^14,Z(27)^22,Z(27)^9,Z(27)^4,Z(27)^20,Z(27)^7,Z(27)^3,
 Z(27)^25,Z(27)^21,Z(27)^11,Z(27)^21,Z(27)^11,Z(27)^25,Z(27)^22,Z(27)^18,Z(27)^20,
 0*Z(27),Z(27)^1,Z(27)^3,Z(27)^7,Z(27)^2,Z(27)^2,Z(27)^18,Z(27)^16,Z(27)^17,Z(27)^3,
 Z(27)^12,Z(27)^7,Z(27)^13,Z(27)^26,Z(27)^9,Z(27)^1,Z(27)^11,Z(27)^25,Z(27)^12,
 0*Z(27),Z(27)^13,Z(27)^21,Z(27)^1,Z(27)^24,Z(27)^19,Z(27)^6,Z(27)^18,Z(27)^6,
 Z(27)^5,Z(27)^14,Z(27)^3,Z(27)^20,Z(27)^2,Z(27)^10,Z(27)^19,Z(27)^2,Z(27)^10,
 Z(27)^7,Z(27)^17,Z(27)^6,Z(27)^17,Z(27)^8,Z(27)^11,Z(27)^10,Z(27)^18,Z(27)^20,
 Z(27)^2,Z(27)^26,Z(27)^3,Z(27)^6,Z(27)^2,Z(27)^16,Z(27)^21,Z(27)^11,Z(27)^10,
 Z(27)^9,Z(27)^10,Z(27)^20,Z(27)^23,Z(27)^13,Z(27)^24,Z(27)^2,Z(27)^22,0*Z(27),
 Z(27)^4,Z(27)^18,Z(27)^20,Z(27)^16,Z(27)^3,Z(27)^14,Z(27)^18,Z(27)^21,Z(27)^13,
 Z(27)^24,Z(27)^26,Z(27)^21,Z(27)^13,Z(27)^22,Z(27)^1,Z(27)^12,Z(27)^26,Z(27)^20,
 Z(27)^1,Z(27)^9,Z(27)^8,Z(27)^25,Z(27)^24,Z(27)^4,Z(27)^14,Z(27)^1,Z(27)^18,
 Z(27)^23,Z(27)^24,Z(27)^18,Z(27)^4,Z(27)^10,Z(27)^25,Z(27)^10,Z(27)^26,Z(27)^11,
 Z(27)^1,Z(27)^1,Z(27)^18,Z(27)^16,Z(27)^1,0*Z(27),Z(27)^19,Z(27)^15],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^19,Z(27)^6,Z(27)^6,Z(27)^20,Z(27)^4,Z(27)^3,Z(27)^23,Z(27)^23,Z(27)^22,
 Z(27)^18,Z(27)^9,Z(27)^1,Z(27)^18,Z(27)^19,Z(27)^1,Z(27)^6,Z(27)^18,0*Z(27),
 Z(27)^25,Z(27)^2,Z(27)^13,Z(27)^10,Z(27)^7,Z(27)^7,Z(27)^5,Z(27)^14,Z(27)^19,
 Z(27)^9,Z(27)^7,Z(27)^5,Z(27)^1,Z(27)^1,Z(27)^18,Z(27)^20,Z(27)^21,Z(27)^21,
 Z(27)^24,Z(27)^3,Z(27)^23,Z(27)^19,Z(27)^7,Z(27)^24,Z(27)^6,Z(27)^1,Z(27)^17,
 Z(27)^21,Z(27)^2,Z(27)^24,Z(27)^15,Z(27)^23,Z(27)^2,Z(27)^2,0*Z(27),Z(27)^20,
 Z(27)^18,Z(27)^11,Z(27)^13,Z(27)^16,0*Z(27),Z(27)^26,Z(27)^1,Z(27)^14,Z(27)^10,
 Z(27)^23,Z(27)^23,Z(27)^26,Z(27)^8,Z(27)^16,Z(27)^13,Z(27)^16,Z(27)^19,Z(27)^22,
 Z(27)^11,Z(27)^17,Z(27)^24,Z(27)^22,Z(27)^17,0*Z(27),Z(27)^26,Z(27)^21,Z(27)^26,
 Z(27)^21,Z(27)^10,Z(27)^26,Z(27)^13,Z(27)^4,Z(27)^8,Z(27)^19,Z(27)^9,Z(27)^11,
 Z(27)^15,Z(27)^13,Z(27)^17,Z(27)^9,Z(27)^19,Z(27)^17,Z(27)^10,Z(27)^23,Z(27)^4,
 Z(27)^9,Z(27)^17,Z(27)^13,Z(27)^22,Z(27)^18,Z(27)^15,Z(27)^12,Z(27)^19,Z(27)^16,
 Z(27)^11,Z(27)^3,Z(27)^11,Z(27)^5,Z(27)^14,Z(27)^22,Z(27)^13,Z(27)^11,Z(27)^5,
 Z(27)^14,0*Z(27),Z(27)^11,Z(27)^26,Z(27)^25,Z(27)^7,Z(27)^8,Z(27)^24,Z(27)^2,
 Z(27)^20,Z(27)^2,Z(27)^21,Z(27)^19,Z(27)^20,Z(27)^10,Z(27)^10,Z(27)^6,Z(27)^11,
 Z(27)^20,Z(27)^10,Z(27)^5,Z(27)^10,0*Z(27),Z(27)^8,Z(27)^26,Z(27)^22,Z(27)^21,
 Z(27)^3,Z(27)^21,Z(27)^20,Z(27)^17,Z(27)^26,Z(27)^15,Z(27)^7,Z(27)^12,Z(27)^20,
 Z(27)^7,Z(27)^6,Z(27)^24,Z(27)^19,Z(27)^17,Z(27)^8,Z(27)^19,Z(27)^23,Z(27)^5,
 Z(27)^9,Z(27)^6,Z(27)^3,Z(27)^25,Z(27)^6,Z(27)^5,Z(27)^25,Z(27)^13,Z(27)^1,Z(27)^14,
 Z(27)^17,Z(27)^17,Z(27)^4,Z(27)^12,Z(27)^21,Z(27)^9,Z(27)^5,Z(27)^7,Z(27)^8,
 Z(27)^26,Z(27)^19,Z(27)^24,Z(27)^24,Z(27)^20,Z(27)^21,Z(27)^23,Z(27)^7,Z(27)^19,
 Z(27)^19,Z(27)^4,Z(27)^8,Z(27)^7,Z(27)^8,Z(27)^17,Z(27)^8,Z(27)^3,Z(27)^11,Z(27)^4,
 Z(27)^24,Z(27)^5,Z(27)^21,Z(27)^8,Z(27)^6,Z(27)^6,Z(27)^5,Z(27)^9,Z(27)^13,Z(27)^13,
 Z(27)^10,Z(27)^17,Z(27)^19,Z(27)^14,0*Z(27),Z(27)^6,Z(27)^16,Z(27)^22,Z(27)^1,
 Z(27)^24,Z(27)^18,0*Z(27),Z(27)^18,Z(27)^21,Z(27)^11,Z(27)^12,Z(27)^5,Z(27)^23,
 Z(27)^6,Z(27)^14,Z(27)^1,Z(27)^3,Z(27)^5,Z(27)^7,Z(27)^2,Z(27)^2,Z(27)^23,Z(27)^4,
 Z(27)^18,Z(27)^8,Z(27)^6,Z(27)^4,Z(27)^22,Z(27)^16,Z(27)^11,Z(27)^15,Z(27)^23,
 Z(27)^4,Z(27)^10,Z(27)^8,0*Z(27),Z(27)^23,Z(27)^10,Z(27)^11,Z(27)^19,0*Z(27),
 Z(27)^15,Z(27)^22,Z(27)^20,Z(27)^10,Z(27)^15,Z(27)^10,Z(27)^16,0*Z(27),Z(27)^17,
 Z(27)^21,Z(27)^4,Z(27)^17,Z(27)^16,Z(27)^15,Z(27)^13,Z(27)^24,Z(27)^17,Z(27)^18,
 Z(27)^9,Z(27)^13,Z(27)^8,Z(27)^5,Z(27)^23,Z(27)^8,Z(27)^19,Z(27)^13,Z(27)^10,
 Z(27)^7,Z(27)^11,Z(27)^6,Z(27)^13,Z(27)^25,Z(27)^8,Z(27)^16,Z(27)^6,Z(27)^23,
 Z(27)^1,Z(27)^7,Z(27)^9,Z(27)^9,Z(27)^12,Z(27)^5,0*Z(27),Z(27)^2,Z(27)^4,Z(27)^23,
 Z(27)^8,Z(27)^20,Z(27)^3,Z(27)^6,Z(27)^24,Z(27)^19,Z(27)^15,Z(27)^3,Z(27)^13,
 Z(27)^2,Z(27)^7,Z(27)^7,Z(27)^19,Z(27)^6,Z(27)^15,Z(27)^22,Z(27)^22,Z(27)^7,
 Z(27)^3,Z(27)^12,Z(27)^23,Z(27)^13,Z(27)^13,Z(27)^2,Z(27)^26,Z(27)^24,Z(27)^20,
 Z(27)^24,Z(27)^4,Z(27)^20,Z(27)^15,Z(27)^22,Z(27)^16,Z(27)^14,Z(27)^26,Z(27)^1,
 Z(27)^13,Z(27)^12,Z(27)^1,Z(27)^13,Z(27)^14,Z(27)^7,Z(27)^25,Z(27)^17,Z(27)^25,
 Z(27)^13,Z(27)^23,0*Z(27),Z(27)^23],
[Z(27)^8,Z(27)^3,Z(27)^1,Z(27)^26,Z(27)^17,Z(27)^3,Z(27)^1,Z(27)^26,Z(27)^4,Z(27)^3,
 Z(27)^8,0*Z(27),Z(27)^19,Z(27)^26,Z(27)^24,0*Z(27),Z(27)^12,Z(27)^3,Z(27)^11,
 Z(27)^1,Z(27)^8,Z(27)^23,Z(27)^6,Z(27)^18,Z(27)^3,Z(27)^24,Z(27)^21,Z(27)^11,
 Z(27)^14,Z(27)^10,Z(27)^23,0*Z(27),Z(27)^16,Z(27)^1,Z(27)^21,Z(27)^18,Z(27)^18,
 Z(27)^6,Z(27)^25,Z(27)^16,Z(27)^21,Z(27)^22,Z(27)^20,Z(27)^15,Z(27)^19,Z(27)^12,
 Z(27)^24,Z(27)^6,0*Z(27),Z(27)^13,Z(27)^19,Z(27)^9,Z(27)^13,Z(27)^18,Z(27)^16,
 Z(27)^2,0*Z(27),0*Z(27),Z(27)^4,Z(27)^15,Z(27)^14,Z(27)^4,Z(27)^1,Z(27)^19,Z(27)^3,
 0*Z(27),Z(27)^9,Z(27)^3,Z(27)^20,Z(27)^8,Z(27)^16,Z(27)^7,Z(27)^17,Z(27)^14,
 Z(27)^4,Z(27)^14,Z(27)^19,Z(27)^13,0*Z(27),Z(27)^20,Z(27)^21,Z(27)^22,Z(27)^4,
 Z(27)^12,Z(27)^19,Z(27)^25,Z(27)^4,Z(27)^8,Z(27)^15,Z(27)^19,Z(27)^9,0*Z(27),
 Z(27)^8,Z(27)^16,Z(27)^14,Z(27)^22,Z(27)^9,Z(27)^5,Z(27)^13,Z(27)^21,Z(27)^21,
 Z(27)^12,Z(27)^6,Z(27)^24,0*Z(27),Z(27)^26,Z(27)^6,Z(27)^16,Z(27)^17,Z(27)^6,
 Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^25,Z(27)^21,Z(27)^16,Z(27)^11,Z(27)^5,Z(27)^23,
 Z(27)^10,Z(27)^23,Z(27)^10,Z(27)^2,Z(27)^1,Z(27)^14,Z(27)^22,Z(27)^5,Z(27)^26,
 Z(27)^11,Z(27)^20,Z(27)^24,Z(27)^12,Z(27)^16,Z(27)^21,Z(27)^23,Z(27)^11,Z(27)^22,
 Z(27)^23,Z(27)^21,0*Z(27),Z(27)^3,Z(27)^1,Z(27)^4,Z(27)^25,Z(27)^15,Z(27)^5,
 Z(27)^11,Z(27)^7,Z(27)^16,Z(27)^25,Z(27)^16,Z(27)^23,Z(27)^14,Z(27)^12,Z(27)^26,
 Z(27)^16,Z(27)^21,Z(27)^12,Z(27)^2,Z(27)^12,0*Z(27),0*Z(27),Z(27)^7,Z(27)^1,
 Z(27)^22,Z(27)^4,Z(27)^8,Z(27)^16,Z(27)^23,Z(27)^9,Z(27)^19,Z(27)^24,Z(27)^9,
 Z(27)^10,Z(27)^6,Z(27)^26,Z(27)^17,Z(27)^25,0*Z(27),Z(27)^6,Z(27)^26,Z(27)^1,
 Z(27)^10,Z(27)^22,Z(27)^5,Z(27)^4,Z(27)^3,Z(27)^12,Z(27)^7,Z(27)^19,Z(27)^7,
 Z(27)^8,Z(27)^3,Z(27)^7,Z(27)^16,Z(27)^12,Z(27)^9,Z(27)^12,Z(27)^16,Z(27)^12,
 Z(27)^8,Z(27)^21,Z(27)^23,Z(27)^8,Z(27)^6,Z(27)^23,Z(27)^7,Z(27)^26,Z(27)^15,
 Z(27)^6,Z(27)^5,Z(27)^10,Z(27)^25,Z(27)^26,Z(27)^21,Z(27)^10,Z(27)^14,Z(27)^15,
 Z(27)^9,Z(27)^8,Z(27)^5,Z(27)^1,Z(27)^18,Z(27)^7,Z(27)^19,Z(27)^18,Z(27)^10,
 Z(27)^18,Z(27)^1,Z(27)^20,Z(27)^25,Z(27)^11,Z(27)^21,Z(27)^15,Z(27)^9,Z(27)^26,
 Z(27)^23,Z(27)^7,Z(27)^3,Z(27)^26,Z(27)^26,Z(27)^23,Z(27)^15,Z(27)^25,Z(27)^7,
 Z(27)^5,Z(27)^14,Z(27)^19,Z(27)^20,Z(27)^7,Z(27)^18,Z(27)^4,Z(27)^17,Z(27)^11,
 Z(27)^2,0*Z(27),Z(27)^15,Z(27)^20,Z(27)^6,Z(27)^2,Z(27)^3,Z(27)^11,Z(27)^5,Z(27)^20,
 Z(27)^8,Z(27)^14,Z(27)^10,Z(27)^10,Z(27)^7,Z(27)^18,Z(27)^4,Z(27)^16,Z(27)^25,
 Z(27)^17,Z(27)^16,Z(27)^17,Z(27)^7,Z(27)^10,Z(27)^16,Z(27)^1,Z(27)^15,Z(27)^12,
 Z(27)^6,0*Z(27),Z(27)^5,Z(27)^16,Z(27)^12,Z(27)^6,Z(27)^1,Z(27)^13,Z(27)^23,
 Z(27)^11,Z(27)^17,0*Z(27),Z(27)^7,Z(27)^18,Z(27)^12,Z(27)^5,Z(27)^1,Z(27)^16,
 Z(27)^24,Z(27)^11,Z(27)^23,Z(27)^23,Z(27)^24,Z(27)^10,Z(27)^5,Z(27)^10,Z(27)^20,
 Z(27)^21,Z(27)^3,Z(27)^1,Z(27)^20,Z(27)^19,Z(27)^10,Z(27)^4,Z(27)^12,Z(27)^7,
 Z(27)^7,Z(27)^3,Z(27)^24,Z(27)^1,Z(27)^14,Z(27)^23,Z(27)^14,Z(27)^21,Z(27)^19,
 Z(27)^18,Z(27)^1,Z(27)^22,Z(27)^18,Z(27)^5,Z(27)^25,Z(27)^5,Z(27)^13,Z(27)^3,
 Z(27)^21,Z(27)^22,0*Z(27),Z(27)^26,Z(27)^3,Z(27)^20,Z(27)^5,Z(27)^12,Z(27)^16,
 Z(27)^8,Z(27)^5,Z(27)^1,Z(27)^11,Z(27)^22,Z(27)^15],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^17,Z(27)^9,Z(27)^25,Z(27)^10,Z(27)^4,Z(27)^13,Z(27)^4,Z(27)^8,Z(27)^24,
 Z(27)^14,Z(27)^20,Z(27)^21,Z(27)^16,Z(27)^17,Z(27)^24,Z(27)^5,Z(27)^5,Z(27)^8,
 Z(27)^10,0*Z(27),Z(27)^16,Z(27)^20,Z(27)^4,Z(27)^24,Z(27)^12,Z(27)^1,Z(27)^6,
 Z(27)^15,Z(27)^20,Z(27)^3,Z(27)^14,Z(27)^16,Z(27)^19,Z(27)^24,Z(27)^24,Z(27)^22,
 Z(27)^21,Z(27)^5,Z(27)^8,Z(27)^15,Z(27)^20,Z(27)^23,0*Z(27),Z(27)^3,0*Z(27),
 Z(27)^8,Z(27)^24,Z(27)^6,Z(27)^2,Z(27)^3,Z(27)^7,Z(27)^2,Z(27)^10,Z(27)^21,Z(27)^13,
 Z(27)^2,Z(27)^21,Z(27)^15,Z(27)^2,Z(27)^21,Z(27)^15,Z(27)^26,Z(27)^24,Z(27)^17,
 Z(27)^22,Z(27)^17,Z(27)^7,Z(27)^12,Z(27)^24,Z(27)^22,Z(27)^11,Z(27)^3,Z(27)^7,
 Z(27)^21,Z(27)^8,Z(27)^9,Z(27)^11,Z(27)^7,Z(27)^16,Z(27)^21,Z(27)^1,0*Z(27),
 Z(27)^26,Z(27)^17,Z(27)^11,Z(27)^23,Z(27)^20,Z(27)^2,Z(27)^23,Z(27)^19,Z(27)^13,
 Z(27)^4,Z(27)^25,Z(27)^14,Z(27)^12,Z(27)^10,Z(27)^7,Z(27)^21,Z(27)^23,Z(27)^6,
 0*Z(27),Z(27)^6,Z(27)^15,Z(27)^18,Z(27)^12,Z(27)^17,0*Z(27),Z(27)^15,Z(27)^8,
 0*Z(27),Z(27)^11,Z(27)^10,Z(27)^13,Z(27)^17,Z(27)^15,Z(27)^12,Z(27)^20,Z(27)^2,
 Z(27)^8,Z(27)^4,Z(27)^21,Z(27)^23,Z(27)^4,Z(27)^11,Z(27)^10,Z(27)^23,Z(27)^19,
 Z(27)^14,Z(27)^22,Z(27)^16,Z(27)^15,Z(27)^11,Z(27)^7,Z(27)^18,Z(27)^22,Z(27)^9,
 0*Z(27),Z(27)^8,Z(27)^16,Z(27)^18,Z(27)^25,Z(27)^22,Z(27)^21,Z(27)^26,Z(27)^10,
 Z(27)^1,Z(27)^7,Z(27)^17,Z(27)^24,Z(27)^4,Z(27)^21,Z(27)^16,Z(27)^14,Z(27)^23,
 Z(27)^22,Z(27)^10,Z(27)^5,Z(27)^10,Z(27)^20,0*Z(27),Z(27)^24,Z(27)^2,Z(27)^3,
 Z(27)^26,Z(27)^9,Z(27)^18,Z(27)^2,Z(27)^4,Z(27)^15,0*Z(27),Z(27)^24,Z(27)^20,
 Z(27)^7,Z(27)^22,0*Z(27),Z(27)^2,Z(27)^24,Z(27)^6,Z(27)^14,Z(27)^15,Z(27)^17,
 Z(27)^19,Z(27)^5,Z(27)^26,Z(27)^18,Z(27)^17,Z(27)^8,Z(27)^20,Z(27)^21,Z(27)^22,
 Z(27)^25,Z(27)^1,Z(27)^19,Z(27)^19,Z(27)^6,Z(27)^16,Z(27)^15,Z(27)^22,Z(27)^18,
 Z(27)^7,Z(27)^13,Z(27)^15,Z(27)^4,Z(27)^7,Z(27)^8,Z(27)^1,Z(27)^7,Z(27)^10,Z(27)^20,
 Z(27)^14,Z(27)^15,Z(27)^19,Z(27)^9,Z(27)^9,Z(27)^19,Z(27)^11,Z(27)^21,Z(27)^1,
 Z(27)^24,Z(27)^8,Z(27)^5,Z(27)^17,Z(27)^7,Z(27)^20,0*Z(27),0*Z(27),Z(27)^8,Z(27)^2,
 Z(27)^18,Z(27)^21,Z(27)^10,Z(27)^14,Z(27)^3,Z(27)^5,Z(27)^2,0*Z(27),Z(27)^8,
 Z(27)^13,Z(27)^8,Z(27)^6,Z(27)^20,Z(27)^19,Z(27)^3,Z(27)^21,Z(27)^18,Z(27)^2,
 Z(27)^13,Z(27)^19,Z(27)^12,Z(27)^26,Z(27)^18,Z(27)^21,Z(27)^5,Z(27)^16,Z(27)^3,
 Z(27)^11,Z(27)^20,Z(27)^20,Z(27)^15,Z(27)^6,Z(27)^17,Z(27)^22,Z(27)^21,Z(27)^19,
 Z(27)^15,Z(27)^12,Z(27)^18,Z(27)^9,Z(27)^7,Z(27)^24,Z(27)^16,Z(27)^10,Z(27)^6,
 Z(27)^10,Z(27)^5,Z(27)^14,Z(27)^17,Z(27)^2,Z(27)^1,Z(27)^26,Z(27)^12,Z(27)^14,
 Z(27)^24,Z(27)^18,Z(27)^2,Z(27)^17,Z(27)^10,Z(27)^15,Z(27)^9,Z(27)^12,Z(27)^6,
 Z(27)^23,Z(27)^15,Z(27)^17,Z(27)^13,Z(27)^9,Z(27)^25,Z(27)^22,Z(27)^3,Z(27)^2,
 Z(27)^24,Z(27)^22,Z(27)^20,Z(27)^21,Z(27)^11,Z(27)^6,Z(27)^19,Z(27)^18,Z(27)^21,
 Z(27)^10,Z(27)^13,Z(27)^3,Z(27)^2,Z(27)^22,Z(27)^9,Z(27)^26,Z(27)^11,Z(27)^12,
 Z(27)^7,Z(27)^25,Z(27)^9,Z(27)^10,Z(27)^15,Z(27)^22,0*Z(27),Z(27)^6,Z(27)^14,
 Z(27)^13,Z(27)^3,Z(27)^9,Z(27)^21,Z(27)^13,Z(27)^20,Z(27)^26,Z(27)^21,Z(27)^16,
 Z(27)^22,Z(27)^2,Z(27)^26,Z(27)^23,Z(27)^23,Z(27)^8,Z(27)^19,Z(27)^8,Z(27)^15,
 Z(27)^17,Z(27)^10,Z(27)^19,Z(27)^14,0*Z(27),Z(27)^8],
[Z(27)^25,Z(27)^12,Z(27)^9,Z(27)^12,0*Z(27),Z(27)^17,Z(27)^8,Z(27)^26,Z(27)^17,
 Z(27)^9,Z(27)^21,Z(27)^8,Z(27)^3,Z(27)^3,Z(27)^1,Z(27)^8,0*Z(27),Z(27)^26,Z(27)^17,
 Z(27)^21,Z(27)^13,Z(27)^1,Z(27)^5,Z(27)^20,Z(27)^5,Z(27)^7,Z(27)^2,Z(27)^4,Z(27)^22,
 Z(27)^19,Z(27)^25,Z(27)^24,Z(27)^8,Z(27)^13,Z(27)^16,Z(27)^8,Z(27)^5,Z(27)^15,
 Z(27)^6,Z(27)^2,Z(27)^8,Z(27)^14,Z(27)^9,Z(27)^12,Z(27)^5,Z(27)^11,Z(27)^9,Z(27)^24,
 Z(27)^11,Z(27)^15,Z(27)^4,Z(27)^25,Z(27)^14,Z(27)^26,Z(27)^23,Z(27)^21,Z(27)^25,
 Z(27)^5,Z(27)^1,Z(27)^12,Z(27)^17,Z(27)^15,Z(27)^26,Z(27)^12,Z(27)^13,Z(27)^6,
 Z(27)^16,Z(27)^17,Z(27)^9,Z(27)^14,Z(27)^11,Z(27)^16,Z(27)^2,Z(27)^13,Z(27)^22,
 Z(27)^14,Z(27)^23,Z(27)^4,Z(27)^4,Z(27)^22,Z(27)^13,Z(27)^16,Z(27)^13,Z(27)^10,
 Z(27)^7,Z(27)^14,0*Z(27),Z(27)^19,Z(27)^9,Z(27)^6,Z(27)^12,Z(27)^16,0*Z(27),
 Z(27)^24,Z(27)^19,Z(27)^4,Z(27)^12,Z(27)^3,Z(27)^6,Z(27)^14,Z(27)^2,Z(27)^20,
 Z(27)^2,Z(27)^1,Z(27)^21,Z(27)^25,Z(27)^14,0*Z(27),Z(27)^19,Z(27)^20,Z(27)^5,
 Z(27)^12,Z(27)^16,Z(27)^12,Z(27)^1,Z(27)^17,Z(27)^21,Z(27)^9,Z(27)^14,Z(27)^9,
 Z(27)^14,Z(27)^4,0*Z(27),Z(27)^5,Z(27)^7,Z(27)^24,Z(27)^12,Z(27)^22,Z(27)^15,
 Z(27)^16,Z(27)^16,Z(27)^8,Z(27)^13,Z(27)^16,Z(27)^25,Z(27)^12,Z(27)^2,Z(27)^10,
 Z(27)^16,Z(27)^10,Z(27)^11,Z(27)^13,Z(27)^23,Z(27)^16,Z(27)^1,Z(27)^1,Z(27)^24,
 Z(27)^13,Z(27)^15,Z(27)^21,Z(27)^24,Z(27)^20,Z(27)^19,Z(27)^7,Z(27)^8,Z(27)^12,
 Z(27)^3,Z(27)^6,Z(27)^16,Z(27)^7,Z(27)^24,0*Z(27),Z(27)^19,Z(27)^1,Z(27)^3,Z(27)^8,
 Z(27)^4,Z(27)^3,0*Z(27),Z(27)^14,Z(27)^13,Z(27)^6,Z(27)^6,Z(27)^10,Z(27)^4,Z(27)^3,
 Z(27)^9,Z(27)^10,Z(27)^1,Z(27)^24,Z(27)^4,Z(27)^13,Z(27)^23,Z(27)^2,Z(27)^25,
 Z(27)^2,Z(27)^8,Z(27)^15,Z(27)^4,Z(27)^20,Z(27)^22,Z(27)^21,Z(27)^21,Z(27)^20,
 Z(27)^26,Z(27)^12,Z(27)^26,Z(27)^24,Z(27)^3,Z(27)^23,Z(27)^5,Z(27)^7,Z(27)^4,
 Z(27)^22,Z(27)^12,Z(27)^10,Z(27)^24,Z(27)^5,Z(27)^26,Z(27)^17,Z(27)^14,Z(27)^3,
 Z(27)^11,Z(27)^19,0*Z(27),Z(27)^26,Z(27)^5,Z(27)^6,Z(27)^19,Z(27)^7,Z(27)^5,
 Z(27)^6,Z(27)^2,Z(27)^13,Z(27)^21,Z(27)^20,Z(27)^11,Z(27)^18,Z(27)^2,Z(27)^16,
 Z(27)^20,Z(27)^18,Z(27)^8,Z(27)^10,Z(27)^23,Z(27)^6,Z(27)^14,Z(27)^8,Z(27)^7,
 Z(27)^5,Z(27)^26,Z(27)^9,Z(27)^13,Z(27)^1,0*Z(27),Z(27)^1,Z(27)^20,Z(27)^23,
 Z(27)^7,Z(27)^2,Z(27)^6,Z(27)^26,Z(27)^16,Z(27)^6,Z(27)^24,Z(27)^13,0*Z(27),
 Z(27)^24,Z(27)^20,Z(27)^26,Z(27)^26,Z(27)^8,Z(27)^16,Z(27)^13,Z(27)^5,Z(27)^1,
 Z(27)^18,Z(27)^12,Z(27)^17,Z(27)^13,Z(27)^17,Z(27)^11,Z(27)^3,0*Z(27),Z(27)^7,
 Z(27)^22,Z(27)^12,Z(27)^16,Z(27)^11,Z(27)^17,Z(27)^14,Z(27)^14,Z(27)^20,Z(27)^13,
 Z(27)^6,Z(27)^15,Z(27)^5,Z(27)^21,0*Z(27),Z(27)^14,Z(27)^25,Z(27)^8,Z(27)^11,
 Z(27)^1,Z(27)^26,Z(27)^14,Z(27)^13,Z(27)^17,Z(27)^16,Z(27)^9,Z(27)^25,Z(27)^10,
 Z(27)^22,Z(27)^14,Z(27)^4,Z(27)^5,Z(27)^12,Z(27)^14,Z(27)^22,Z(27)^14,Z(27)^8,
 Z(27)^5,Z(27)^20,Z(27)^16,Z(27)^20,Z(27)^20,Z(27)^26,Z(27)^8,Z(27)^2,Z(27)^4,
 0*Z(27),Z(27)^17,Z(27)^5,Z(27)^1,Z(27)^15,Z(27)^20,Z(27)^2,Z(27)^13,Z(27)^20,
 Z(27)^11,Z(27)^25,Z(27)^11,Z(27)^16,Z(27)^2,Z(27)^21,Z(27)^21,Z(27)^16,Z(27)^7,
 Z(27)^23,Z(27)^14,0*Z(27),Z(27)^17,Z(27)^18,Z(27)^12,Z(27)^15,Z(27)^7,Z(27)^4,
 0*Z(27),Z(27)^8,Z(27)^20,Z(27)^16],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^26,Z(27)^8,Z(27)^3,Z(27)^2,Z(27)^12,Z(27)^25,0*Z(27),Z(27)^19,Z(27)^4,
 Z(27)^9,Z(27)^7,Z(27)^10,Z(27)^16,Z(27)^19,Z(27)^25,Z(27)^7,Z(27)^26,Z(27)^5,
 Z(27)^2,Z(27)^4,Z(27)^10,Z(27)^7,Z(27)^9,Z(27)^10,Z(27)^2,Z(27)^26,Z(27)^10,
 Z(27)^24,Z(27)^22,Z(27)^16,Z(27)^3,Z(27)^11,Z(27)^10,Z(27)^18,Z(27)^12,Z(27)^24,
 Z(27)^24,Z(27)^22,Z(27)^19,Z(27)^13,Z(27)^5,Z(27)^19,Z(27)^22,Z(27)^19,Z(27)^4,
 Z(27)^19,Z(27)^1,Z(27)^26,Z(27)^6,Z(27)^14,Z(27)^16,Z(27)^19,Z(27)^18,Z(27)^9,
 Z(27)^16,Z(27)^13,Z(27)^16,Z(27)^26,Z(27)^25,Z(27)^3,Z(27)^14,Z(27)^20,Z(27)^4,
 Z(27)^21,Z(27)^21,Z(27)^23,Z(27)^22,Z(27)^23,Z(27)^22,Z(27)^5,Z(27)^10,Z(27)^10,
 Z(27)^7,Z(27)^13,Z(27)^17,Z(27)^2,Z(27)^1,Z(27)^24,Z(27)^21,Z(27)^19,Z(27)^18,
 Z(27)^14,Z(27)^21,Z(27)^19,Z(27)^8,Z(27)^15,0*Z(27),0*Z(27),Z(27)^5,Z(27)^9,
 Z(27)^8,Z(27)^16,Z(27)^17,Z(27)^25,Z(27)^18,Z(27)^16,Z(27)^6,0*Z(27),Z(27)^25,
 Z(27)^3,Z(27)^2,Z(27)^19,Z(27)^19,Z(27)^10,Z(27)^21,Z(27)^5,Z(27)^23,Z(27)^17,
 Z(27)^11,Z(27)^2,Z(27)^3,Z(27)^15,Z(27)^20,Z(27)^18,Z(27)^6,Z(27)^6,Z(27)^7,
 Z(27)^24,Z(27)^6,Z(27)^17,Z(27)^4,0*Z(27),Z(27)^2,0*Z(27),Z(27)^13,Z(27)^20,
 Z(27)^23,Z(27)^16,Z(27)^15,Z(27)^6,Z(27)^24,Z(27)^26,Z(27)^6,Z(27)^16,Z(27)^8,
 Z(27)^5,Z(27)^19,Z(27)^1,Z(27)^6,Z(27)^17,Z(27)^9,Z(27)^12,Z(27)^22,Z(27)^10,
 Z(27)^2,Z(27)^26,Z(27)^15,Z(27)^21,Z(27)^11,Z(27)^12,Z(27)^11,Z(27)^5,Z(27)^12,
 Z(27)^4,Z(27)^25,Z(27)^16,Z(27)^6,Z(27)^23,Z(27)^22,0*Z(27),Z(27)^17,Z(27)^5,
 Z(27)^2,Z(27)^10,Z(27)^6,Z(27)^22,Z(27)^4,Z(27)^23,Z(27)^22,Z(27)^10,Z(27)^17,
 Z(27)^19,Z(27)^3,Z(27)^9,Z(27)^15,Z(27)^8,Z(27)^13,Z(27)^15,Z(27)^8,Z(27)^22,
 Z(27)^1,0*Z(27),Z(27)^15,Z(27)^26,Z(27)^14,Z(27)^22,Z(27)^22,Z(27)^23,Z(27)^13,
 Z(27)^11,Z(27)^18,Z(27)^2,Z(27)^17,Z(27)^4,Z(27)^3,Z(27)^25,Z(27)^7,Z(27)^25,
 Z(27)^20,Z(27)^6,0*Z(27),0*Z(27),Z(27)^23,Z(27)^4,Z(27)^7,Z(27)^5,Z(27)^15,Z(27)^7,
 Z(27)^14,Z(27)^18,Z(27)^25,Z(27)^5,Z(27)^23,Z(27)^20,Z(27)^18,Z(27)^21,Z(27)^3,
 Z(27)^18,Z(27)^11,0*Z(27),Z(27)^12,Z(27)^19,Z(27)^6,Z(27)^7,Z(27)^11,Z(27)^11,
 Z(27)^24,Z(27)^6,Z(27)^11,Z(27)^23,0*Z(27),Z(27)^18,Z(27)^8,Z(27)^13,Z(27)^6,
 0*Z(27),Z(27)^6,Z(27)^19,Z(27)^15,Z(27)^18,Z(27)^3,Z(27)^5,0*Z(27),Z(27)^18,
 Z(27)^23,Z(27)^2,Z(27)^21,Z(27)^11,Z(27)^14,Z(27)^22,Z(27)^10,Z(27)^22,Z(27)^1,
 Z(27)^18,Z(27)^11,Z(27)^9,Z(27)^1,Z(27)^7,Z(27)^9,Z(27)^24,Z(27)^5,Z(27)^26,
 Z(27)^6,Z(27)^26,Z(27)^7,Z(27)^3,Z(27)^13,Z(27)^19,Z(27)^4,Z(27)^6,Z(27)^5,Z(27)^23,
 Z(27)^18,Z(27)^9,Z(27)^13,Z(27)^25,Z(27)^11,Z(27)^17,Z(27)^26,0*Z(27),Z(27)^21,
 Z(27)^8,Z(27)^14,Z(27)^6,Z(27)^8,Z(27)^8,Z(27)^5,Z(27)^19,Z(27)^25,Z(27)^17,
 Z(27)^16,Z(27)^13,Z(27)^20,Z(27)^21,Z(27)^13,Z(27)^11,Z(27)^7,Z(27)^20,Z(27)^26,
 Z(27)^6,Z(27)^7,Z(27)^1,Z(27)^17,Z(27)^23,Z(27)^17,Z(27)^1,Z(27)^21,Z(27)^11,
 Z(27)^6,Z(27)^14,Z(27)^2,Z(27)^8,Z(27)^5,Z(27)^3,Z(27)^20,0*Z(27),Z(27)^11,Z(27)^18,
 Z(27)^22,Z(27)^17,Z(27)^2,Z(27)^24,Z(27)^22,Z(27)^25,Z(27)^21,Z(27)^25,Z(27)^7,
 Z(27)^23,0*Z(27),Z(27)^16,Z(27)^21,Z(27)^19,Z(27)^22,Z(27)^9,Z(27)^13,Z(27)^9,
 Z(27)^18,Z(27)^10,Z(27)^10,Z(27)^8,Z(27)^18,Z(27)^6,Z(27)^21,Z(27)^10,Z(27)^10,
 Z(27)^19,Z(27)^9,Z(27)^25,Z(27)^5,Z(27)^12,Z(27)^10],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^8,Z(27)^23,Z(27)^1,Z(27)^10,Z(27)^11,Z(27)^3,Z(27)^15,0*Z(27),Z(27)^6,
 Z(27)^23,Z(27)^10,Z(27)^3,Z(27)^1,Z(27)^10,Z(27)^14,Z(27)^16,Z(27)^5,Z(27)^20,
 Z(27)^12,Z(27)^15,Z(27)^19,Z(27)^2,Z(27)^9,Z(27)^10,Z(27)^3,Z(27)^13,Z(27)^3,
 Z(27)^26,Z(27)^25,Z(27)^13,Z(27)^2,Z(27)^1,Z(27)^24,Z(27)^9,Z(27)^21,Z(27)^26,
 Z(27)^19,Z(27)^12,Z(27)^2,Z(27)^10,Z(27)^11,Z(27)^11,Z(27)^10,Z(27)^18,Z(27)^16,
 Z(27)^19,Z(27)^6,Z(27)^4,Z(27)^22,Z(27)^18,Z(27)^1,Z(27)^2,Z(27)^11,Z(27)^6,
 Z(27)^26,Z(27)^16,Z(27)^13,Z(27)^9,Z(27)^15,Z(27)^25,Z(27)^14,Z(27)^2,0*Z(27),
 Z(27)^25,Z(27)^23,Z(27)^16,Z(27)^6,Z(27)^25,Z(27)^18,Z(27)^15,Z(27)^24,Z(27)^12,
 Z(27)^26,Z(27)^26,Z(27)^26,Z(27)^23,Z(27)^8,Z(27)^21,Z(27)^10,Z(27)^22,Z(27)^10,
 Z(27)^18,Z(27)^13,Z(27)^19,Z(27)^11,Z(27)^17,Z(27)^23,Z(27)^22,Z(27)^10,Z(27)^20,
 Z(27)^15,Z(27)^7,Z(27)^24,Z(27)^5,Z(27)^13,Z(27)^12,Z(27)^14,Z(27)^23,Z(27)^25,
 Z(27)^9,Z(27)^16,Z(27)^2,Z(27)^6,Z(27)^18,Z(27)^19,Z(27)^4,Z(27)^5,Z(27)^9,Z(27)^3,
 Z(27)^18,0*Z(27),Z(27)^17,Z(27)^11,Z(27)^25,Z(27)^14,Z(27)^11,Z(27)^13,Z(27)^19,
 Z(27)^18,Z(27)^17,Z(27)^20,Z(27)^20,Z(27)^14,Z(27)^10,Z(27)^17,Z(27)^26,Z(27)^26,
 Z(27)^16,Z(27)^18,Z(27)^7,Z(27)^12,Z(27)^11,Z(27)^3,Z(27)^18,Z(27)^22,Z(27)^1,
 0*Z(27),Z(27)^18,Z(27)^13,Z(27)^8,Z(27)^20,Z(27)^6,Z(27)^18,Z(27)^23,Z(27)^6,
 Z(27)^19,Z(27)^26,Z(27)^14,Z(27)^13,Z(27)^16,Z(27)^22,Z(27)^22,Z(27)^5,Z(27)^25,
 Z(27)^26,Z(27)^8,Z(27)^1,Z(27)^6,Z(27)^1,0*Z(27),Z(27)^25,Z(27)^20,Z(27)^9,Z(27)^6,
 Z(27)^24,Z(27)^25,Z(27)^26,Z(27)^14,Z(27)^22,Z(27)^19,Z(27)^24,Z(27)^26,Z(27)^19,
 Z(27)^16,Z(27)^9,Z(27)^15,0*Z(27),Z(27)^6,Z(27)^8,Z(27)^8,Z(27)^17,Z(27)^8,Z(27)^1,
 Z(27)^22,Z(27)^4,Z(27)^21,Z(27)^3,Z(27)^7,Z(27)^6,Z(27)^23,Z(27)^19,Z(27)^4,
 Z(27)^20,Z(27)^8,Z(27)^5,0*Z(27),Z(27)^21,Z(27)^24,Z(27)^12,Z(27)^13,Z(27)^18,
 Z(27)^16,Z(27)^6,Z(27)^1,Z(27)^21,Z(27)^17,Z(27)^16,Z(27)^13,Z(27)^2,Z(27)^22,
 Z(27)^22,Z(27)^6,Z(27)^15,Z(27)^23,Z(27)^24,Z(27)^11,Z(27)^21,Z(27)^4,Z(27)^23,
 Z(27)^15,Z(27)^1,0*Z(27),Z(27)^17,0*Z(27),Z(27)^9,Z(27)^3,Z(27)^18,Z(27)^24,
 Z(27)^20,0*Z(27),Z(27)^2,Z(27)^5,Z(27)^1,Z(27)^13,Z(27)^18,Z(27)^7,Z(27)^16,
 Z(27)^15,Z(27)^11,Z(27)^14,Z(27)^13,Z(27)^13,Z(27)^21,Z(27)^1,Z(27)^5,Z(27)^25,
 Z(27)^10,Z(27)^4,Z(27)^1,Z(27)^21,Z(27)^5,Z(27)^11,Z(27)^5,Z(27)^11,Z(27)^8,
 Z(27)^11,Z(27)^2,Z(27)^20,Z(27)^4,Z(27)^15,Z(27)^25,0*Z(27),Z(27)^8,Z(27)^21,
 Z(27)^22,Z(27)^1,Z(27)^10,Z(27)^21,Z(27)^10,Z(27)^19,Z(27)^19,Z(27)^2,Z(27)^3,
 0*Z(27),Z(27)^21,Z(27)^17,Z(27)^6,Z(27)^11,Z(27)^18,Z(27)^23,Z(27)^23,Z(27)^6,
 Z(27)^5,Z(27)^4,Z(27)^12,Z(27)^22,Z(27)^15,Z(27)^25,Z(27)^17,Z(27)^11,Z(27)^2,
 Z(27)^24,Z(27)^8,Z(27)^10,Z(27)^23,Z(27)^16,Z(27)^17,Z(27)^5,Z(27)^13,Z(27)^9,
 Z(27)^21,Z(27)^11,Z(27)^17,Z(27)^2,Z(27)^24,Z(27)^21,Z(27)^25,Z(27)^18,Z(27)^17,
 Z(27)^13,Z(27)^11,Z(27)^3,Z(27)^21,Z(27)^18,Z(27)^2,Z(27)^24,Z(27)^20,Z(27)^18,
 Z(27)^19,Z(27)^15,Z(27)^20,Z(27)^21,Z(27)^18,Z(27)^10,Z(27)^15,Z(27)^3,Z(27)^12,
 Z(27)^4,Z(27)^14,Z(27)^1,Z(27)^24,Z(27)^12,Z(27)^9,Z(27)^23,Z(27)^15,Z(27)^17,
 Z(27)^1,Z(27)^17,Z(27)^10,Z(27)^21,Z(27)^6,Z(27)^3,Z(27)^5,Z(27)^16,Z(27)^13,
 Z(27)^26,Z(27)^24,Z(27)^25,Z(27)^24,Z(27)^15,Z(27)^9],
[Z(27)^15,Z(27)^3,Z(27)^11,Z(27)^6,Z(27)^22,Z(27)^26,Z(27)^18,Z(27)^10,Z(27)^18,
 Z(27)^4,Z(27)^26,Z(27)^17,Z(27)^11,Z(27)^20,Z(27)^16,Z(27)^24,Z(27)^16,Z(27)^13,
 Z(27)^13,Z(27)^5,Z(27)^6,Z(27)^3,Z(27)^22,Z(27)^18,Z(27)^13,Z(27)^11,Z(27)^26,
 0*Z(27),Z(27)^1,Z(27)^19,Z(27)^10,Z(27)^9,Z(27)^17,Z(27)^6,Z(27)^2,Z(27)^17,
 Z(27)^8,Z(27)^24,Z(27)^1,Z(27)^10,Z(27)^3,Z(27)^13,Z(27)^20,Z(27)^22,Z(27)^13,
 Z(27)^24,Z(27)^9,Z(27)^7,Z(27)^12,Z(27)^6,Z(27)^11,Z(27)^21,Z(27)^12,Z(27)^26,
 Z(27)^2,Z(27)^3,Z(27)^11,Z(27)^1,Z(27)^14,Z(27)^26,0*Z(27),Z(27)^25,Z(27)^24,
 Z(27)^6,Z(27)^10,Z(27)^3,Z(27)^22,Z(27)^4,Z(27)^21,Z(27)^20,Z(27)^17,Z(27)^1,
 Z(27)^2,Z(27)^3,Z(27)^17,Z(27)^8,Z(27)^23,Z(27)^19,Z(27)^12,Z(27)^12,Z(27)^16,
 Z(27)^26,Z(27)^5,Z(27)^9,Z(27)^19,Z(27)^20,Z(27)^13,Z(27)^26,Z(27)^17,Z(27)^16,
 Z(27)^23,Z(27)^5,Z(27)^26,Z(27)^14,Z(27)^3,Z(27)^12,Z(27)^25,Z(27)^9,Z(27)^12,
 Z(27)^8,Z(27)^2,Z(27)^16,Z(27)^15,Z(27)^23,Z(27)^25,Z(27)^17,Z(27)^25,Z(27)^25,
 Z(27)^6,Z(27)^9,Z(27)^19,Z(27)^21,Z(27)^17,Z(27)^22,Z(27)^17,Z(27)^23,Z(27)^6,
 Z(27)^26,Z(27)^13,Z(27)^10,Z(27)^22,Z(27)^4,Z(27)^14,Z(27)^18,Z(27)^24,Z(27)^15,
 Z(27)^17,Z(27)^22,Z(27)^8,Z(27)^22,Z(27)^14,Z(27)^13,Z(27)^1,Z(27)^24,0*Z(27),
 Z(27)^12,Z(27)^13,Z(27)^25,Z(27)^18,Z(27)^5,Z(27)^17,Z(27)^19,Z(27)^14,Z(27)^26,
 Z(27)^25,Z(27)^6,Z(27)^8,Z(27)^12,Z(27)^15,Z(27)^14,0*Z(27),Z(27)^7,0*Z(27),
 Z(27)^16,Z(27)^21,Z(27)^3,Z(27)^25,Z(27)^12,Z(27)^18,Z(27)^18,Z(27)^5,Z(27)^15,
 Z(27)^6,Z(27)^20,Z(27)^4,Z(27)^8,Z(27)^26,Z(27)^19,Z(27)^3,Z(27)^26,Z(27)^4,
 Z(27)^12,Z(27)^10,Z(27)^21,Z(27)^2,Z(27)^9,Z(27)^17,Z(27)^10,0*Z(27),Z(27)^17,
 Z(27)^23,Z(27)^12,Z(27)^13,0*Z(27),Z(27)^14,Z(27)^22,Z(27)^18,Z(27)^19,Z(27)^9,
 Z(27)^8,0*Z(27),Z(27)^11,Z(27)^25,Z(27)^14,Z(27)^25,Z(27)^6,Z(27)^13,Z(27)^5,
 Z(27)^9,Z(27)^25,Z(27)^5,Z(27)^15,Z(27)^18,Z(27)^25,Z(27)^6,Z(27)^1,Z(27)^26,
 Z(27)^24,Z(27)^9,Z(27)^13,Z(27)^24,Z(27)^7,Z(27)^25,Z(27)^14,Z(27)^13,Z(27)^2,
 Z(27)^24,Z(27)^3,Z(27)^11,Z(27)^20,Z(27)^20,Z(27)^20,Z(27)^26,Z(27)^1,Z(27)^5,
 Z(27)^20,Z(27)^14,Z(27)^15,Z(27)^19,Z(27)^12,Z(27)^20,Z(27)^24,Z(27)^16,Z(27)^19,
 Z(27)^24,Z(27)^17,Z(27)^3,Z(27)^18,Z(27)^9,Z(27)^16,Z(27)^11,Z(27)^2,Z(27)^16,
 Z(27)^3,Z(27)^6,Z(27)^21,Z(27)^25,Z(27)^7,Z(27)^11,Z(27)^25,Z(27)^23,Z(27)^1,
 Z(27)^3,Z(27)^20,Z(27)^22,Z(27)^24,Z(27)^14,Z(27)^24,Z(27)^25,Z(27)^8,Z(27)^24,
 Z(27)^17,Z(27)^24,Z(27)^6,Z(27)^2,Z(27)^20,Z(27)^15,Z(27)^5,Z(27)^5,Z(27)^10,
 Z(27)^8,Z(27)^10,Z(27)^17,0*Z(27),Z(27)^19,Z(27)^4,Z(27)^3,Z(27)^24,Z(27)^3,
 Z(27)^22,Z(27)^3,Z(27)^2,Z(27)^3,Z(27)^5,Z(27)^20,Z(27)^6,0*Z(27),Z(27)^9,Z(27)^15,
 Z(27)^21,Z(27)^8,Z(27)^26,Z(27)^6,Z(27)^4,Z(27)^15,Z(27)^2,Z(27)^24,Z(27)^23,
 Z(27)^13,Z(27)^10,Z(27)^6,Z(27)^9,0*Z(27),0*Z(27),0*Z(27),Z(27)^13,Z(27)^1,Z(27)^3,
 Z(27)^17,Z(27)^15,Z(27)^26,Z(27)^1,Z(27)^2,Z(27)^10,Z(27)^23,Z(27)^1,Z(27)^19,
 Z(27)^25,Z(27)^21,Z(27)^18,Z(27)^8,Z(27)^20,Z(27)^1,Z(27)^22,Z(27)^4,Z(27)^22,
 Z(27)^15,0*Z(27),Z(27)^19,Z(27)^24,Z(27)^20,Z(27)^8,Z(27)^7,Z(27)^17,Z(27)^21,
 Z(27)^22,Z(27)^24,Z(27)^2,Z(27)^3,Z(27)^19,Z(27)^7,0*Z(27),Z(27)^8,Z(27)^9,Z(27)^15,
 Z(27)^23,Z(27)^14,Z(27)^3,Z(27)^11,Z(27)^10,Z(27)^12],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^26,Z(27)^7,Z(27)^13,Z(27)^20,Z(27)^25,Z(27)^11,Z(27)^19,Z(27)^6,Z(27)^2,
 Z(27)^4,0*Z(27),Z(27)^2,Z(27)^26,0*Z(27),Z(27)^16,Z(27)^9,Z(27)^7,Z(27)^6,Z(27)^26,
 Z(27)^23,Z(27)^3,Z(27)^18,Z(27)^15,Z(27)^13,Z(27)^3,Z(27)^7,Z(27)^17,Z(27)^12,
 Z(27)^12,Z(27)^26,0*Z(27),Z(27)^21,Z(27)^22,Z(27)^11,Z(27)^10,Z(27)^21,Z(27)^12,
 Z(27)^7,Z(27)^11,Z(27)^23,Z(27)^24,Z(27)^22,Z(27)^14,Z(27)^16,Z(27)^2,Z(27)^26,
 0*Z(27),Z(27)^4,Z(27)^19,Z(27)^10,Z(27)^15,Z(27)^6,Z(27)^23,Z(27)^20,0*Z(27),
 Z(27)^25,Z(27)^26,Z(27)^4,Z(27)^10,Z(27)^10,Z(27)^6,Z(27)^21,Z(27)^5,Z(27)^6,
 Z(27)^3,Z(27)^26,Z(27)^9,Z(27)^18,Z(27)^24,Z(27)^1,Z(27)^22,Z(27)^26,Z(27)^10,
 Z(27)^17,Z(27)^7,Z(27)^26,Z(27)^24,Z(27)^2,Z(27)^14,Z(27)^16,Z(27)^19,Z(27)^20,
 Z(27)^16,Z(27)^13,Z(27)^1,Z(27)^11,Z(27)^25,Z(27)^25,Z(27)^22,Z(27)^18,Z(27)^8,
 Z(27)^24,Z(27)^17,Z(27)^12,Z(27)^23,Z(27)^10,Z(27)^2,Z(27)^3,Z(27)^5,Z(27)^2,
 Z(27)^11,0*Z(27),Z(27)^5,Z(27)^4,Z(27)^9,Z(27)^4,Z(27)^16,Z(27)^8,Z(27)^13,Z(27)^20,
 Z(27)^9,Z(27)^25,Z(27)^6,Z(27)^23,Z(27)^15,Z(27)^5,Z(27)^26,Z(27)^5,Z(27)^6,
 Z(27)^11,Z(27)^14,Z(27)^23,Z(27)^4,Z(27)^25,Z(27)^16,Z(27)^18,Z(27)^23,Z(27)^21,
 Z(27)^21,Z(27)^15,Z(27)^23,Z(27)^9,Z(27)^17,Z(27)^18,Z(27)^9,Z(27)^9,Z(27)^14,
 0*Z(27),Z(27)^13,Z(27)^22,Z(27)^24,Z(27)^20,Z(27)^18,Z(27)^24,Z(27)^1,Z(27)^24,
 0*Z(27),Z(27)^14,Z(27)^4,Z(27)^13,Z(27)^20,Z(27)^5,Z(27)^6,Z(27)^19,Z(27)^2,
 Z(27)^25,Z(27)^21,Z(27)^5,Z(27)^21,Z(27)^15,Z(27)^7,Z(27)^5,Z(27)^19,Z(27)^5,
 Z(27)^3,Z(27)^9,0*Z(27),Z(27)^13,Z(27)^14,Z(27)^12,Z(27)^15,Z(27)^3,Z(27)^22,
 Z(27)^23,Z(27)^24,Z(27)^25,Z(27)^13,Z(27)^23,Z(27)^4,Z(27)^10,Z(27)^8,Z(27)^6,
 Z(27)^3,Z(27)^20,Z(27)^18,Z(27)^11,0*Z(27),Z(27)^24,Z(27)^10,Z(27)^17,Z(27)^26,
 Z(27)^26,Z(27)^19,Z(27)^1,Z(27)^20,Z(27)^2,Z(27)^9,Z(27)^1,Z(27)^11,Z(27)^13,
 Z(27)^23,Z(27)^25,Z(27)^16,Z(27)^1,Z(27)^22,Z(27)^11,Z(27)^1,Z(27)^23,Z(27)^7,
 Z(27)^19,0*Z(27),0*Z(27),Z(27)^20,Z(27)^14,Z(27)^21,Z(27)^15,Z(27)^3,Z(27)^1,
 Z(27)^17,Z(27)^12,Z(27)^5,Z(27)^2,Z(27)^8,Z(27)^1,Z(27)^13,Z(27)^23,Z(27)^16,
 Z(27)^13,Z(27)^12,Z(27)^12,Z(27)^11,Z(27)^15,Z(27)^1,Z(27)^16,Z(27)^11,Z(27)^10,
 Z(27)^16,Z(27)^4,Z(27)^14,Z(27)^25,Z(27)^26,Z(27)^8,Z(27)^2,Z(27)^19,Z(27)^1,
 0*Z(27),Z(27)^23,0*Z(27),Z(27)^19,Z(27)^13,Z(27)^13,Z(27)^11,Z(27)^12,Z(27)^4,
 Z(27)^21,Z(27)^7,Z(27)^10,Z(27)^12,Z(27)^5,Z(27)^20,Z(27)^1,Z(27)^5,Z(27)^3,
 Z(27)^5,Z(27)^22,Z(27)^19,0*Z(27),Z(27)^10,Z(27)^13,Z(27)^7,Z(27)^12,Z(27)^4,
 Z(27)^18,Z(27)^3,Z(27)^14,Z(27)^15,Z(27)^5,Z(27)^13,Z(27)^22,Z(27)^25,Z(27)^5,
 Z(27)^15,Z(27)^7,Z(27)^25,Z(27)^17,Z(27)^15,Z(27)^2,0*Z(27),Z(27)^13,Z(27)^17,
 Z(27)^11,Z(27)^6,Z(27)^24,Z(27)^11,Z(27)^16,Z(27)^12,Z(27)^18,Z(27)^4,Z(27)^25,
 Z(27)^2,Z(27)^21,Z(27)^3,Z(27)^22,Z(27)^5,Z(27)^2,Z(27)^21,Z(27)^8,Z(27)^11,
 Z(27)^18,Z(27)^11,Z(27)^6,Z(27)^6,Z(27)^8,Z(27)^20,Z(27)^15,Z(27)^14,Z(27)^21,
 Z(27)^22,Z(27)^14,Z(27)^18,Z(27)^12,Z(27)^25,Z(27)^7,Z(27)^1,Z(27)^25,Z(27)^17,
 Z(27)^14,Z(27)^20,Z(27)^14,Z(27)^22,Z(27)^5,Z(27)^3,0*Z(27),Z(27)^8,Z(27)^21,
 Z(27)^12,Z(27)^8,Z(27)^19,Z(27)^8,Z(27)^15,Z(27)^2,Z(27)^1,Z(27)^6,Z(27)^10,
 0*Z(27),Z(27)^2,0*Z(27),0*Z(27),Z(27)^13,Z(27)^8,Z(27)^11],
[Z(27)^15,Z(27)^11,Z(27)^15,Z(27)^6,Z(27)^1,Z(27)^14,Z(27)^7,Z(27)^23,Z(27)^15,
 Z(27)^5,Z(27)^25,Z(27)^7,Z(27)^4,Z(27)^4,Z(27)^3,Z(27)^10,0*Z(27),Z(27)^22,Z(27)^20,
 Z(27)^19,Z(27)^24,Z(27)^19,Z(27)^12,Z(27)^15,Z(27)^8,Z(27)^15,Z(27)^4,Z(27)^13,
 Z(27)^19,Z(27)^8,Z(27)^21,Z(27)^24,Z(27)^3,Z(27)^16,Z(27)^14,Z(27)^5,Z(27)^5,
 Z(27)^2,Z(27)^11,0*Z(27),Z(27)^19,Z(27)^2,Z(27)^4,0*Z(27),Z(27)^12,Z(27)^22,
 Z(27)^10,Z(27)^1,Z(27)^12,Z(27)^3,Z(27)^2,Z(27)^12,Z(27)^4,Z(27)^1,Z(27)^11,
 Z(27)^20,Z(27)^19,Z(27)^6,Z(27)^17,Z(27)^10,Z(27)^24,Z(27)^14,Z(27)^1,Z(27)^8,
 Z(27)^25,Z(27)^24,Z(27)^22,Z(27)^1,Z(27)^26,Z(27)^11,Z(27)^3,Z(27)^15,Z(27)^6,
 Z(27)^1,Z(27)^26,Z(27)^3,Z(27)^6,Z(27)^19,Z(27)^14,Z(27)^5,Z(27)^20,Z(27)^7,
 Z(27)^10,Z(27)^14,Z(27)^3,Z(27)^12,Z(27)^1,Z(27)^24,Z(27)^5,Z(27)^20,Z(27)^6,
 Z(27)^15,Z(27)^26,Z(27)^4,Z(27)^25,Z(27)^2,Z(27)^14,Z(27)^10,Z(27)^20,Z(27)^19,
 Z(27)^8,Z(27)^8,Z(27)^13,Z(27)^1,Z(27)^23,Z(27)^26,Z(27)^22,Z(27)^10,Z(27)^23,
 Z(27)^11,Z(27)^8,Z(27)^3,Z(27)^8,Z(27)^21,Z(27)^6,Z(27)^18,Z(27)^14,Z(27)^11,
 Z(27)^20,Z(27)^13,Z(27)^23,Z(27)^1,Z(27)^21,0*Z(27),Z(27)^21,Z(27)^11,Z(27)^5,
 Z(27)^17,Z(27)^13,Z(27)^23,Z(27)^26,Z(27)^22,Z(27)^3,Z(27)^21,Z(27)^1,Z(27)^9,
 Z(27)^1,Z(27)^4,Z(27)^17,Z(27)^9,Z(27)^10,Z(27)^21,Z(27)^22,Z(27)^10,Z(27)^2,
 Z(27)^16,Z(27)^13,Z(27)^22,0*Z(27),Z(27)^11,Z(27)^22,Z(27)^24,Z(27)^1,Z(27)^23,
 Z(27)^12,Z(27)^10,Z(27)^3,Z(27)^7,Z(27)^23,Z(27)^2,Z(27)^21,Z(27)^1,Z(27)^2,
 Z(27)^8,Z(27)^5,Z(27)^3,Z(27)^19,Z(27)^14,Z(27)^21,Z(27)^9,0*Z(27),Z(27)^5,Z(27)^17,
 Z(27)^9,Z(27)^13,Z(27)^24,Z(27)^4,Z(27)^13,Z(27)^13,Z(27)^22,Z(27)^23,Z(27)^16,
 0*Z(27),Z(27)^9,Z(27)^6,Z(27)^11,Z(27)^19,Z(27)^8,Z(27)^3,Z(27)^24,Z(27)^18,
 Z(27)^26,Z(27)^7,Z(27)^13,0*Z(27),Z(27)^14,Z(27)^12,Z(27)^16,Z(27)^10,Z(27)^24,
 Z(27)^16,Z(27)^7,Z(27)^1,Z(27)^10,Z(27)^19,Z(27)^25,Z(27)^26,Z(27)^9,Z(27)^23,
 Z(27)^26,Z(27)^19,0*Z(27),Z(27)^11,Z(27)^21,Z(27)^10,Z(27)^11,Z(27)^8,Z(27)^23,
 Z(27)^20,Z(27)^15,Z(27)^15,Z(27)^21,Z(27)^18,Z(27)^25,Z(27)^7,Z(27)^9,Z(27)^15,
 Z(27)^11,Z(27)^5,Z(27)^22,Z(27)^5,Z(27)^19,Z(27)^24,Z(27)^4,Z(27)^1,Z(27)^2,
 Z(27)^14,Z(27)^19,Z(27)^21,Z(27)^8,Z(27)^3,Z(27)^4,Z(27)^25,Z(27)^14,Z(27)^21,
 Z(27)^18,Z(27)^8,0*Z(27),Z(27)^6,Z(27)^12,Z(27)^4,Z(27)^5,Z(27)^10,Z(27)^19,
 Z(27)^5,0*Z(27),Z(27)^11,Z(27)^2,Z(27)^10,Z(27)^3,Z(27)^10,Z(27)^4,Z(27)^15,
 0*Z(27),Z(27)^10,Z(27)^2,Z(27)^3,Z(27)^22,Z(27)^8,Z(27)^23,Z(27)^13,Z(27)^16,
 Z(27)^23,Z(27)^3,Z(27)^19,Z(27)^25,Z(27)^4,Z(27)^12,Z(27)^20,Z(27)^16,Z(27)^19,
 Z(27)^13,Z(27)^19,Z(27)^16,Z(27)^23,Z(27)^1,Z(27)^19,Z(27)^26,Z(27)^13,Z(27)^7,
 Z(27)^19,Z(27)^9,Z(27)^5,Z(27)^14,Z(27)^9,Z(27)^13,Z(27)^8,Z(27)^8,Z(27)^11,
 Z(27)^1,0*Z(27),Z(27)^8,Z(27)^10,Z(27)^12,Z(27)^7,Z(27)^17,Z(27)^15,Z(27)^9,
 Z(27)^23,Z(27)^25,0*Z(27),Z(27)^22,Z(27)^23,Z(27)^22,Z(27)^24,Z(27)^24,Z(27)^14,
 Z(27)^5,Z(27)^19,Z(27)^2,Z(27)^19,Z(27)^3,Z(27)^13,Z(27)^3,Z(27)^8,Z(27)^2,Z(27)^9,
 Z(27)^18,Z(27)^13,Z(27)^18,Z(27)^9,Z(27)^1,Z(27)^2,Z(27)^19,0*Z(27),Z(27)^15,
 0*Z(27),Z(27)^5,Z(27)^1,Z(27)^20,Z(27)^22,Z(27)^22,Z(27)^23,Z(27)^3,Z(27)^11,
 Z(27)^4,Z(27)^10,Z(27)^10,Z(27)^6,Z(27)^21,Z(27)^3],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^3,Z(27)^14,Z(27)^10,Z(27)^14,Z(27)^22,Z(27)^4,Z(27)^19,Z(27)^20,Z(27)^12,
 Z(27)^5,Z(27)^6,Z(27)^12,Z(27)^26,Z(27)^24,Z(27)^5,Z(27)^22,Z(27)^17,Z(27)^22,
 Z(27)^14,Z(27)^4,Z(27)^3,0*Z(27),Z(27)^7,Z(27)^7,Z(27)^13,Z(27)^9,Z(27)^25,Z(27)^15,
 Z(27)^15,Z(27)^26,Z(27)^4,Z(27)^11,Z(27)^14,Z(27)^4,Z(27)^1,Z(27)^17,Z(27)^7,
 Z(27)^21,Z(27)^12,Z(27)^25,Z(27)^7,0*Z(27),Z(27)^23,Z(27)^13,Z(27)^8,Z(27)^11,
 Z(27)^6,Z(27)^10,Z(27)^3,0*Z(27),Z(27)^9,Z(27)^23,Z(27)^3,Z(27)^16,Z(27)^21,
 Z(27)^6,Z(27)^17,Z(27)^13,Z(27)^3,Z(27)^22,Z(27)^9,Z(27)^24,Z(27)^15,Z(27)^7,
 Z(27)^26,Z(27)^6,Z(27)^2,Z(27)^25,Z(27)^14,Z(27)^20,Z(27)^11,Z(27)^22,Z(27)^7,
 Z(27)^26,Z(27)^15,Z(27)^2,Z(27)^26,Z(27)^11,Z(27)^17,Z(27)^24,Z(27)^26,Z(27)^16,
 Z(27)^17,Z(27)^15,Z(27)^5,Z(27)^7,Z(27)^6,Z(27)^2,Z(27)^12,Z(27)^10,Z(27)^10,
 Z(27)^6,Z(27)^17,Z(27)^1,Z(27)^15,Z(27)^3,Z(27)^12,Z(27)^24,Z(27)^16,Z(27)^15,
 Z(27)^11,Z(27)^15,Z(27)^2,Z(27)^2,Z(27)^24,Z(27)^22,Z(27)^18,Z(27)^21,Z(27)^18,
 Z(27)^20,Z(27)^2,0*Z(27),Z(27)^4,Z(27)^5,Z(27)^3,Z(27)^12,Z(27)^18,Z(27)^7,0*Z(27),
 Z(27)^21,Z(27)^23,Z(27)^20,Z(27)^9,Z(27)^16,Z(27)^8,Z(27)^17,Z(27)^9,Z(27)^2,
 Z(27)^15,Z(27)^1,Z(27)^24,Z(27)^14,Z(27)^16,Z(27)^5,0*Z(27),Z(27)^13,Z(27)^4,
 Z(27)^4,Z(27)^16,Z(27)^19,Z(27)^18,Z(27)^11,Z(27)^12,Z(27)^15,Z(27)^22,Z(27)^18,
 Z(27)^24,Z(27)^19,Z(27)^23,Z(27)^17,Z(27)^2,Z(27)^17,Z(27)^18,Z(27)^8,Z(27)^9,
 Z(27)^14,Z(27)^2,Z(27)^2,Z(27)^8,0*Z(27),Z(27)^15,Z(27)^16,Z(27)^16,Z(27)^23,
 Z(27)^25,Z(27)^11,Z(27)^21,Z(27)^11,Z(27)^9,Z(27)^5,Z(27)^5,Z(27)^6,Z(27)^13,
 0*Z(27),Z(27)^4,Z(27)^8,Z(27)^20,Z(27)^1,Z(27)^6,Z(27)^20,Z(27)^22,Z(27)^1,Z(27)^20,
 Z(27)^7,Z(27)^21,0*Z(27),Z(27)^23,Z(27)^2,Z(27)^18,Z(27)^21,Z(27)^6,Z(27)^19,
 Z(27)^9,Z(27)^11,Z(27)^13,Z(27)^17,Z(27)^14,Z(27)^15,Z(27)^17,Z(27)^7,Z(27)^9,
 Z(27)^22,Z(27)^21,Z(27)^2,Z(27)^25,Z(27)^23,Z(27)^2,Z(27)^3,Z(27)^7,Z(27)^23,
 Z(27)^21,Z(27)^7,Z(27)^14,Z(27)^16,Z(27)^23,0*Z(27),Z(27)^9,Z(27)^16,Z(27)^14,
 Z(27)^12,Z(27)^13,Z(27)^2,Z(27)^8,Z(27)^25,Z(27)^19,Z(27)^25,Z(27)^21,Z(27)^24,
 Z(27)^4,Z(27)^17,Z(27)^22,Z(27)^26,Z(27)^17,Z(27)^8,Z(27)^25,Z(27)^19,Z(27)^25,
 0*Z(27),Z(27)^6,Z(27)^23,Z(27)^4,Z(27)^13,Z(27)^16,Z(27)^11,Z(27)^17,Z(27)^14,
 Z(27)^25,0*Z(27),Z(27)^13,Z(27)^5,Z(27)^14,Z(27)^7,Z(27)^22,Z(27)^12,Z(27)^20,
 Z(27)^12,Z(27)^16,Z(27)^16,Z(27)^22,Z(27)^21,Z(27)^24,Z(27)^18,Z(27)^15,Z(27)^6,
 Z(27)^20,Z(27)^2,Z(27)^11,Z(27)^2,Z(27)^8,Z(27)^8,Z(27)^7,Z(27)^7,Z(27)^12,Z(27)^1,
 Z(27)^13,Z(27)^7,Z(27)^19,Z(27)^25,Z(27)^9,Z(27)^9,Z(27)^13,Z(27)^6,Z(27)^26,
 Z(27)^15,Z(27)^19,Z(27)^19,Z(27)^22,Z(27)^7,Z(27)^18,Z(27)^7,Z(27)^5,Z(27)^24,
 Z(27)^4,Z(27)^24,Z(27)^5,Z(27)^10,Z(27)^12,Z(27)^17,Z(27)^20,0*Z(27),Z(27)^1,
 Z(27)^13,0*Z(27),Z(27)^11,0*Z(27),Z(27)^14,Z(27)^8,Z(27)^11,Z(27)^25,Z(27)^15,
 Z(27)^22,Z(27)^10,Z(27)^23,0*Z(27),Z(27)^15,Z(27)^21,Z(27)^23,Z(27)^1,Z(27)^6,
 Z(27)^7,Z(27)^5,Z(27)^7,Z(27)^21,Z(27)^23,Z(27)^26,Z(27)^21,Z(27)^22,Z(27)^17,
 Z(27)^17,Z(27)^3,Z(27)^20,Z(27)^20,Z(27)^19,Z(27)^16,Z(27)^19,Z(27)^26,Z(27)^13,
 Z(27)^15,Z(27)^5,Z(27)^2,Z(27)^19,Z(27)^1,Z(27)^16,Z(27)^20,Z(27)^12,Z(27)^8,
 Z(27)^23,Z(27)^1,Z(27)^6,Z(27)^5,Z(27)^17],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^1,Z(27)^21,Z(27)^1,Z(27)^16,Z(27)^9,Z(27)^7,Z(27)^12,Z(27)^12,Z(27)^17,
 Z(27)^6,Z(27)^23,Z(27)^21,Z(27)^12,Z(27)^2,Z(27)^25,Z(27)^6,Z(27)^23,Z(27)^18,
 Z(27)^20,Z(27)^17,Z(27)^13,Z(27)^19,Z(27)^12,Z(27)^15,Z(27)^2,0*Z(27),Z(27)^21,
 Z(27)^6,Z(27)^19,Z(27)^4,Z(27)^17,Z(27)^17,Z(27)^20,Z(27)^26,0*Z(27),Z(27)^16,
 Z(27)^1,Z(27)^6,Z(27)^6,Z(27)^6,Z(27)^23,Z(27)^8,Z(27)^3,Z(27)^13,Z(27)^22,Z(27)^22,
 Z(27)^15,0*Z(27),Z(27)^11,Z(27)^25,Z(27)^13,Z(27)^23,Z(27)^11,Z(27)^22,Z(27)^10,
 Z(27)^1,Z(27)^25,Z(27)^7,Z(27)^3,Z(27)^2,Z(27)^6,Z(27)^19,Z(27)^11,Z(27)^12,
 Z(27)^20,Z(27)^2,Z(27)^19,Z(27)^7,Z(27)^8,Z(27)^14,Z(27)^5,Z(27)^22,Z(27)^15,
 Z(27)^10,Z(27)^19,Z(27)^13,Z(27)^17,Z(27)^14,Z(27)^11,Z(27)^13,Z(27)^17,Z(27)^2,
 Z(27)^9,Z(27)^9,Z(27)^15,Z(27)^14,0*Z(27),Z(27)^6,Z(27)^2,Z(27)^10,Z(27)^26,
 Z(27)^9,Z(27)^7,Z(27)^17,Z(27)^15,Z(27)^16,Z(27)^14,Z(27)^12,Z(27)^3,Z(27)^24,
 Z(27)^6,Z(27)^13,Z(27)^26,0*Z(27),Z(27)^26,Z(27)^3,Z(27)^22,Z(27)^4,Z(27)^6,
 Z(27)^19,Z(27)^5,Z(27)^8,Z(27)^19,Z(27)^10,Z(27)^16,Z(27)^12,Z(27)^11,Z(27)^23,
 Z(27)^22,Z(27)^12,Z(27)^25,Z(27)^4,Z(27)^26,Z(27)^15,Z(27)^16,Z(27)^9,Z(27)^6,
 Z(27)^10,Z(27)^24,Z(27)^19,Z(27)^1,Z(27)^19,Z(27)^7,Z(27)^14,Z(27)^6,Z(27)^26,
 Z(27)^16,Z(27)^26,Z(27)^19,Z(27)^1,Z(27)^13,Z(27)^21,Z(27)^8,Z(27)^14,Z(27)^16,
 Z(27)^21,Z(27)^19,Z(27)^17,Z(27)^13,Z(27)^6,Z(27)^2,Z(27)^4,Z(27)^20,Z(27)^7,
 Z(27)^23,Z(27)^17,Z(27)^5,Z(27)^21,Z(27)^20,Z(27)^13,Z(27)^26,Z(27)^17,Z(27)^12,
 Z(27)^12,Z(27)^8,Z(27)^2,Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^3,Z(27)^11,Z(27)^10,
 Z(27)^10,Z(27)^23,Z(27)^3,Z(27)^3,Z(27)^23,Z(27)^25,Z(27)^14,Z(27)^22,Z(27)^20,
 Z(27)^13,Z(27)^2,Z(27)^4,Z(27)^25,Z(27)^17,Z(27)^4,Z(27)^9,Z(27)^13,Z(27)^20,
 Z(27)^19,Z(27)^2,Z(27)^12,Z(27)^3,Z(27)^6,Z(27)^1,Z(27)^16,Z(27)^22,Z(27)^23,
 Z(27)^14,Z(27)^22,Z(27)^16,Z(27)^3,Z(27)^23,Z(27)^12,Z(27)^16,Z(27)^19,Z(27)^4,
 Z(27)^10,Z(27)^19,Z(27)^20,Z(27)^8,Z(27)^20,Z(27)^8,Z(27)^24,Z(27)^5,Z(27)^16,
 Z(27)^2,Z(27)^1,Z(27)^11,Z(27)^16,Z(27)^20,Z(27)^24,Z(27)^16,Z(27)^24,Z(27)^4,
 Z(27)^3,Z(27)^7,0*Z(27),Z(27)^22,Z(27)^3,Z(27)^1,Z(27)^24,Z(27)^3,Z(27)^11,Z(27)^6,
 Z(27)^13,Z(27)^10,Z(27)^11,Z(27)^9,Z(27)^2,0*Z(27),Z(27)^7,Z(27)^17,Z(27)^11,
 0*Z(27),Z(27)^12,Z(27)^17,Z(27)^24,Z(27)^9,Z(27)^9,Z(27)^18,Z(27)^19,Z(27)^19,
 Z(27)^21,Z(27)^2,Z(27)^10,Z(27)^4,Z(27)^10,Z(27)^5,Z(27)^17,Z(27)^11,Z(27)^6,
 Z(27)^16,Z(27)^16,Z(27)^11,Z(27)^3,Z(27)^23,Z(27)^21,Z(27)^18,Z(27)^16,Z(27)^1,
 Z(27)^15,Z(27)^13,Z(27)^17,Z(27)^24,Z(27)^21,Z(27)^23,Z(27)^16,Z(27)^12,Z(27)^4,
 Z(27)^12,Z(27)^11,Z(27)^22,Z(27)^13,Z(27)^4,Z(27)^17,Z(27)^8,Z(27)^18,Z(27)^26,
 Z(27)^12,Z(27)^25,Z(27)^8,Z(27)^22,Z(27)^25,Z(27)^1,Z(27)^10,Z(27)^6,Z(27)^24,
 Z(27)^9,Z(27)^19,Z(27)^8,Z(27)^25,Z(27)^26,Z(27)^14,Z(27)^18,Z(27)^6,Z(27)^16,
 Z(27)^4,Z(27)^8,Z(27)^23,Z(27)^9,0*Z(27),Z(27)^3,0*Z(27),Z(27)^4,Z(27)^26,Z(27)^23,
 0*Z(27),Z(27)^22,Z(27)^17,Z(27)^4,Z(27)^1,Z(27)^22,Z(27)^22,Z(27)^15,Z(27)^11,
 Z(27)^18,Z(27)^11,Z(27)^18,Z(27)^24,Z(27)^3,Z(27)^13,Z(27)^19,Z(27)^11,Z(27)^9,
 Z(27)^21,Z(27)^19,Z(27)^26,Z(27)^4,Z(27)^24,Z(27)^6,Z(27)^3,Z(27)^1,Z(27)^3,
 Z(27)^15,Z(27)^25,Z(27)^21,Z(27)^22,Z(27)^6,Z(27)^22],
[Z(27)^2,Z(27)^12,Z(27)^17,Z(27)^22,Z(27)^23,Z(27)^6,Z(27)^7,Z(27)^8,Z(27)^20,
 Z(27)^10,Z(27)^24,Z(27)^19,Z(27)^11,Z(27)^2,Z(27)^7,Z(27)^4,Z(27)^18,Z(27)^20,
 Z(27)^12,Z(27)^24,Z(27)^12,Z(27)^12,Z(27)^14,Z(27)^10,Z(27)^2,Z(27)^24,Z(27)^15,
 Z(27)^10,Z(27)^23,Z(27)^10,Z(27)^13,Z(27)^18,Z(27)^1,Z(27)^10,Z(27)^13,Z(27)^19,
 Z(27)^16,Z(27)^13,Z(27)^18,Z(27)^24,Z(27)^10,Z(27)^7,Z(27)^17,Z(27)^3,Z(27)^11,
 Z(27)^20,Z(27)^15,Z(27)^1,Z(27)^17,Z(27)^5,Z(27)^18,Z(27)^13,Z(27)^22,Z(27)^12,
 Z(27)^24,Z(27)^18,Z(27)^21,Z(27)^19,Z(27)^11,Z(27)^26,Z(27)^12,Z(27)^8,Z(27)^8,
 Z(27)^19,Z(27)^16,Z(27)^13,Z(27)^19,Z(27)^22,Z(27)^17,Z(27)^22,Z(27)^15,Z(27)^12,
 Z(27)^6,Z(27)^21,Z(27)^13,Z(27)^1,Z(27)^18,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^21,
 Z(27)^1,Z(27)^2,Z(27)^13,Z(27)^21,Z(27)^16,Z(27)^19,Z(27)^5,Z(27)^1,Z(27)^24,
 Z(27)^2,Z(27)^13,Z(27)^9,Z(27)^23,0*Z(27),Z(27)^13,Z(27)^19,Z(27)^5,Z(27)^3,
 Z(27)^16,Z(27)^21,Z(27)^25,Z(27)^2,Z(27)^16,Z(27)^23,Z(27)^20,Z(27)^7,Z(27)^10,
 Z(27)^16,Z(27)^14,Z(27)^9,Z(27)^19,Z(27)^16,Z(27)^26,Z(27)^26,Z(27)^17,Z(27)^13,
 Z(27)^24,Z(27)^26,Z(27)^23,Z(27)^21,Z(27)^23,Z(27)^14,Z(27)^25,Z(27)^2,Z(27)^1,
 Z(27)^24,Z(27)^12,Z(27)^7,Z(27)^3,Z(27)^16,Z(27)^2,0*Z(27),Z(27)^2,Z(27)^19,
 Z(27)^8,Z(27)^10,Z(27)^10,Z(27)^6,Z(27)^5,Z(27)^23,Z(27)^20,Z(27)^12,Z(27)^6,
 Z(27)^5,Z(27)^8,Z(27)^20,Z(27)^3,Z(27)^10,0*Z(27),Z(27)^13,Z(27)^25,Z(27)^22,
 Z(27)^15,Z(27)^15,Z(27)^26,Z(27)^17,Z(27)^14,Z(27)^14,Z(27)^13,Z(27)^24,Z(27)^18,
 Z(27)^19,Z(27)^24,Z(27)^18,Z(27)^20,Z(27)^19,Z(27)^11,Z(27)^4,Z(27)^1,Z(27)^5,
 Z(27)^6,Z(27)^6,Z(27)^20,Z(27)^9,Z(27)^16,Z(27)^15,Z(27)^11,Z(27)^24,Z(27)^25,
 Z(27)^17,Z(27)^4,Z(27)^26,Z(27)^26,Z(27)^26,Z(27)^11,Z(27)^3,Z(27)^22,Z(27)^18,
 Z(27)^12,Z(27)^13,Z(27)^7,Z(27)^15,Z(27)^2,Z(27)^2,Z(27)^5,Z(27)^6,Z(27)^15,
 Z(27)^22,Z(27)^7,Z(27)^18,0*Z(27),Z(27)^15,Z(27)^13,Z(27)^4,Z(27)^25,Z(27)^12,
 Z(27)^13,Z(27)^17,Z(27)^11,Z(27)^9,Z(27)^2,Z(27)^15,Z(27)^26,Z(27)^26,Z(27)^25,
 Z(27)^7,Z(27)^17,Z(27)^15,Z(27)^26,Z(27)^13,0*Z(27),Z(27)^20,Z(27)^20,Z(27)^20,
 Z(27)^24,Z(27)^20,Z(27)^22,Z(27)^12,Z(27)^21,Z(27)^23,Z(27)^1,Z(27)^11,Z(27)^11,
 Z(27)^20,Z(27)^2,Z(27)^18,Z(27)^24,Z(27)^4,Z(27)^11,Z(27)^18,Z(27)^20,Z(27)^17,
 Z(27)^19,Z(27)^15,0*Z(27),Z(27)^15,Z(27)^6,Z(27)^19,Z(27)^16,Z(27)^10,Z(27)^25,
 Z(27)^3,Z(27)^20,Z(27)^12,Z(27)^14,Z(27)^6,Z(27)^9,Z(27)^8,Z(27)^3,Z(27)^25,
 Z(27)^8,Z(27)^2,Z(27)^18,Z(27)^1,Z(27)^9,Z(27)^5,Z(27)^7,Z(27)^17,Z(27)^9,Z(27)^5,
 Z(27)^14,Z(27)^7,Z(27)^22,Z(27)^22,Z(27)^23,Z(27)^13,Z(27)^20,Z(27)^1,Z(27)^18,
 Z(27)^7,Z(27)^2,Z(27)^4,Z(27)^4,Z(27)^16,Z(27)^20,Z(27)^23,0*Z(27),Z(27)^12,
 Z(27)^24,Z(27)^18,Z(27)^9,Z(27)^11,0*Z(27),Z(27)^21,Z(27)^18,Z(27)^9,Z(27)^6,
 Z(27)^5,Z(27)^11,Z(27)^1,Z(27)^7,Z(27)^17,Z(27)^21,Z(27)^23,Z(27)^11,Z(27)^19,
 Z(27)^13,Z(27)^24,Z(27)^6,Z(27)^7,Z(27)^8,Z(27)^21,Z(27)^12,Z(27)^4,Z(27)^1,
 Z(27)^14,Z(27)^10,Z(27)^26,Z(27)^7,Z(27)^1,Z(27)^10,Z(27)^19,Z(27)^5,Z(27)^17,
 Z(27)^15,Z(27)^10,Z(27)^14,Z(27)^4,Z(27)^20,Z(27)^8,Z(27)^11,Z(27)^4,Z(27)^1,
 Z(27)^22,Z(27)^4,Z(27)^17,Z(27)^19,Z(27)^1,Z(27)^25,Z(27)^2,Z(27)^24,Z(27)^23,
 Z(27)^17,Z(27)^26,Z(27)^1,Z(27)^16,Z(27)^23,Z(27)^19,Z(27)^1,Z(27)^1],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^3,Z(27)^13,Z(27)^5,Z(27)^12,Z(27)^23,Z(27)^25,Z(27)^1,Z(27)^12,Z(27)^7,
 Z(27)^23,Z(27)^10,Z(27)^9,Z(27)^22,0*Z(27),Z(27)^23,Z(27)^10,Z(27)^14,Z(27)^20,
 Z(27)^7,Z(27)^4,Z(27)^3,Z(27)^7,Z(27)^7,Z(27)^26,Z(27)^8,Z(27)^3,Z(27)^8,Z(27)^11,
 Z(27)^4,Z(27)^10,Z(27)^22,Z(27)^6,Z(27)^9,Z(27)^14,Z(27)^25,Z(27)^17,0*Z(27),
 Z(27)^8,Z(27)^12,Z(27)^17,Z(27)^3,Z(27)^8,Z(27)^2,Z(27)^11,Z(27)^22,Z(27)^3,
 Z(27)^13,Z(27)^13,Z(27)^1,Z(27)^18,Z(27)^4,Z(27)^2,Z(27)^10,Z(27)^8,Z(27)^1,
 Z(27)^23,Z(27)^20,Z(27)^11,Z(27)^22,Z(27)^15,Z(27)^3,Z(27)^19,Z(27)^19,Z(27)^25,
 Z(27)^10,Z(27)^23,0*Z(27),Z(27)^16,Z(27)^2,Z(27)^23,Z(27)^20,Z(27)^4,Z(27)^5,
 Z(27)^21,Z(27)^17,Z(27)^7,0*Z(27),Z(27)^13,Z(27)^23,Z(27)^19,Z(27)^23,Z(27)^5,
 Z(27)^16,Z(27)^16,Z(27)^15,Z(27)^1,Z(27)^14,Z(27)^17,Z(27)^19,Z(27)^23,Z(27)^15,
 Z(27)^24,Z(27)^15,Z(27)^14,Z(27)^13,Z(27)^14,Z(27)^21,Z(27)^12,Z(27)^20,Z(27)^15,
 Z(27)^15,Z(27)^5,Z(27)^1,Z(27)^4,Z(27)^6,Z(27)^15,0*Z(27),Z(27)^18,Z(27)^12,
 Z(27)^6,Z(27)^20,Z(27)^9,Z(27)^23,Z(27)^4,Z(27)^6,Z(27)^18,Z(27)^14,Z(27)^5,
 Z(27)^2,Z(27)^8,Z(27)^20,Z(27)^2,Z(27)^22,Z(27)^26,Z(27)^22,Z(27)^5,Z(27)^5,
 Z(27)^13,Z(27)^8,Z(27)^10,Z(27)^4,Z(27)^21,Z(27)^13,Z(27)^21,Z(27)^7,Z(27)^12,
 Z(27)^17,Z(27)^21,Z(27)^22,Z(27)^17,Z(27)^21,Z(27)^24,Z(27)^25,Z(27)^10,Z(27)^23,
 0*Z(27),Z(27)^23,Z(27)^10,Z(27)^1,0*Z(27),Z(27)^1,Z(27)^7,Z(27)^16,Z(27)^8,Z(27)^10,
 Z(27)^13,Z(27)^5,Z(27)^6,Z(27)^19,Z(27)^24,Z(27)^9,Z(27)^21,Z(27)^21,Z(27)^5,
 Z(27)^4,Z(27)^20,Z(27)^2,Z(27)^16,Z(27)^18,Z(27)^16,Z(27)^21,Z(27)^2,Z(27)^7,
 Z(27)^16,Z(27)^2,Z(27)^16,Z(27)^3,Z(27)^10,Z(27)^18,Z(27)^14,Z(27)^23,Z(27)^18,
 Z(27)^19,Z(27)^3,Z(27)^24,Z(27)^6,Z(27)^12,Z(27)^20,Z(27)^18,Z(27)^22,Z(27)^25,
 Z(27)^6,Z(27)^17,Z(27)^26,0*Z(27),Z(27)^12,Z(27)^10,Z(27)^20,Z(27)^8,Z(27)^17,
 Z(27)^4,Z(27)^23,Z(27)^14,Z(27)^7,Z(27)^8,Z(27)^6,Z(27)^22,Z(27)^14,Z(27)^19,
 Z(27)^17,Z(27)^14,Z(27)^16,0*Z(27),Z(27)^17,Z(27)^6,Z(27)^13,Z(27)^21,Z(27)^19,
 Z(27)^9,Z(27)^25,Z(27)^2,Z(27)^10,Z(27)^9,Z(27)^15,Z(27)^15,Z(27)^9,0*Z(27),
 0*Z(27),Z(27)^20,Z(27)^26,Z(27)^12,Z(27)^23,Z(27)^22,Z(27)^2,Z(27)^19,Z(27)^25,
 Z(27)^2,Z(27)^17,Z(27)^13,Z(27)^8,Z(27)^23,Z(27)^18,Z(27)^9,Z(27)^10,Z(27)^1,
 Z(27)^12,Z(27)^9,Z(27)^4,Z(27)^5,Z(27)^16,Z(27)^2,Z(27)^8,Z(27)^14,Z(27)^12,
 Z(27)^2,Z(27)^13,Z(27)^8,Z(27)^6,Z(27)^11,Z(27)^21,Z(27)^19,Z(27)^14,Z(27)^5,
 0*Z(27),Z(27)^2,Z(27)^10,Z(27)^8,Z(27)^2,Z(27)^19,Z(27)^14,Z(27)^8,Z(27)^12,
 Z(27)^14,Z(27)^23,Z(27)^15,Z(27)^15,Z(27)^4,Z(27)^5,Z(27)^21,Z(27)^20,Z(27)^14,
 Z(27)^15,Z(27)^5,Z(27)^2,Z(27)^10,Z(27)^9,Z(27)^17,Z(27)^8,Z(27)^7,Z(27)^8,Z(27)^16,
 Z(27)^12,Z(27)^22,Z(27)^23,Z(27)^12,Z(27)^25,Z(27)^25,Z(27)^16,0*Z(27),Z(27)^9,
 Z(27)^6,Z(27)^23,Z(27)^12,Z(27)^14,Z(27)^4,Z(27)^21,Z(27)^13,Z(27)^11,Z(27)^10,
 Z(27)^23,Z(27)^24,Z(27)^12,Z(27)^9,0*Z(27),Z(27)^13,Z(27)^7,Z(27)^18,Z(27)^1,
 Z(27)^5,Z(27)^23,Z(27)^10,Z(27)^20,Z(27)^8,Z(27)^2,Z(27)^19,Z(27)^15,Z(27)^24,
 Z(27)^1,Z(27)^18,Z(27)^23,Z(27)^22,Z(27)^11,Z(27)^13,Z(27)^4,Z(27)^10,Z(27)^10,
 Z(27)^7,0*Z(27),Z(27)^23,Z(27)^8,Z(27)^1,Z(27)^12,Z(27)^7,Z(27)^9,Z(27)^21,Z(27)^7,
 Z(27)^6,Z(27)^8,Z(27)^19,Z(27)^20,Z(27)^18],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^8,Z(27)^10,Z(27)^24,Z(27)^23,Z(27)^2,Z(27)^13,Z(27)^2,Z(27)^13,Z(27)^23,
 Z(27)^19,0*Z(27),Z(27)^10,Z(27)^3,Z(27)^14,Z(27)^18,Z(27)^2,0*Z(27),Z(27)^4,
 Z(27)^19,Z(27)^24,Z(27)^18,Z(27)^22,Z(27)^18,Z(27)^5,0*Z(27),Z(27)^12,Z(27)^5,
 Z(27)^17,Z(27)^5,Z(27)^2,Z(27)^24,0*Z(27),Z(27)^10,Z(27)^10,Z(27)^23,0*Z(27),
 Z(27)^26,Z(27)^15,Z(27)^8,Z(27)^20,Z(27)^21,Z(27)^4,Z(27)^26,Z(27)^16,Z(27)^8,
 Z(27)^4,Z(27)^21,Z(27)^22,Z(27)^18,Z(27)^15,Z(27)^15,Z(27)^20,Z(27)^13,Z(27)^6,
 Z(27)^3,0*Z(27),Z(27)^15,Z(27)^16,Z(27)^26,Z(27)^14,Z(27)^22,Z(27)^5,Z(27)^12,
 Z(27)^18,Z(27)^13,Z(27)^12,Z(27)^13,Z(27)^25,Z(27)^17,Z(27)^24,Z(27)^8,Z(27)^23,
 Z(27)^21,Z(27)^5,Z(27)^2,Z(27)^20,Z(27)^5,Z(27)^3,Z(27)^3,Z(27)^25,Z(27)^18,
 Z(27)^22,Z(27)^9,Z(27)^17,Z(27)^25,Z(27)^10,Z(27)^12,Z(27)^17,Z(27)^14,Z(27)^19,
 Z(27)^25,Z(27)^19,Z(27)^12,Z(27)^21,Z(27)^21,Z(27)^8,Z(27)^13,Z(27)^3,Z(27)^3,
 Z(27)^19,Z(27)^22,Z(27)^13,Z(27)^22,Z(27)^9,Z(27)^26,Z(27)^10,Z(27)^18,Z(27)^11,
 Z(27)^4,Z(27)^25,Z(27)^17,Z(27)^4,Z(27)^15,Z(27)^4,Z(27)^6,Z(27)^6,Z(27)^21,
 Z(27)^15,Z(27)^8,Z(27)^26,Z(27)^14,Z(27)^2,Z(27)^1,Z(27)^7,Z(27)^5,Z(27)^17,
 Z(27)^10,Z(27)^20,Z(27)^7,Z(27)^5,Z(27)^6,Z(27)^17,Z(27)^15,0*Z(27),Z(27)^16,
 Z(27)^17,Z(27)^6,Z(27)^21,Z(27)^19,Z(27)^8,Z(27)^1,Z(27)^12,Z(27)^18,Z(27)^25,
 Z(27)^1,Z(27)^26,Z(27)^22,Z(27)^8,Z(27)^11,Z(27)^18,Z(27)^24,0*Z(27),Z(27)^1,
 Z(27)^10,Z(27)^14,Z(27)^14,Z(27)^11,Z(27)^5,Z(27)^3,Z(27)^18,Z(27)^13,Z(27)^23,
 Z(27)^22,Z(27)^16,Z(27)^10,Z(27)^17,Z(27)^25,Z(27)^10,Z(27)^13,Z(27)^17,Z(27)^7,
 Z(27)^3,Z(27)^26,Z(27)^18,Z(27)^23,Z(27)^2,Z(27)^10,Z(27)^7,Z(27)^16,Z(27)^18,
 Z(27)^8,Z(27)^6,Z(27)^11,Z(27)^2,Z(27)^8,Z(27)^7,Z(27)^2,Z(27)^21,Z(27)^26,Z(27)^1,
 Z(27)^24,Z(27)^7,Z(27)^18,Z(27)^26,Z(27)^24,Z(27)^15,Z(27)^9,Z(27)^18,Z(27)^25,
 Z(27)^12,Z(27)^26,Z(27)^25,Z(27)^10,Z(27)^2,Z(27)^12,Z(27)^26,Z(27)^23,Z(27)^18,
 Z(27)^8,Z(27)^8,Z(27)^14,Z(27)^1,Z(27)^4,Z(27)^6,Z(27)^3,Z(27)^7,Z(27)^20,Z(27)^11,
 Z(27)^9,Z(27)^21,Z(27)^12,Z(27)^13,Z(27)^5,Z(27)^19,Z(27)^26,Z(27)^12,Z(27)^5,
 Z(27)^7,Z(27)^14,Z(27)^14,Z(27)^16,Z(27)^2,Z(27)^10,Z(27)^5,Z(27)^22,Z(27)^8,
 Z(27)^4,Z(27)^19,Z(27)^4,Z(27)^11,Z(27)^4,Z(27)^9,Z(27)^17,Z(27)^11,Z(27)^14,
 Z(27)^6,Z(27)^10,Z(27)^2,Z(27)^4,Z(27)^14,Z(27)^24,Z(27)^24,0*Z(27),Z(27)^15,
 Z(27)^20,Z(27)^26,Z(27)^10,Z(27)^21,Z(27)^16,Z(27)^21,Z(27)^20,Z(27)^24,Z(27)^20,
 Z(27)^5,Z(27)^16,Z(27)^22,Z(27)^16,Z(27)^15,Z(27)^16,Z(27)^25,Z(27)^8,Z(27)^21,
 Z(27)^7,Z(27)^2,Z(27)^3,Z(27)^7,Z(27)^5,Z(27)^18,Z(27)^20,Z(27)^24,Z(27)^20,
 Z(27)^15,Z(27)^13,Z(27)^10,Z(27)^23,Z(27)^20,Z(27)^19,Z(27)^26,Z(27)^21,Z(27)^22,
 Z(27)^4,Z(27)^20,Z(27)^15,Z(27)^15,Z(27)^26,Z(27)^24,0*Z(27),Z(27)^17,Z(27)^15,
 Z(27)^16,Z(27)^2,Z(27)^8,0*Z(27),Z(27)^17,Z(27)^15,Z(27)^25,Z(27)^13,Z(27)^10,
 Z(27)^9,Z(27)^10,Z(27)^7,Z(27)^19,Z(27)^18,Z(27)^14,Z(27)^2,Z(27)^4,Z(27)^23,
 Z(27)^15,Z(27)^15,Z(27)^6,Z(27)^13,Z(27)^8,Z(27)^11,Z(27)^7,Z(27)^7,Z(27)^22,
 Z(27)^11,Z(27)^1,Z(27)^15,Z(27)^14,Z(27)^3,Z(27)^15,Z(27)^9,Z(27)^12,Z(27)^9,
 Z(27)^2,Z(27)^16,Z(27)^16,Z(27)^24,Z(27)^13,Z(27)^26,Z(27)^1,Z(27)^8,Z(27)^9,
 Z(27)^7,Z(27)^8,Z(27)^3,Z(27)^22,Z(27)^15,Z(27)^15,Z(27)^26],
[Z(27)^13,Z(27)^11,Z(27)^16,Z(27)^11,Z(27)^24,Z(27)^24,Z(27)^22,Z(27)^6,Z(27)^16,
 Z(27)^14,0*Z(27),Z(27)^10,Z(27)^8,Z(27)^8,Z(27)^19,0*Z(27),Z(27)^16,Z(27)^12,
 Z(27)^11,Z(27)^5,0*Z(27),Z(27)^22,Z(27)^8,Z(27)^5,Z(27)^18,Z(27)^11,Z(27)^2,
 Z(27)^1,Z(27)^13,Z(27)^20,Z(27)^25,Z(27)^5,Z(27)^20,Z(27)^25,Z(27)^1,Z(27)^20,
 Z(27)^7,Z(27)^19,Z(27)^8,Z(27)^9,Z(27)^6,Z(27)^1,Z(27)^19,Z(27)^12,Z(27)^5,Z(27)^21,
 Z(27)^7,Z(27)^26,Z(27)^14,Z(27)^18,Z(27)^24,Z(27)^1,Z(27)^3,Z(27)^18,0*Z(27),
 Z(27)^14,Z(27)^2,Z(27)^24,Z(27)^22,Z(27)^1,Z(27)^5,Z(27)^9,Z(27)^10,Z(27)^11,
 Z(27)^12,Z(27)^7,Z(27)^13,Z(27)^18,Z(27)^15,Z(27)^13,Z(27)^11,Z(27)^16,Z(27)^17,
 Z(27)^2,Z(27)^20,Z(27)^8,0*Z(27),Z(27)^20,Z(27)^25,Z(27)^26,Z(27)^16,Z(27)^25,
 Z(27)^22,Z(27)^4,Z(27)^6,Z(27)^7,Z(27)^7,Z(27)^15,Z(27)^21,Z(27)^15,Z(27)^16,
 Z(27)^21,Z(27)^2,Z(27)^11,Z(27)^25,Z(27)^5,Z(27)^4,Z(27)^6,Z(27)^6,Z(27)^13,
 Z(27)^25,Z(27)^26,Z(27)^4,Z(27)^20,Z(27)^23,Z(27)^17,Z(27)^7,Z(27)^7,Z(27)^2,
 Z(27)^15,Z(27)^26,Z(27)^19,Z(27)^12,Z(27)^26,Z(27)^10,Z(27)^7,Z(27)^19,Z(27)^23,
 Z(27)^11,Z(27)^4,Z(27)^9,Z(27)^18,Z(27)^15,Z(27)^4,0*Z(27),Z(27)^1,Z(27)^20,
 Z(27)^9,Z(27)^26,Z(27)^26,Z(27)^22,Z(27)^17,Z(27)^9,Z(27)^6,Z(27)^23,Z(27)^19,
 Z(27)^7,Z(27)^16,Z(27)^9,Z(27)^17,Z(27)^19,Z(27)^4,Z(27)^18,Z(27)^11,Z(27)^13,
 Z(27)^9,Z(27)^20,0*Z(27),0*Z(27),Z(27)^22,Z(27)^24,Z(27)^18,Z(27)^18,Z(27)^2,
 Z(27)^19,Z(27)^14,Z(27)^2,Z(27)^26,Z(27)^1,Z(27)^5,Z(27)^1,Z(27)^3,Z(27)^14,
 Z(27)^25,Z(27)^22,Z(27)^5,Z(27)^13,Z(27)^12,Z(27)^22,Z(27)^23,Z(27)^3,Z(27)^22,
 Z(27)^10,Z(27)^7,Z(27)^8,Z(27)^4,Z(27)^2,Z(27)^20,Z(27)^18,Z(27)^5,Z(27)^17,
 Z(27)^5,Z(27)^24,Z(27)^17,Z(27)^10,Z(27)^1,Z(27)^1,Z(27)^15,Z(27)^26,Z(27)^20,
 Z(27)^18,Z(27)^23,Z(27)^17,Z(27)^11,Z(27)^12,Z(27)^2,Z(27)^2,Z(27)^2,Z(27)^12,
 Z(27)^22,Z(27)^20,Z(27)^26,Z(27)^14,Z(27)^12,Z(27)^3,Z(27)^7,Z(27)^18,Z(27)^8,
 Z(27)^9,Z(27)^15,Z(27)^5,Z(27)^23,Z(27)^22,Z(27)^13,Z(27)^15,Z(27)^5,Z(27)^7,
 0*Z(27),Z(27)^7,Z(27)^15,Z(27)^14,Z(27)^25,Z(27)^14,Z(27)^15,Z(27)^14,Z(27)^26,
 Z(27)^12,Z(27)^12,Z(27)^1,Z(27)^8,Z(27)^25,Z(27)^23,Z(27)^5,Z(27)^17,Z(27)^25,
 Z(27)^12,Z(27)^10,Z(27)^8,Z(27)^17,Z(27)^21,Z(27)^14,Z(27)^17,Z(27)^25,Z(27)^8,
 Z(27)^25,Z(27)^11,Z(27)^10,Z(27)^23,Z(27)^25,Z(27)^11,Z(27)^14,Z(27)^25,Z(27)^4,
 Z(27)^18,Z(27)^4,Z(27)^17,Z(27)^5,Z(27)^20,Z(27)^24,Z(27)^14,Z(27)^15,Z(27)^21,
 Z(27)^2,Z(27)^26,Z(27)^21,Z(27)^23,Z(27)^2,Z(27)^10,Z(27)^18,Z(27)^14,Z(27)^11,
 Z(27)^21,Z(27)^15,Z(27)^10,Z(27)^20,Z(27)^2,Z(27)^8,Z(27)^19,Z(27)^11,Z(27)^17,
 Z(27)^10,Z(27)^21,Z(27)^9,Z(27)^8,Z(27)^6,Z(27)^16,Z(27)^18,Z(27)^10,Z(27)^13,
 Z(27)^20,0*Z(27),Z(27)^19,0*Z(27),Z(27)^26,Z(27)^20,Z(27)^21,0*Z(27),Z(27)^3,
 Z(27)^7,Z(27)^18,Z(27)^11,Z(27)^23,Z(27)^23,Z(27)^24,Z(27)^25,Z(27)^22,Z(27)^20,
 Z(27)^14,Z(27)^23,Z(27)^6,0*Z(27),Z(27)^12,Z(27)^24,Z(27)^19,0*Z(27),Z(27)^22,
 Z(27)^25,Z(27)^1,Z(27)^4,Z(27)^8,Z(27)^1,Z(27)^14,Z(27)^24,Z(27)^2,Z(27)^22,
 Z(27)^11,Z(27)^26,Z(27)^21,Z(27)^1,Z(27)^7,Z(27)^3,Z(27)^10,Z(27)^3,Z(27)^7,
 Z(27)^12,Z(27)^18,Z(27)^19,Z(27)^10,Z(27)^9,Z(27)^25,Z(27)^23,Z(27)^24,Z(27)^21,
 Z(27)^26,Z(27)^11,Z(27)^19,Z(27)^18,Z(27)^3,Z(27)^21,Z(27)^1,Z(27)^8],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^22,Z(27)^11,Z(27)^3,Z(27)^26,Z(27)^10,Z(27)^2,Z(27)^14,Z(27)^14,Z(27)^18,
 Z(27)^7,Z(27)^6,Z(27)^17,Z(27)^10,Z(27)^24,Z(27)^1,Z(27)^6,Z(27)^9,Z(27)^23,
 Z(27)^4,Z(27)^5,Z(27)^17,Z(27)^11,Z(27)^12,Z(27)^15,Z(27)^15,Z(27)^17,Z(27)^17,
 Z(27)^15,Z(27)^6,0*Z(27),Z(27)^13,Z(27)^18,Z(27)^14,Z(27)^10,0*Z(27),Z(27)^15,
 Z(27)^19,Z(27)^1,Z(27)^20,Z(27)^16,Z(27)^16,Z(27)^23,Z(27)^9,Z(27)^18,Z(27)^15,
 Z(27)^13,Z(27)^8,Z(27)^19,Z(27)^4,Z(27)^17,Z(27)^4,Z(27)^21,Z(27)^25,Z(27)^15,
 Z(27)^16,Z(27)^6,0*Z(27),Z(27)^17,Z(27)^3,Z(27)^21,Z(27)^19,Z(27)^19,Z(27)^8,
 Z(27)^20,Z(27)^1,Z(27)^2,Z(27)^24,0*Z(27),Z(27)^7,Z(27)^26,Z(27)^8,0*Z(27),Z(27)^26,
 Z(27)^20,Z(27)^25,Z(27)^3,Z(27)^4,Z(27)^23,Z(27)^10,Z(27)^2,Z(27)^4,Z(27)^13,
 Z(27)^18,Z(27)^1,Z(27)^17,Z(27)^5,Z(27)^4,Z(27)^3,Z(27)^13,Z(27)^16,Z(27)^8,
 Z(27)^17,Z(27)^12,Z(27)^16,Z(27)^3,Z(27)^1,Z(27)^14,Z(27)^15,Z(27)^13,Z(27)^12,
 Z(27)^6,Z(27)^21,Z(27)^7,Z(27)^2,Z(27)^15,Z(27)^9,Z(27)^24,Z(27)^9,Z(27)^22,
 Z(27)^5,Z(27)^6,Z(27)^23,Z(27)^17,Z(27)^5,Z(27)^22,Z(27)^22,Z(27)^16,Z(27)^5,
 Z(27)^9,Z(27)^5,Z(27)^10,Z(27)^25,Z(27)^10,Z(27)^7,Z(27)^26,Z(27)^20,Z(27)^4,
 Z(27)^25,Z(27)^5,Z(27)^15,Z(27)^25,Z(27)^11,Z(27)^20,Z(27)^20,Z(27)^25,Z(27)^17,
 Z(27)^2,Z(27)^13,Z(27)^14,Z(27)^10,Z(27)^11,Z(27)^12,Z(27)^3,Z(27)^20,Z(27)^1,
 Z(27)^10,Z(27)^6,Z(27)^16,Z(27)^6,Z(27)^18,Z(27)^18,Z(27)^14,Z(27)^26,Z(27)^20,
 Z(27)^20,Z(27)^21,Z(27)^16,Z(27)^26,Z(27)^20,Z(27)^4,Z(27)^24,Z(27)^24,Z(27)^14,
 Z(27)^15,Z(27)^15,Z(27)^10,Z(27)^23,Z(27)^25,Z(27)^26,Z(27)^1,Z(27)^24,Z(27)^3,
 Z(27)^1,Z(27)^12,Z(27)^19,Z(27)^15,Z(27)^10,0*Z(27),Z(27)^4,Z(27)^5,Z(27)^22,
 Z(27)^26,Z(27)^2,Z(27)^19,0*Z(27),Z(27)^21,Z(27)^14,Z(27)^10,Z(27)^10,Z(27)^18,
 Z(27)^8,Z(27)^16,Z(27)^17,Z(27)^12,Z(27)^7,Z(27)^2,Z(27)^15,Z(27)^25,Z(27)^5,
 Z(27)^16,Z(27)^17,Z(27)^15,0*Z(27),Z(27)^8,Z(27)^2,Z(27)^12,Z(27)^23,Z(27)^21,
 Z(27)^26,Z(27)^19,Z(27)^9,Z(27)^2,Z(27)^19,Z(27)^26,Z(27)^18,Z(27)^23,Z(27)^17,
 Z(27)^18,Z(27)^2,Z(27)^20,Z(27)^1,Z(27)^9,Z(27)^3,Z(27)^10,Z(27)^14,Z(27)^17,
 Z(27)^11,Z(27)^14,Z(27)^13,Z(27)^18,Z(27)^15,Z(27)^18,Z(27)^21,Z(27)^7,Z(27)^15,
 Z(27)^7,Z(27)^22,Z(27)^9,Z(27)^18,Z(27)^25,Z(27)^20,Z(27)^22,Z(27)^5,Z(27)^22,
 Z(27)^17,Z(27)^26,Z(27)^7,Z(27)^26,Z(27)^15,Z(27)^19,Z(27)^3,Z(27)^7,Z(27)^13,
 Z(27)^3,Z(27)^5,Z(27)^13,Z(27)^19,Z(27)^25,Z(27)^8,Z(27)^7,Z(27)^4,Z(27)^22,
 Z(27)^1,Z(27)^14,Z(27)^15,Z(27)^8,Z(27)^9,Z(27)^6,Z(27)^5,Z(27)^5,Z(27)^5,Z(27)^18,
 Z(27)^22,Z(27)^23,Z(27)^4,Z(27)^10,Z(27)^17,Z(27)^7,0*Z(27),Z(27)^25,Z(27)^12,
 Z(27)^5,Z(27)^26,Z(27)^18,Z(27)^9,Z(27)^7,Z(27)^1,Z(27)^3,Z(27)^13,Z(27)^22,
 Z(27)^19,Z(27)^1,Z(27)^24,Z(27)^4,Z(27)^19,Z(27)^9,Z(27)^24,0*Z(27),Z(27)^3,
 Z(27)^26,Z(27)^11,Z(27)^23,Z(27)^8,Z(27)^20,Z(27)^4,Z(27)^6,Z(27)^5,0*Z(27),
 Z(27)^22,Z(27)^5,Z(27)^11,Z(27)^20,Z(27)^14,Z(27)^14,Z(27)^25,0*Z(27),Z(27)^9,
 Z(27)^25,Z(27)^2,Z(27)^17,Z(27)^10,Z(27)^21,Z(27)^4,Z(27)^11,Z(27)^25,Z(27)^26,
 Z(27)^7,Z(27)^14,Z(27)^6,Z(27)^10,Z(27)^23,Z(27)^3,Z(27)^3,Z(27)^25,Z(27)^5,
 Z(27)^2,0*Z(27),Z(27)^2,Z(27)^10,Z(27)^12,Z(27)^22,Z(27)^22,Z(27)^13,Z(27)^16,
 Z(27)^14,Z(27)^9,0*Z(27),Z(27)^12,Z(27)^4,Z(27)^10,Z(27)^14],
[Z(27)^1,Z(27)^13,Z(27)^11,Z(27)^23,Z(27)^12,Z(27)^8,Z(27)^6,Z(27)^9,Z(27)^21,
 0*Z(27),Z(27)^1,Z(27)^21,Z(27)^15,Z(27)^15,Z(27)^26,Z(27)^22,Z(27)^5,Z(27)^1,
 Z(27)^15,Z(27)^14,Z(27)^8,Z(27)^12,Z(27)^24,Z(27)^15,Z(27)^3,Z(27)^25,Z(27)^25,
 Z(27)^5,Z(27)^1,Z(27)^17,Z(27)^6,Z(27)^5,Z(27)^16,Z(27)^1,Z(27)^18,Z(27)^6,Z(27)^21,
 Z(27)^25,Z(27)^9,Z(27)^23,Z(27)^23,Z(27)^8,Z(27)^8,Z(27)^20,Z(27)^14,Z(27)^23,
 Z(27)^1,Z(27)^18,Z(27)^26,Z(27)^16,Z(27)^7,Z(27)^4,Z(27)^13,Z(27)^10,Z(27)^2,
 Z(27)^5,Z(27)^16,0*Z(27),Z(27)^12,Z(27)^17,Z(27)^8,Z(27)^20,Z(27)^1,Z(27)^3,
 Z(27)^22,Z(27)^19,Z(27)^17,Z(27)^4,Z(27)^1,Z(27)^16,Z(27)^18,Z(27)^1,Z(27)^3,
 Z(27)^22,Z(27)^6,Z(27)^6,Z(27)^18,Z(27)^23,Z(27)^15,Z(27)^10,Z(27)^17,Z(27)^5,
 Z(27)^3,Z(27)^9,Z(27)^7,Z(27)^20,Z(27)^19,Z(27)^9,Z(27)^16,Z(27)^16,Z(27)^9,
 Z(27)^20,Z(27)^2,Z(27)^21,Z(27)^9,Z(27)^25,Z(27)^4,Z(27)^4,Z(27)^5,Z(27)^15,
 Z(27)^13,Z(27)^5,Z(27)^13,Z(27)^24,Z(27)^3,Z(27)^8,Z(27)^6,Z(27)^8,Z(27)^1,Z(27)^21,
 Z(27)^4,Z(27)^19,Z(27)^16,Z(27)^11,Z(27)^9,Z(27)^19,Z(27)^7,Z(27)^6,Z(27)^10,
 Z(27)^18,Z(27)^17,Z(27)^16,Z(27)^20,Z(27)^10,Z(27)^24,Z(27)^11,Z(27)^16,Z(27)^20,
 Z(27)^17,Z(27)^9,Z(27)^25,Z(27)^19,Z(27)^15,Z(27)^20,Z(27)^18,Z(27)^19,Z(27)^13,
 Z(27)^17,Z(27)^25,Z(27)^22,Z(27)^17,Z(27)^2,Z(27)^13,Z(27)^22,Z(27)^19,Z(27)^6,
 Z(27)^17,Z(27)^14,Z(27)^26,Z(27)^23,Z(27)^15,Z(27)^10,Z(27)^11,Z(27)^15,Z(27)^17,
 Z(27)^7,0*Z(27),Z(27)^7,Z(27)^16,Z(27)^5,Z(27)^8,Z(27)^7,Z(27)^1,Z(27)^7,Z(27)^4,
 Z(27)^24,Z(27)^22,Z(27)^24,Z(27)^13,Z(27)^16,Z(27)^19,Z(27)^18,Z(27)^6,Z(27)^6,
 Z(27)^15,Z(27)^26,Z(27)^14,Z(27)^26,Z(27)^25,0*Z(27),Z(27)^14,Z(27)^9,Z(27)^9,
 0*Z(27),Z(27)^7,Z(27)^16,Z(27)^13,Z(27)^2,Z(27)^17,Z(27)^24,Z(27)^16,Z(27)^13,
 Z(27)^13,Z(27)^24,Z(27)^23,Z(27)^26,Z(27)^10,Z(27)^20,Z(27)^17,Z(27)^26,Z(27)^9,
 Z(27)^15,Z(27)^18,Z(27)^23,Z(27)^14,Z(27)^6,Z(27)^17,Z(27)^15,Z(27)^9,Z(27)^23,
 Z(27)^22,Z(27)^8,Z(27)^9,Z(27)^13,Z(27)^3,Z(27)^21,Z(27)^10,Z(27)^22,Z(27)^8,
 Z(27)^13,Z(27)^2,Z(27)^26,Z(27)^22,Z(27)^3,Z(27)^22,Z(27)^6,Z(27)^5,Z(27)^17,
 Z(27)^5,Z(27)^18,Z(27)^17,Z(27)^7,Z(27)^19,Z(27)^15,Z(27)^22,Z(27)^23,Z(27)^4,
 Z(27)^14,Z(27)^5,Z(27)^26,Z(27)^17,Z(27)^11,Z(27)^23,Z(27)^2,Z(27)^4,Z(27)^13,
 Z(27)^2,Z(27)^24,Z(27)^8,Z(27)^11,Z(27)^4,Z(27)^17,Z(27)^8,Z(27)^13,Z(27)^5,
 Z(27)^23,Z(27)^6,Z(27)^17,Z(27)^16,Z(27)^24,Z(27)^22,Z(27)^21,Z(27)^26,Z(27)^3,
 Z(27)^12,Z(27)^19,Z(27)^19,Z(27)^3,Z(27)^2,Z(27)^12,Z(27)^2,0*Z(27),Z(27)^10,
 Z(27)^19,Z(27)^24,Z(27)^23,Z(27)^14,Z(27)^15,Z(27)^19,Z(27)^20,Z(27)^18,Z(27)^19,
 Z(27)^13,Z(27)^12,Z(27)^6,Z(27)^24,Z(27)^17,Z(27)^2,Z(27)^1,Z(27)^19,Z(27)^23,
 Z(27)^14,Z(27)^1,Z(27)^21,Z(27)^1,0*Z(27),Z(27)^5,Z(27)^22,Z(27)^22,Z(27)^11,
 Z(27)^8,Z(27)^4,Z(27)^19,Z(27)^13,0*Z(27),Z(27)^1,Z(27)^10,Z(27)^13,Z(27)^1,
 Z(27)^16,Z(27)^11,Z(27)^17,Z(27)^11,Z(27)^20,Z(27)^21,0*Z(27),Z(27)^13,Z(27)^25,
 Z(27)^17,Z(27)^9,Z(27)^11,Z(27)^7,Z(27)^26,Z(27)^7,Z(27)^5,Z(27)^4,Z(27)^1,Z(27)^14,
 Z(27)^23,Z(27)^15,Z(27)^7,Z(27)^22,Z(27)^26,Z(27)^15,Z(27)^17,Z(27)^22,Z(27)^12,
 Z(27)^20,Z(27)^4,Z(27)^22,Z(27)^24,Z(27)^9,Z(27)^16,Z(27)^2,Z(27)^12,Z(27)^13,
 Z(27)^8,Z(27)^13,Z(27)^6,Z(27)^21,Z(27)^5],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^2,Z(27)^11,Z(27)^19,Z(27)^21,Z(27)^4,Z(27)^20,Z(27)^5,Z(27)^5,Z(27)^6,
 Z(27)^25,Z(27)^10,Z(27)^10,Z(27)^10,Z(27)^15,Z(27)^7,Z(27)^4,Z(27)^1,Z(27)^7,
 Z(27)^1,Z(27)^1,Z(27)^11,Z(27)^13,Z(27)^10,Z(27)^19,Z(27)^20,Z(27)^9,Z(27)^14,
 Z(27)^10,Z(27)^4,Z(27)^20,Z(27)^26,Z(27)^8,Z(27)^7,Z(27)^12,Z(27)^10,Z(27)^10,
 Z(27)^9,Z(27)^12,Z(27)^10,Z(27)^6,Z(27)^15,Z(27)^6,Z(27)^22,Z(27)^10,Z(27)^21,
 Z(27)^25,Z(27)^3,Z(27)^15,Z(27)^1,Z(27)^9,Z(27)^14,Z(27)^26,Z(27)^14,Z(27)^17,
 Z(27)^21,Z(27)^8,0*Z(27),Z(27)^13,Z(27)^8,Z(27)^6,Z(27)^21,Z(27)^2,Z(27)^19,
 Z(27)^1,Z(27)^16,0*Z(27),Z(27)^23,Z(27)^11,Z(27)^14,Z(27)^18,Z(27)^20,Z(27)^17,
 Z(27)^20,Z(27)^19,0*Z(27),Z(27)^14,Z(27)^15,Z(27)^25,Z(27)^1,Z(27)^17,Z(27)^22,
 Z(27)^21,Z(27)^15,Z(27)^6,Z(27)^23,Z(27)^6,Z(27)^21,Z(27)^21,Z(27)^21,Z(27)^12,
 Z(27)^7,Z(27)^24,Z(27)^1,Z(27)^25,Z(27)^7,Z(27)^26,Z(27)^13,Z(27)^8,Z(27)^15,
 Z(27)^20,Z(27)^10,Z(27)^7,Z(27)^18,Z(27)^23,Z(27)^23,Z(27)^22,0*Z(27),Z(27)^2,
 Z(27)^18,Z(27)^22,Z(27)^10,Z(27)^13,Z(27)^1,Z(27)^5,Z(27)^7,Z(27)^24,Z(27)^21,
 Z(27)^2,Z(27)^6,Z(27)^7,Z(27)^5,Z(27)^2,Z(27)^26,Z(27)^1,Z(27)^12,Z(27)^22,Z(27)^26,
 Z(27)^2,Z(27)^14,Z(27)^3,Z(27)^22,Z(27)^18,Z(27)^17,Z(27)^13,Z(27)^7,Z(27)^25,
 Z(27)^6,Z(27)^12,Z(27)^17,Z(27)^10,Z(27)^20,Z(27)^8,Z(27)^15,Z(27)^7,Z(27)^4,
 Z(27)^10,Z(27)^15,Z(27)^26,Z(27)^7,Z(27)^7,Z(27)^19,Z(27)^14,Z(27)^7,Z(27)^4,
 Z(27)^23,Z(27)^22,Z(27)^20,Z(27)^13,Z(27)^1,Z(27)^9,Z(27)^15,Z(27)^9,Z(27)^6,
 Z(27)^2,Z(27)^20,Z(27)^1,Z(27)^18,Z(27)^2,Z(27)^24,Z(27)^12,0*Z(27),0*Z(27),
 Z(27)^1,Z(27)^12,Z(27)^20,Z(27)^22,Z(27)^5,Z(27)^7,Z(27)^11,Z(27)^18,Z(27)^23,
 Z(27)^17,Z(27)^3,Z(27)^11,0*Z(27),Z(27)^6,Z(27)^18,Z(27)^13,Z(27)^4,Z(27)^21,
 Z(27)^21,Z(27)^5,Z(27)^21,Z(27)^13,Z(27)^1,Z(27)^23,Z(27)^12,Z(27)^11,Z(27)^3,
 Z(27)^22,Z(27)^9,Z(27)^25,Z(27)^21,Z(27)^5,Z(27)^2,Z(27)^25,Z(27)^5,Z(27)^7,
 Z(27)^13,Z(27)^1,Z(27)^25,Z(27)^7,Z(27)^4,Z(27)^19,Z(27)^2,Z(27)^17,Z(27)^23,
 Z(27)^4,Z(27)^5,Z(27)^4,Z(27)^13,Z(27)^11,Z(27)^4,Z(27)^26,Z(27)^1,Z(27)^23,
 Z(27)^1,Z(27)^16,Z(27)^14,Z(27)^16,Z(27)^19,Z(27)^14,Z(27)^17,0*Z(27),Z(27)^12,
 Z(27)^18,Z(27)^24,Z(27)^2,Z(27)^12,Z(27)^17,Z(27)^1,Z(27)^12,Z(27)^22,Z(27)^14,
 Z(27)^25,Z(27)^2,Z(27)^25,Z(27)^21,Z(27)^2,Z(27)^22,Z(27)^6,Z(27)^2,Z(27)^9,
 0*Z(27),Z(27)^26,Z(27)^4,Z(27)^12,Z(27)^2,Z(27)^23,Z(27)^11,0*Z(27),Z(27)^3,
 Z(27)^22,Z(27)^14,Z(27)^11,Z(27)^13,Z(27)^15,Z(27)^24,Z(27)^1,Z(27)^13,Z(27)^12,
 Z(27)^20,Z(27)^18,Z(27)^4,Z(27)^19,Z(27)^25,Z(27)^9,Z(27)^8,Z(27)^23,Z(27)^10,
 Z(27)^12,Z(27)^23,Z(27)^1,Z(27)^26,Z(27)^5,Z(27)^17,Z(27)^23,Z(27)^5,Z(27)^14,
 Z(27)^13,Z(27)^26,Z(27)^16,Z(27)^25,Z(27)^12,Z(27)^2,Z(27)^5,Z(27)^23,Z(27)^14,
 Z(27)^2,Z(27)^21,Z(27)^26,Z(27)^11,Z(27)^4,Z(27)^9,Z(27)^9,Z(27)^14,Z(27)^26,
 Z(27)^11,Z(27)^19,Z(27)^11,Z(27)^15,Z(27)^18,Z(27)^24,Z(27)^6,Z(27)^1,Z(27)^6,
 Z(27)^25,Z(27)^5,0*Z(27),Z(27)^2,Z(27)^18,Z(27)^20,Z(27)^24,Z(27)^2,Z(27)^1,
 Z(27)^15,Z(27)^19,Z(27)^3,Z(27)^21,Z(27)^23,Z(27)^18,Z(27)^12,Z(27)^16,Z(27)^1,
 Z(27)^16,Z(27)^10,Z(27)^17,Z(27)^2,Z(27)^15,Z(27)^17,0*Z(27),Z(27)^16,Z(27)^25,
 Z(27)^3,Z(27)^2,Z(27)^26,Z(27)^6,Z(27)^18,Z(27)^10,Z(27)^13,Z(27)^16],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^24,Z(27)^15,Z(27)^12,Z(27)^6,Z(27)^22,Z(27)^2,Z(27)^18,Z(27)^8,Z(27)^9,
 Z(27)^1,Z(27)^18,Z(27)^10,Z(27)^24,Z(27)^1,Z(27)^2,Z(27)^7,Z(27)^26,Z(27)^4,
 Z(27)^11,Z(27)^5,Z(27)^11,Z(27)^15,Z(27)^18,Z(27)^4,Z(27)^26,Z(27)^26,Z(27)^6,
 Z(27)^23,Z(27)^15,Z(27)^13,Z(27)^3,Z(27)^11,Z(27)^1,Z(27)^6,Z(27)^23,Z(27)^3,
 Z(27)^6,Z(27)^26,Z(27)^2,Z(27)^9,Z(27)^4,Z(27)^16,Z(27)^18,Z(27)^10,Z(27)^8,
 Z(27)^20,Z(27)^3,Z(27)^18,Z(27)^6,Z(27)^25,Z(27)^13,Z(27)^1,Z(27)^26,Z(27)^2,
 Z(27)^23,Z(27)^1,Z(27)^9,Z(27)^25,Z(27)^15,Z(27)^10,0*Z(27),Z(27)^1,Z(27)^17,
 Z(27)^22,Z(27)^13,Z(27)^20,Z(27)^10,Z(27)^13,Z(27)^7,Z(27)^21,Z(27)^25,Z(27)^2,
 Z(27)^13,Z(27)^9,Z(27)^7,Z(27)^23,Z(27)^5,Z(27)^15,Z(27)^9,Z(27)^17,Z(27)^10,
 Z(27)^18,Z(27)^6,Z(27)^23,Z(27)^20,Z(27)^21,Z(27)^26,Z(27)^6,Z(27)^10,Z(27)^18,
 Z(27)^26,Z(27)^11,Z(27)^20,Z(27)^3,0*Z(27),0*Z(27),0*Z(27),Z(27)^21,Z(27)^18,
 Z(27)^14,Z(27)^4,Z(27)^17,Z(27)^1,Z(27)^10,Z(27)^15,Z(27)^2,Z(27)^14,Z(27)^19,
 Z(27)^9,Z(27)^11,Z(27)^3,Z(27)^22,Z(27)^22,Z(27)^23,Z(27)^5,Z(27)^16,Z(27)^3,
 Z(27)^5,Z(27)^21,Z(27)^9,Z(27)^1,Z(27)^15,Z(27)^25,Z(27)^16,Z(27)^21,Z(27)^8,
 Z(27)^23,Z(27)^23,Z(27)^19,Z(27)^16,0*Z(27),Z(27)^22,Z(27)^9,Z(27)^18,Z(27)^10,
 Z(27)^22,Z(27)^3,Z(27)^14,Z(27)^8,Z(27)^18,Z(27)^24,Z(27)^6,0*Z(27),Z(27)^12,
 Z(27)^17,Z(27)^22,Z(27)^11,Z(27)^11,Z(27)^12,Z(27)^22,Z(27)^3,Z(27)^24,Z(27)^18,
 Z(27)^2,Z(27)^2,Z(27)^20,Z(27)^6,Z(27)^4,0*Z(27),Z(27)^12,Z(27)^24,Z(27)^15,
 Z(27)^14,Z(27)^23,Z(27)^24,Z(27)^15,Z(27)^1,Z(27)^20,Z(27)^6,Z(27)^16,Z(27)^22,
 0*Z(27),Z(27)^18,Z(27)^2,Z(27)^15,Z(27)^1,Z(27)^7,0*Z(27),Z(27)^2,Z(27)^9,Z(27)^7,
 Z(27)^25,Z(27)^14,Z(27)^21,Z(27)^17,Z(27)^26,Z(27)^24,Z(27)^12,Z(27)^11,Z(27)^26,
 Z(27)^15,Z(27)^16,Z(27)^2,Z(27)^7,Z(27)^9,Z(27)^23,Z(27)^1,Z(27)^10,Z(27)^15,
 Z(27)^20,Z(27)^22,Z(27)^18,0*Z(27),Z(27)^20,Z(27)^14,Z(27)^6,Z(27)^21,Z(27)^3,
 Z(27)^12,Z(27)^5,Z(27)^8,Z(27)^23,Z(27)^23,Z(27)^1,Z(27)^2,Z(27)^19,Z(27)^16,
 Z(27)^25,Z(27)^7,Z(27)^25,Z(27)^21,Z(27)^25,Z(27)^7,Z(27)^12,Z(27)^19,Z(27)^14,
 0*Z(27),Z(27)^3,Z(27)^12,Z(27)^2,Z(27)^3,Z(27)^24,Z(27)^21,Z(27)^18,Z(27)^2,
 Z(27)^13,Z(27)^25,Z(27)^7,Z(27)^3,Z(27)^20,Z(27)^23,0*Z(27),Z(27)^2,Z(27)^4,
 Z(27)^23,Z(27)^12,Z(27)^15,Z(27)^16,Z(27)^4,Z(27)^2,Z(27)^19,Z(27)^5,Z(27)^10,
 Z(27)^19,Z(27)^8,Z(27)^16,Z(27)^11,Z(27)^16,Z(27)^10,Z(27)^26,Z(27)^6,Z(27)^15,
 Z(27)^25,Z(27)^9,Z(27)^18,Z(27)^12,Z(27)^3,Z(27)^17,Z(27)^26,Z(27)^10,Z(27)^2,
 0*Z(27),Z(27)^11,Z(27)^1,Z(27)^12,Z(27)^9,Z(27)^26,Z(27)^16,Z(27)^19,Z(27)^24,
 Z(27)^12,Z(27)^2,Z(27)^20,Z(27)^15,Z(27)^2,Z(27)^3,Z(27)^24,Z(27)^13,Z(27)^2,
 Z(27)^26,Z(27)^20,Z(27)^21,Z(27)^17,Z(27)^24,Z(27)^20,Z(27)^15,Z(27)^20,Z(27)^6,
 Z(27)^3,Z(27)^9,Z(27)^16,Z(27)^16,Z(27)^19,Z(27)^20,Z(27)^1,Z(27)^22,Z(27)^18,
 Z(27)^21,Z(27)^11,Z(27)^19,Z(27)^16,Z(27)^13,Z(27)^3,Z(27)^13,Z(27)^15,Z(27)^14,
 Z(27)^16,Z(27)^22,Z(27)^9,Z(27)^9,Z(27)^22,Z(27)^5,Z(27)^16,Z(27)^2,Z(27)^22,
 Z(27)^11,Z(27)^24,0*Z(27),Z(27)^16,Z(27)^15,Z(27)^25,Z(27)^23,Z(27)^7,Z(27)^7,
 Z(27)^5,Z(27)^11,Z(27)^24,Z(27)^11,Z(27)^13,Z(27)^4,Z(27)^4,Z(27)^24,Z(27)^26,
 Z(27)^22,Z(27)^24,Z(27)^19,Z(27)^5,Z(27)^16,Z(27)^23,Z(27)^12,Z(27)^19],
[Z(27)^11,Z(27)^20,Z(27)^12,Z(27)^4,Z(27)^18,Z(27)^16,Z(27)^23,Z(27)^13,Z(27)^13,
 Z(27)^5,Z(27)^15,Z(27)^4,Z(27)^23,Z(27)^13,Z(27)^26,Z(27)^24,Z(27)^4,Z(27)^15,
 Z(27)^18,Z(27)^6,Z(27)^5,Z(27)^5,Z(27)^20,Z(27)^22,0*Z(27),Z(27)^20,Z(27)^23,
 Z(27)^1,Z(27)^6,Z(27)^4,Z(27)^2,Z(27)^17,Z(27)^15,Z(27)^15,Z(27)^19,Z(27)^1,
 Z(27)^7,Z(27)^15,Z(27)^7,Z(27)^9,Z(27)^18,Z(27)^1,Z(27)^22,Z(27)^24,Z(27)^14,
 Z(27)^1,Z(27)^9,Z(27)^15,Z(27)^17,Z(27)^19,Z(27)^9,Z(27)^26,Z(27)^13,Z(27)^5,
 Z(27)^13,Z(27)^26,Z(27)^5,Z(27)^14,Z(27)^1,Z(27)^17,Z(27)^23,Z(27)^8,Z(27)^23,
 0*Z(27),Z(27)^22,Z(27)^3,Z(27)^26,Z(27)^9,0*Z(27),Z(27)^13,Z(27)^23,Z(27)^12,
 Z(27)^12,Z(27)^14,Z(27)^14,Z(27)^5,Z(27)^14,Z(27)^11,0*Z(27),Z(27)^23,Z(27)^19,
 Z(27)^15,Z(27)^24,Z(27)^21,Z(27)^8,Z(27)^15,Z(27)^6,Z(27)^5,Z(27)^16,Z(27)^16,
 Z(27)^4,Z(27)^3,Z(27)^14,Z(27)^9,Z(27)^2,Z(27)^1,Z(27)^8,Z(27)^3,Z(27)^9,Z(27)^23,
 Z(27)^16,Z(27)^6,Z(27)^6,Z(27)^5,Z(27)^7,Z(27)^5,Z(27)^2,Z(27)^22,Z(27)^19,0*Z(27),
 Z(27)^2,Z(27)^22,Z(27)^14,Z(27)^7,Z(27)^14,Z(27)^26,Z(27)^19,Z(27)^8,Z(27)^21,
 Z(27)^18,Z(27)^7,Z(27)^13,Z(27)^1,Z(27)^7,Z(27)^13,Z(27)^13,Z(27)^25,Z(27)^22,
 Z(27)^22,Z(27)^19,Z(27)^11,Z(27)^16,Z(27)^17,Z(27)^22,Z(27)^9,Z(27)^4,0*Z(27),
 Z(27)^23,Z(27)^18,0*Z(27),Z(27)^10,Z(27)^20,Z(27)^23,Z(27)^22,Z(27)^25,Z(27)^11,
 Z(27)^20,Z(27)^5,Z(27)^14,Z(27)^21,Z(27)^23,Z(27)^4,Z(27)^15,Z(27)^24,Z(27)^6,
 Z(27)^26,Z(27)^8,Z(27)^21,Z(27)^22,Z(27)^17,Z(27)^6,Z(27)^22,Z(27)^21,Z(27)^9,
 Z(27)^20,Z(27)^9,Z(27)^15,Z(27)^13,Z(27)^6,Z(27)^9,Z(27)^6,Z(27)^3,Z(27)^21,
 Z(27)^17,Z(27)^23,Z(27)^1,Z(27)^11,Z(27)^3,Z(27)^19,Z(27)^21,Z(27)^24,Z(27)^6,
 Z(27)^13,Z(27)^7,Z(27)^20,Z(27)^4,Z(27)^21,Z(27)^20,Z(27)^23,Z(27)^18,Z(27)^20,
 Z(27)^9,0*Z(27),Z(27)^8,Z(27)^11,Z(27)^22,Z(27)^10,Z(27)^11,Z(27)^16,Z(27)^9,
 Z(27)^20,Z(27)^10,Z(27)^8,0*Z(27),Z(27)^1,Z(27)^24,Z(27)^24,Z(27)^8,Z(27)^16,
 Z(27)^8,Z(27)^16,Z(27)^19,Z(27)^26,Z(27)^17,Z(27)^19,Z(27)^17,Z(27)^22,Z(27)^14,
 Z(27)^22,Z(27)^1,Z(27)^26,Z(27)^5,Z(27)^4,Z(27)^7,Z(27)^22,Z(27)^5,Z(27)^21,
 Z(27)^14,Z(27)^7,Z(27)^11,Z(27)^19,Z(27)^7,Z(27)^23,Z(27)^4,Z(27)^1,Z(27)^11,
 Z(27)^16,Z(27)^21,Z(27)^26,Z(27)^6,Z(27)^17,Z(27)^16,Z(27)^4,Z(27)^13,Z(27)^26,
 Z(27)^25,Z(27)^18,Z(27)^3,Z(27)^14,Z(27)^10,Z(27)^11,Z(27)^10,Z(27)^26,Z(27)^7,
 0*Z(27),Z(27)^23,Z(27)^3,Z(27)^18,Z(27)^7,Z(27)^14,Z(27)^8,Z(27)^12,Z(27)^22,
 Z(27)^25,Z(27)^25,Z(27)^23,Z(27)^4,Z(27)^21,Z(27)^21,Z(27)^13,Z(27)^23,Z(27)^15,
 Z(27)^11,Z(27)^21,Z(27)^21,Z(27)^12,Z(27)^22,Z(27)^7,Z(27)^18,Z(27)^26,Z(27)^9,
 Z(27)^17,Z(27)^6,Z(27)^25,Z(27)^16,Z(27)^3,Z(27)^6,Z(27)^21,Z(27)^1,Z(27)^14,
 0*Z(27),Z(27)^10,Z(27)^20,Z(27)^24,Z(27)^6,Z(27)^10,Z(27)^5,Z(27)^23,Z(27)^12,
 Z(27)^14,Z(27)^10,Z(27)^14,Z(27)^4,Z(27)^17,Z(27)^18,Z(27)^10,Z(27)^16,Z(27)^2,
 Z(27)^10,Z(27)^14,Z(27)^24,Z(27)^8,Z(27)^21,Z(27)^11,Z(27)^13,Z(27)^8,Z(27)^25,
 Z(27)^18,Z(27)^23,Z(27)^3,Z(27)^18,Z(27)^25,Z(27)^11,Z(27)^18,Z(27)^22,Z(27)^17,
 Z(27)^8,0*Z(27),Z(27)^14,Z(27)^8,Z(27)^21,Z(27)^5,Z(27)^3,Z(27)^11,Z(27)^18,
 Z(27)^7,Z(27)^17,Z(27)^22,Z(27)^5,Z(27)^25,Z(27)^6,Z(27)^7,Z(27)^13,Z(27)^25,
 Z(27)^21,Z(27)^12,Z(27)^7,Z(27)^23,Z(27)^20,Z(27)^3,Z(27)^6],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^4,Z(27)^1,Z(27)^5,Z(27)^24,0*Z(27),Z(27)^18,Z(27)^16,Z(27)^21,Z(27)^16,
 Z(27)^10,Z(27)^8,Z(27)^22,Z(27)^14,Z(27)^24,Z(27)^10,Z(27)^9,Z(27)^10,Z(27)^13,
 Z(27)^4,Z(27)^19,Z(27)^5,Z(27)^12,Z(27)^4,Z(27)^4,Z(27)^6,Z(27)^3,Z(27)^14,0*Z(27),
 Z(27)^24,Z(27)^13,Z(27)^21,Z(27)^26,Z(27)^6,Z(27)^1,Z(27)^9,Z(27)^10,Z(27)^24,
 Z(27)^2,Z(27)^25,Z(27)^14,Z(27)^7,Z(27)^20,0*Z(27),Z(27)^22,Z(27)^7,Z(27)^5,
 Z(27)^12,Z(27)^4,Z(27)^7,Z(27)^15,Z(27)^15,Z(27)^16,Z(27)^9,0*Z(27),Z(27)^12,
 Z(27)^5,Z(27)^6,Z(27)^16,Z(27)^10,Z(27)^10,Z(27)^17,Z(27)^9,Z(27)^25,Z(27)^20,
 Z(27)^25,Z(27)^1,Z(27)^25,0*Z(27),Z(27)^5,Z(27)^9,Z(27)^13,Z(27)^17,Z(27)^3,
 Z(27)^25,Z(27)^9,Z(27)^21,Z(27)^22,Z(27)^12,Z(27)^5,0*Z(27),Z(27)^19,Z(27)^17,
 Z(27)^25,Z(27)^21,Z(27)^23,Z(27)^25,Z(27)^4,Z(27)^24,Z(27)^7,0*Z(27),Z(27)^2,
 Z(27)^19,Z(27)^20,Z(27)^25,Z(27)^23,Z(27)^26,Z(27)^8,Z(27)^4,Z(27)^18,Z(27)^23,
 Z(27)^24,Z(27)^20,Z(27)^10,Z(27)^23,Z(27)^19,Z(27)^1,Z(27)^22,Z(27)^22,Z(27)^18,
 Z(27)^19,Z(27)^10,Z(27)^7,Z(27)^14,Z(27)^21,Z(27)^23,Z(27)^20,Z(27)^4,Z(27)^14,
 Z(27)^8,0*Z(27),Z(27)^7,Z(27)^1,Z(27)^8,Z(27)^1,Z(27)^15,Z(27)^10,Z(27)^21,Z(27)^20,
 Z(27)^26,Z(27)^26,Z(27)^22,Z(27)^2,Z(27)^3,Z(27)^4,Z(27)^17,0*Z(27),Z(27)^7,
 Z(27)^5,Z(27)^11,Z(27)^6,Z(27)^20,Z(27)^18,Z(27)^25,Z(27)^24,Z(27)^6,Z(27)^16,
 Z(27)^1,Z(27)^23,Z(27)^1,Z(27)^10,Z(27)^13,Z(27)^11,Z(27)^21,Z(27)^12,Z(27)^19,
 Z(27)^7,Z(27)^9,Z(27)^23,Z(27)^7,Z(27)^4,Z(27)^18,Z(27)^6,Z(27)^15,Z(27)^12,
 Z(27)^1,Z(27)^8,Z(27)^20,Z(27)^7,Z(27)^14,Z(27)^14,Z(27)^20,Z(27)^25,Z(27)^17,
 Z(27)^22,Z(27)^23,Z(27)^6,Z(27)^7,Z(27)^6,Z(27)^16,Z(27)^25,0*Z(27),Z(27)^18,
 Z(27)^9,Z(27)^26,Z(27)^10,Z(27)^22,Z(27)^14,Z(27)^16,Z(27)^9,Z(27)^18,Z(27)^25,
 Z(27)^15,Z(27)^23,Z(27)^19,Z(27)^21,Z(27)^1,Z(27)^23,Z(27)^7,0*Z(27),Z(27)^23,
 Z(27)^6,Z(27)^10,Z(27)^1,Z(27)^13,Z(27)^2,Z(27)^18,Z(27)^14,Z(27)^24,Z(27)^22,
 Z(27)^7,Z(27)^7,Z(27)^24,Z(27)^16,0*Z(27),Z(27)^14,Z(27)^1,Z(27)^26,Z(27)^24,
 Z(27)^26,Z(27)^23,Z(27)^20,0*Z(27),Z(27)^12,Z(27)^22,Z(27)^2,Z(27)^16,Z(27)^15,
 Z(27)^9,Z(27)^10,Z(27)^4,Z(27)^5,Z(27)^24,Z(27)^11,Z(27)^18,Z(27)^16,Z(27)^4,
 Z(27)^3,Z(27)^20,Z(27)^7,Z(27)^13,0*Z(27),Z(27)^6,Z(27)^6,Z(27)^26,Z(27)^24,
 Z(27)^8,Z(27)^12,Z(27)^8,Z(27)^23,0*Z(27),Z(27)^14,Z(27)^4,Z(27)^20,Z(27)^13,
 Z(27)^18,Z(27)^22,Z(27)^26,Z(27)^22,Z(27)^26,Z(27)^21,Z(27)^21,Z(27)^11,0*Z(27),
 Z(27)^17,Z(27)^22,Z(27)^4,Z(27)^7,Z(27)^11,Z(27)^14,Z(27)^4,Z(27)^9,Z(27)^13,
 Z(27)^7,Z(27)^6,Z(27)^12,Z(27)^20,Z(27)^14,Z(27)^25,Z(27)^19,Z(27)^8,Z(27)^10,
 Z(27)^12,Z(27)^10,Z(27)^7,Z(27)^11,Z(27)^8,Z(27)^16,Z(27)^20,Z(27)^3,Z(27)^10,
 Z(27)^14,Z(27)^10,Z(27)^20,Z(27)^25,Z(27)^4,Z(27)^4,Z(27)^25,Z(27)^2,Z(27)^8,
 Z(27)^26,Z(27)^17,Z(27)^23,Z(27)^17,Z(27)^24,Z(27)^19,Z(27)^2,Z(27)^23,Z(27)^23,
 Z(27)^22,Z(27)^21,Z(27)^14,Z(27)^18,Z(27)^18,Z(27)^8,Z(27)^14,Z(27)^15,Z(27)^15,
 Z(27)^5,Z(27)^3,Z(27)^4,Z(27)^15,Z(27)^3,Z(27)^23,Z(27)^25,Z(27)^6,0*Z(27),Z(27)^20,
 Z(27)^26,Z(27)^3,Z(27)^7,Z(27)^20,Z(27)^2,Z(27)^18,Z(27)^15,Z(27)^2,Z(27)^19,
 Z(27)^22,Z(27)^3,Z(27)^2,Z(27)^3,Z(27)^14,Z(27)^5,Z(27)^6,Z(27)^9,Z(27)^18,Z(27)^6,
 Z(27)^21,Z(27)^15,Z(27)^8,Z(27)^19,Z(27)^22],
[Z(27)^18,Z(27)^12,Z(27)^10,Z(27)^2,Z(27)^16,Z(27)^24,Z(27)^14,Z(27)^18,Z(27)^3,
 Z(27)^11,Z(27)^23,Z(27)^15,Z(27)^24,Z(27)^2,Z(27)^7,Z(27)^8,Z(27)^18,Z(27)^9,
 Z(27)^19,Z(27)^21,Z(27)^19,Z(27)^12,Z(27)^11,Z(27)^7,Z(27)^26,Z(27)^4,Z(27)^6,
 Z(27)^1,Z(27)^23,Z(27)^11,Z(27)^17,Z(27)^15,Z(27)^12,Z(27)^23,Z(27)^18,Z(27)^13,
 Z(27)^2,Z(27)^1,Z(27)^23,Z(27)^4,Z(27)^19,Z(27)^24,Z(27)^20,Z(27)^9,Z(27)^23,
 Z(27)^14,Z(27)^4,Z(27)^18,Z(27)^4,Z(27)^9,Z(27)^1,Z(27)^10,Z(27)^7,Z(27)^6,Z(27)^23,
 Z(27)^14,Z(27)^5,Z(27)^2,Z(27)^9,Z(27)^26,Z(27)^8,Z(27)^22,Z(27)^16,Z(27)^15,
 Z(27)^3,Z(27)^26,Z(27)^16,Z(27)^26,Z(27)^11,Z(27)^17,Z(27)^2,Z(27)^20,Z(27)^25,
 Z(27)^14,Z(27)^15,Z(27)^9,Z(27)^3,Z(27)^4,Z(27)^17,Z(27)^26,Z(27)^17,Z(27)^8,
 Z(27)^10,Z(27)^1,Z(27)^7,Z(27)^7,Z(27)^19,Z(27)^8,Z(27)^3,Z(27)^26,Z(27)^21,
 Z(27)^6,Z(27)^19,Z(27)^2,Z(27)^24,Z(27)^15,Z(27)^19,0*Z(27),Z(27)^17,Z(27)^13,
 Z(27)^3,Z(27)^1,Z(27)^2,Z(27)^14,Z(27)^7,Z(27)^9,Z(27)^11,Z(27)^8,Z(27)^15,Z(27)^15,
 0*Z(27),Z(27)^4,Z(27)^13,Z(27)^24,Z(27)^23,Z(27)^2,Z(27)^22,0*Z(27),Z(27)^16,
 Z(27)^16,Z(27)^12,Z(27)^8,Z(27)^11,Z(27)^1,Z(27)^4,Z(27)^23,Z(27)^9,Z(27)^14,
 Z(27)^8,Z(27)^26,Z(27)^21,Z(27)^11,Z(27)^24,Z(27)^26,Z(27)^1,Z(27)^14,Z(27)^13,
 Z(27)^3,Z(27)^23,Z(27)^5,Z(27)^18,Z(27)^6,Z(27)^20,Z(27)^11,Z(27)^14,Z(27)^1,
 Z(27)^15,Z(27)^21,Z(27)^15,Z(27)^22,Z(27)^10,Z(27)^2,Z(27)^8,Z(27)^11,Z(27)^15,
 Z(27)^3,Z(27)^11,Z(27)^24,Z(27)^10,Z(27)^15,Z(27)^22,Z(27)^13,Z(27)^11,Z(27)^19,
 Z(27)^21,Z(27)^7,Z(27)^13,Z(27)^19,Z(27)^8,Z(27)^2,Z(27)^11,Z(27)^22,Z(27)^9,
 Z(27)^7,Z(27)^22,Z(27)^26,Z(27)^14,Z(27)^18,Z(27)^6,Z(27)^9,Z(27)^7,Z(27)^11,
 Z(27)^1,Z(27)^22,Z(27)^15,Z(27)^4,Z(27)^22,Z(27)^20,Z(27)^2,Z(27)^14,0*Z(27),
 Z(27)^6,Z(27)^20,Z(27)^11,Z(27)^19,Z(27)^11,Z(27)^4,Z(27)^3,Z(27)^4,Z(27)^17,
 Z(27)^3,Z(27)^22,Z(27)^7,Z(27)^4,Z(27)^2,Z(27)^26,Z(27)^3,0*Z(27),Z(27)^25,Z(27)^3,
 Z(27)^12,Z(27)^17,Z(27)^21,Z(27)^2,Z(27)^22,Z(27)^11,0*Z(27),Z(27)^3,0*Z(27),
 Z(27)^18,Z(27)^20,Z(27)^15,Z(27)^4,Z(27)^25,Z(27)^1,Z(27)^14,Z(27)^26,Z(27)^1,
 Z(27)^7,Z(27)^14,Z(27)^18,Z(27)^10,Z(27)^4,Z(27)^14,Z(27)^5,Z(27)^6,Z(27)^2,
 Z(27)^7,Z(27)^1,Z(27)^17,Z(27)^4,Z(27)^23,0*Z(27),Z(27)^26,Z(27)^15,Z(27)^26,
 0*Z(27),Z(27)^24,Z(27)^13,Z(27)^3,Z(27)^18,Z(27)^3,Z(27)^16,Z(27)^13,Z(27)^24,
 Z(27)^24,Z(27)^18,Z(27)^6,Z(27)^6,Z(27)^1,Z(27)^12,0*Z(27),Z(27)^22,Z(27)^21,
 Z(27)^2,Z(27)^5,Z(27)^2,Z(27)^6,Z(27)^26,Z(27)^4,Z(27)^24,Z(27)^9,Z(27)^6,Z(27)^19,
 Z(27)^19,Z(27)^11,Z(27)^15,Z(27)^16,Z(27)^19,Z(27)^16,Z(27)^12,Z(27)^4,Z(27)^12,
 Z(27)^10,Z(27)^21,Z(27)^13,Z(27)^1,Z(27)^15,Z(27)^7,Z(27)^13,Z(27)^21,Z(27)^1,
 Z(27)^7,Z(27)^11,Z(27)^20,Z(27)^14,Z(27)^14,0*Z(27),Z(27)^3,Z(27)^3,Z(27)^3,
 Z(27)^2,Z(27)^22,Z(27)^23,Z(27)^1,Z(27)^26,Z(27)^15,Z(27)^8,Z(27)^10,Z(27)^26,
 Z(27)^24,Z(27)^10,0*Z(27),Z(27)^26,Z(27)^15,Z(27)^25,Z(27)^15,Z(27)^19,Z(27)^14,
 Z(27)^20,Z(27)^26,Z(27)^2,Z(27)^1,Z(27)^11,Z(27)^24,Z(27)^4,Z(27)^8,Z(27)^18,
 Z(27)^15,Z(27)^13,Z(27)^20,Z(27)^24,Z(27)^12,Z(27)^16,Z(27)^5,Z(27)^18,Z(27)^23,
 Z(27)^17,Z(27)^14,Z(27)^19,Z(27)^9,Z(27)^15,Z(27)^22,Z(27)^20,Z(27)^21,Z(27)^5,
 Z(27)^5,Z(27)^22,Z(27)^18,Z(27)^22,Z(27)^1],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^8,Z(27)^18,Z(27)^22,Z(27)^12,Z(27)^25,Z(27)^9,Z(27)^12,Z(27)^13,Z(27)^19,
 Z(27)^2,Z(27)^13,Z(27)^8,Z(27)^21,Z(27)^5,Z(27)^25,Z(27)^23,Z(27)^15,Z(27)^4,
 Z(27)^2,Z(27)^1,Z(27)^19,Z(27)^11,Z(27)^2,Z(27)^7,Z(27)^23,Z(27)^12,Z(27)^4,
 Z(27)^15,Z(27)^22,Z(27)^1,Z(27)^23,Z(27)^3,Z(27)^13,Z(27)^15,Z(27)^20,Z(27)^15,
 Z(27)^2,Z(27)^10,Z(27)^18,Z(27)^26,Z(27)^26,Z(27)^10,0*Z(27),Z(27)^1,Z(27)^21,
 Z(27)^9,Z(27)^23,Z(27)^16,Z(27)^18,Z(27)^20,Z(27)^23,Z(27)^22,Z(27)^14,Z(27)^15,
 Z(27)^23,Z(27)^12,Z(27)^11,Z(27)^3,Z(27)^19,Z(27)^6,Z(27)^19,Z(27)^16,Z(27)^6,
 Z(27)^15,Z(27)^17,Z(27)^1,Z(27)^25,Z(27)^21,Z(27)^1,Z(27)^17,Z(27)^9,Z(27)^3,
 Z(27)^24,Z(27)^7,Z(27)^3,Z(27)^15,Z(27)^24,Z(27)^2,Z(27)^25,Z(27)^2,Z(27)^7,
 Z(27)^2,Z(27)^19,Z(27)^3,Z(27)^16,Z(27)^16,Z(27)^24,Z(27)^14,Z(27)^16,Z(27)^9,
 Z(27)^6,Z(27)^6,Z(27)^4,Z(27)^16,Z(27)^9,Z(27)^26,Z(27)^21,Z(27)^2,Z(27)^19,
 Z(27)^20,Z(27)^8,Z(27)^26,Z(27)^18,Z(27)^4,Z(27)^12,Z(27)^2,Z(27)^20,Z(27)^26,
 Z(27)^21,Z(27)^19,Z(27)^18,Z(27)^10,Z(27)^6,0*Z(27),Z(27)^19,Z(27)^4,Z(27)^21,
 Z(27)^24,Z(27)^9,Z(27)^14,Z(27)^21,Z(27)^16,Z(27)^3,Z(27)^7,Z(27)^24,Z(27)^26,
 Z(27)^19,Z(27)^10,Z(27)^9,Z(27)^20,Z(27)^4,Z(27)^8,Z(27)^17,Z(27)^7,Z(27)^22,
 Z(27)^20,Z(27)^21,Z(27)^13,Z(27)^16,Z(27)^23,Z(27)^18,Z(27)^6,Z(27)^9,Z(27)^15,
 Z(27)^12,Z(27)^24,Z(27)^18,Z(27)^15,Z(27)^23,Z(27)^23,Z(27)^13,Z(27)^16,0*Z(27),
 0*Z(27),Z(27)^14,Z(27)^20,Z(27)^2,Z(27)^9,Z(27)^8,Z(27)^26,Z(27)^4,Z(27)^6,0*Z(27),
 Z(27)^7,Z(27)^18,Z(27)^15,Z(27)^10,Z(27)^15,Z(27)^24,Z(27)^14,Z(27)^9,Z(27)^2,
 Z(27)^24,Z(27)^8,Z(27)^17,Z(27)^1,Z(27)^13,Z(27)^18,Z(27)^13,Z(27)^1,Z(27)^2,
 Z(27)^3,Z(27)^20,Z(27)^20,Z(27)^14,Z(27)^7,Z(27)^21,Z(27)^7,Z(27)^23,Z(27)^15,
 Z(27)^26,Z(27)^20,Z(27)^19,Z(27)^7,Z(27)^2,Z(27)^7,Z(27)^18,Z(27)^24,Z(27)^6,
 Z(27)^19,Z(27)^9,Z(27)^4,Z(27)^16,Z(27)^14,Z(27)^9,Z(27)^17,Z(27)^7,Z(27)^16,
 Z(27)^15,Z(27)^23,Z(27)^13,Z(27)^12,Z(27)^23,Z(27)^12,Z(27)^14,Z(27)^19,Z(27)^15,
 Z(27)^4,Z(27)^24,Z(27)^26,Z(27)^21,Z(27)^26,Z(27)^8,Z(27)^20,Z(27)^23,Z(27)^2,
 Z(27)^25,Z(27)^3,Z(27)^8,Z(27)^13,Z(27)^26,Z(27)^16,Z(27)^23,Z(27)^5,Z(27)^23,
 Z(27)^20,Z(27)^6,Z(27)^18,Z(27)^10,Z(27)^2,Z(27)^24,Z(27)^8,Z(27)^6,Z(27)^26,
 Z(27)^4,0*Z(27),0*Z(27),Z(27)^21,Z(27)^8,Z(27)^10,Z(27)^3,Z(27)^23,0*Z(27),Z(27)^16,
 Z(27)^24,Z(27)^15,Z(27)^5,Z(27)^13,Z(27)^16,Z(27)^26,Z(27)^17,Z(27)^20,Z(27)^14,
 Z(27)^22,Z(27)^24,Z(27)^13,Z(27)^15,Z(27)^17,Z(27)^16,Z(27)^17,Z(27)^17,Z(27)^11,
 Z(27)^12,Z(27)^8,Z(27)^22,Z(27)^9,Z(27)^7,0*Z(27),Z(27)^21,Z(27)^10,Z(27)^26,
 Z(27)^2,Z(27)^12,0*Z(27),Z(27)^11,Z(27)^1,Z(27)^11,Z(27)^19,Z(27)^4,Z(27)^21,
 Z(27)^6,Z(27)^9,Z(27)^2,Z(27)^12,Z(27)^20,Z(27)^25,Z(27)^14,Z(27)^20,Z(27)^7,
 Z(27)^26,Z(27)^8,Z(27)^8,Z(27)^13,Z(27)^8,Z(27)^13,Z(27)^19,Z(27)^25,Z(27)^16,
 Z(27)^3,Z(27)^23,Z(27)^19,Z(27)^25,Z(27)^9,Z(27)^24,0*Z(27),Z(27)^11,Z(27)^16,
 Z(27)^5,Z(27)^8,Z(27)^5,Z(27)^15,Z(27)^21,Z(27)^5,Z(27)^8,Z(27)^12,Z(27)^12,
 Z(27)^1,Z(27)^12,Z(27)^20,Z(27)^25,Z(27)^22,Z(27)^13,Z(27)^24,Z(27)^3,Z(27)^13,
 Z(27)^8,Z(27)^1,Z(27)^16,Z(27)^24,Z(27)^18,0*Z(27),Z(27)^18,Z(27)^4,Z(27)^7,
 Z(27)^4,Z(27)^3,Z(27)^22,0*Z(27),Z(27)^1,Z(27)^10,0*Z(27)],
[Z(27)^8,Z(27)^16,Z(27)^14,Z(27)^19,Z(27)^23,Z(27)^12,Z(27)^20,Z(27)^8,Z(27)^5,
 Z(27)^21,Z(27)^14,Z(27)^3,Z(27)^7,Z(27)^4,Z(27)^21,Z(27)^6,Z(27)^7,Z(27)^18,
 Z(27)^25,Z(27)^26,Z(27)^25,Z(27)^11,Z(27)^21,Z(27)^12,Z(27)^4,Z(27)^17,Z(27)^19,
 Z(27)^1,Z(27)^14,Z(27)^13,Z(27)^18,Z(27)^8,Z(27)^24,Z(27)^22,Z(27)^5,Z(27)^14,
 Z(27)^6,Z(27)^14,Z(27)^21,Z(27)^5,Z(27)^22,Z(27)^4,Z(27)^7,Z(27)^8,Z(27)^21,
 Z(27)^13,Z(27)^7,Z(27)^2,Z(27)^2,Z(27)^5,0*Z(27),Z(27)^6,Z(27)^17,Z(27)^2,Z(27)^18,
 Z(27)^15,Z(27)^4,Z(27)^4,Z(27)^9,Z(27)^12,Z(27)^1,Z(27)^3,Z(27)^7,Z(27)^25,Z(27)^19,
 Z(27)^5,Z(27)^21,Z(27)^21,Z(27)^20,Z(27)^26,Z(27)^14,Z(27)^21,Z(27)^19,Z(27)^3,
 Z(27)^4,Z(27)^13,Z(27)^9,Z(27)^10,Z(27)^26,0*Z(27),Z(27)^2,Z(27)^12,Z(27)^10,
 Z(27)^4,Z(27)^16,Z(27)^11,Z(27)^13,Z(27)^12,Z(27)^3,Z(27)^12,Z(27)^9,Z(27)^25,
 Z(27)^26,Z(27)^23,Z(27)^19,Z(27)^18,Z(27)^7,Z(27)^14,Z(27)^8,Z(27)^19,Z(27)^4,
 Z(27)^20,Z(27)^25,Z(27)^16,Z(27)^9,0*Z(27),Z(27)^24,Z(27)^24,Z(27)^17,Z(27)^17,
 Z(27)^3,Z(27)^2,Z(27)^7,Z(27)^7,Z(27)^21,Z(27)^7,Z(27)^16,Z(27)^17,Z(27)^24,
 Z(27)^23,Z(27)^9,Z(27)^6,Z(27)^15,Z(27)^26,Z(27)^19,Z(27)^16,Z(27)^15,Z(27)^7,
 Z(27)^22,Z(27)^20,Z(27)^2,Z(27)^17,Z(27)^12,0*Z(27),Z(27)^6,Z(27)^23,Z(27)^6,
 0*Z(27),Z(27)^26,Z(27)^21,Z(27)^1,Z(27)^2,Z(27)^1,Z(27)^14,Z(27)^9,Z(27)^11,
 Z(27)^21,Z(27)^2,Z(27)^9,Z(27)^6,Z(27)^21,Z(27)^23,Z(27)^24,Z(27)^22,Z(27)^15,
 Z(27)^5,Z(27)^22,Z(27)^3,Z(27)^11,Z(27)^15,Z(27)^10,Z(27)^26,Z(27)^4,Z(27)^5,
 0*Z(27),Z(27)^26,Z(27)^11,Z(27)^2,Z(27)^22,Z(27)^15,Z(27)^20,Z(27)^4,Z(27)^21,
 Z(27)^21,Z(27)^3,0*Z(27),Z(27)^20,Z(27)^3,Z(27)^12,Z(27)^13,Z(27)^7,Z(27)^25,
 Z(27)^16,Z(27)^14,Z(27)^1,Z(27)^1,Z(27)^11,Z(27)^17,Z(27)^20,Z(27)^23,Z(27)^8,
 Z(27)^20,Z(27)^12,Z(27)^23,Z(27)^5,Z(27)^17,Z(27)^7,Z(27)^12,Z(27)^16,Z(27)^6,
 Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^8,Z(27)^22,Z(27)^13,Z(27)^26,Z(27)^17,Z(27)^1,
 Z(27)^6,Z(27)^14,Z(27)^12,Z(27)^10,Z(27)^20,Z(27)^17,Z(27)^23,Z(27)^12,Z(27)^24,
 Z(27)^12,Z(27)^7,Z(27)^22,Z(27)^15,Z(27)^11,Z(27)^23,Z(27)^5,Z(27)^8,Z(27)^19,
 Z(27)^19,Z(27)^5,Z(27)^6,Z(27)^19,Z(27)^15,Z(27)^19,Z(27)^21,Z(27)^26,Z(27)^3,
 Z(27)^11,Z(27)^13,Z(27)^19,Z(27)^10,Z(27)^7,Z(27)^12,Z(27)^12,Z(27)^24,Z(27)^20,
 Z(27)^6,Z(27)^5,Z(27)^19,Z(27)^5,Z(27)^23,Z(27)^20,Z(27)^25,Z(27)^3,Z(27)^10,
 Z(27)^12,0*Z(27),Z(27)^21,Z(27)^25,Z(27)^16,Z(27)^19,Z(27)^23,Z(27)^16,Z(27)^9,
 Z(27)^25,Z(27)^9,Z(27)^22,Z(27)^21,Z(27)^1,Z(27)^8,Z(27)^11,Z(27)^22,Z(27)^17,
 Z(27)^4,Z(27)^14,Z(27)^22,Z(27)^17,Z(27)^24,Z(27)^8,Z(27)^1,Z(27)^25,Z(27)^17,
 Z(27)^19,Z(27)^9,Z(27)^7,Z(27)^9,Z(27)^12,Z(27)^2,Z(27)^9,Z(27)^13,Z(27)^3,Z(27)^17,
 Z(27)^2,Z(27)^25,Z(27)^4,Z(27)^22,Z(27)^8,Z(27)^6,Z(27)^24,Z(27)^17,0*Z(27),
 Z(27)^16,Z(27)^12,Z(27)^13,Z(27)^12,Z(27)^20,Z(27)^7,Z(27)^9,Z(27)^8,Z(27)^21,
 Z(27)^17,Z(27)^3,Z(27)^10,Z(27)^1,Z(27)^2,Z(27)^4,Z(27)^17,Z(27)^12,Z(27)^25,
 Z(27)^26,Z(27)^8,Z(27)^4,Z(27)^3,Z(27)^5,Z(27)^21,Z(27)^7,Z(27)^18,Z(27)^13,
 Z(27)^4,Z(27)^16,Z(27)^18,Z(27)^14,Z(27)^3,Z(27)^12,Z(27)^5,Z(27)^23,Z(27)^7,
 Z(27)^12,Z(27)^20,Z(27)^9,Z(27)^26,0*Z(27),Z(27)^3,Z(27)^8,Z(27)^24,Z(27)^2,
 Z(27)^8,Z(27)^21,Z(27)^14,Z(27)^13,Z(27)^16,Z(27)^24],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^17,Z(27)^4,Z(27)^1,Z(27)^17,Z(27)^16,Z(27)^12,Z(27)^9,Z(27)^17,Z(27)^25,
 Z(27)^13,Z(27)^12,Z(27)^5,Z(27)^12,Z(27)^4,Z(27)^18,Z(27)^9,Z(27)^24,Z(27)^25,
 Z(27)^10,Z(27)^18,Z(27)^26,Z(27)^21,Z(27)^1,Z(27)^11,Z(27)^12,Z(27)^8,Z(27)^17,
 Z(27)^7,Z(27)^12,Z(27)^3,Z(27)^6,Z(27)^15,Z(27)^10,Z(27)^4,Z(27)^17,Z(27)^18,
 Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^11,Z(27)^10,Z(27)^10,Z(27)^10,Z(27)^22,Z(27)^17,
 Z(27)^23,Z(27)^10,Z(27)^20,Z(27)^4,Z(27)^4,Z(27)^21,Z(27)^16,Z(27)^5,Z(27)^17,
 Z(27)^23,Z(27)^9,Z(27)^21,Z(27)^2,Z(27)^14,Z(27)^15,Z(27)^16,Z(27)^4,Z(27)^6,
 Z(27)^7,Z(27)^5,Z(27)^25,Z(27)^20,Z(27)^18,Z(27)^1,Z(27)^23,Z(27)^9,Z(27)^12,
 Z(27)^26,Z(27)^26,Z(27)^7,Z(27)^20,Z(27)^10,Z(27)^8,Z(27)^11,Z(27)^14,Z(27)^12,
 Z(27)^7,Z(27)^13,Z(27)^13,Z(27)^1,Z(27)^17,Z(27)^22,Z(27)^25,Z(27)^6,Z(27)^7,
 Z(27)^25,Z(27)^22,Z(27)^16,Z(27)^17,Z(27)^11,Z(27)^9,Z(27)^26,Z(27)^24,Z(27)^15,
 Z(27)^15,Z(27)^17,Z(27)^21,Z(27)^9,Z(27)^22,Z(27)^3,Z(27)^4,Z(27)^6,Z(27)^26,
 Z(27)^5,Z(27)^14,Z(27)^15,Z(27)^20,Z(27)^5,Z(27)^2,Z(27)^2,Z(27)^19,Z(27)^1,
 Z(27)^15,Z(27)^26,Z(27)^7,Z(27)^1,Z(27)^18,Z(27)^11,Z(27)^4,Z(27)^6,Z(27)^11,
 Z(27)^6,Z(27)^10,Z(27)^10,Z(27)^22,Z(27)^8,Z(27)^1,Z(27)^22,Z(27)^24,Z(27)^16,
 Z(27)^17,Z(27)^23,Z(27)^11,Z(27)^20,Z(27)^11,Z(27)^26,Z(27)^21,0*Z(27),Z(27)^2,
 Z(27)^12,Z(27)^2,Z(27)^8,Z(27)^21,Z(27)^23,Z(27)^24,Z(27)^2,Z(27)^9,Z(27)^15,
 Z(27)^8,Z(27)^23,Z(27)^8,Z(27)^12,Z(27)^16,Z(27)^21,Z(27)^3,Z(27)^8,Z(27)^16,
 Z(27)^14,Z(27)^18,Z(27)^4,Z(27)^14,Z(27)^21,Z(27)^7,Z(27)^24,Z(27)^14,0*Z(27),
 Z(27)^25,Z(27)^2,Z(27)^23,Z(27)^5,Z(27)^7,Z(27)^23,Z(27)^10,Z(27)^13,Z(27)^4,
 Z(27)^6,Z(27)^8,Z(27)^2,Z(27)^22,Z(27)^12,Z(27)^17,Z(27)^16,Z(27)^24,Z(27)^23,
 Z(27)^23,Z(27)^5,Z(27)^15,Z(27)^6,Z(27)^22,Z(27)^9,Z(27)^6,Z(27)^11,Z(27)^4,
 Z(27)^8,Z(27)^12,Z(27)^25,Z(27)^7,Z(27)^23,Z(27)^26,Z(27)^18,Z(27)^26,Z(27)^3,
 Z(27)^18,0*Z(27),Z(27)^2,Z(27)^17,Z(27)^22,Z(27)^24,Z(27)^7,Z(27)^21,Z(27)^7,
 Z(27)^13,Z(27)^25,Z(27)^21,Z(27)^16,Z(27)^11,Z(27)^5,Z(27)^17,Z(27)^22,Z(27)^15,
 Z(27)^22,Z(27)^11,Z(27)^26,Z(27)^11,Z(27)^17,Z(27)^11,Z(27)^26,Z(27)^11,Z(27)^26,
 Z(27)^21,Z(27)^9,Z(27)^23,Z(27)^7,Z(27)^22,Z(27)^12,Z(27)^12,Z(27)^18,Z(27)^11,
 Z(27)^24,Z(27)^14,Z(27)^23,Z(27)^2,Z(27)^26,Z(27)^7,Z(27)^17,Z(27)^10,Z(27)^18,
 Z(27)^1,Z(27)^17,Z(27)^25,Z(27)^18,Z(27)^6,Z(27)^14,Z(27)^17,Z(27)^6,Z(27)^1,
 Z(27)^18,Z(27)^10,Z(27)^20,Z(27)^18,Z(27)^25,Z(27)^25,Z(27)^23,Z(27)^16,Z(27)^12,
 Z(27)^25,Z(27)^18,Z(27)^24,Z(27)^13,Z(27)^21,Z(27)^22,Z(27)^16,Z(27)^9,Z(27)^21,
 Z(27)^1,Z(27)^26,Z(27)^15,Z(27)^24,Z(27)^26,Z(27)^9,Z(27)^12,Z(27)^2,Z(27)^9,
 Z(27)^24,Z(27)^11,Z(27)^12,Z(27)^12,Z(27)^2,Z(27)^7,Z(27)^18,Z(27)^18,Z(27)^17,
 Z(27)^19,Z(27)^14,Z(27)^21,Z(27)^14,Z(27)^19,Z(27)^12,Z(27)^9,Z(27)^15,Z(27)^17,
 Z(27)^3,Z(27)^7,Z(27)^5,Z(27)^13,Z(27)^9,Z(27)^17,Z(27)^6,Z(27)^22,Z(27)^5,Z(27)^26,
 Z(27)^2,Z(27)^21,Z(27)^17,Z(27)^8,Z(27)^26,Z(27)^14,Z(27)^8,0*Z(27),Z(27)^1,
 Z(27)^3,Z(27)^4,Z(27)^5,Z(27)^13,Z(27)^13,Z(27)^22,Z(27)^15,Z(27)^3,Z(27)^22,
 Z(27)^18,Z(27)^24,Z(27)^5,Z(27)^18,0*Z(27),Z(27)^18,Z(27)^10,Z(27)^19,Z(27)^22,
 Z(27)^9,Z(27)^15,Z(27)^20,Z(27)^14,Z(27)^1,Z(27)^21,Z(27)^16,Z(27)^5],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^12,Z(27)^4,Z(27)^20,Z(27)^13,Z(27)^10,Z(27)^18,Z(27)^11,Z(27)^5,Z(27)^4,
 Z(27)^21,Z(27)^26,Z(27)^9,Z(27)^5,Z(27)^7,Z(27)^23,Z(27)^6,Z(27)^16,Z(27)^8,
 Z(27)^18,Z(27)^2,Z(27)^7,Z(27)^25,Z(27)^3,Z(27)^9,Z(27)^16,Z(27)^5,Z(27)^20,
 Z(27)^17,Z(27)^20,Z(27)^25,Z(27)^8,Z(27)^22,Z(27)^6,Z(27)^14,Z(27)^16,Z(27)^10,
 Z(27)^14,Z(27)^25,Z(27)^19,Z(27)^20,Z(27)^9,Z(27)^1,Z(27)^21,Z(27)^22,Z(27)^22,
 Z(27)^26,Z(27)^10,Z(27)^4,Z(27)^17,Z(27)^22,Z(27)^15,Z(27)^17,Z(27)^22,Z(27)^23,
 Z(27)^1,Z(27)^14,Z(27)^2,Z(27)^3,Z(27)^9,Z(27)^6,Z(27)^5,Z(27)^23,Z(27)^9,Z(27)^8,
 Z(27)^18,Z(27)^14,Z(27)^23,Z(27)^10,Z(27)^24,Z(27)^12,Z(27)^19,Z(27)^11,Z(27)^2,
 Z(27)^2,Z(27)^15,Z(27)^7,Z(27)^11,Z(27)^21,Z(27)^14,Z(27)^21,Z(27)^23,Z(27)^20,
 Z(27)^10,Z(27)^3,Z(27)^4,Z(27)^8,Z(27)^5,Z(27)^2,Z(27)^21,Z(27)^15,Z(27)^6,Z(27)^13,
 Z(27)^1,Z(27)^17,Z(27)^19,Z(27)^10,Z(27)^5,Z(27)^16,Z(27)^10,Z(27)^17,Z(27)^9,
 Z(27)^13,Z(27)^23,Z(27)^1,Z(27)^1,Z(27)^13,Z(27)^26,0*Z(27),Z(27)^14,0*Z(27),
 Z(27)^2,Z(27)^19,Z(27)^26,Z(27)^15,Z(27)^25,Z(27)^6,Z(27)^21,Z(27)^20,Z(27)^2,
 Z(27)^4,Z(27)^12,Z(27)^3,Z(27)^15,Z(27)^12,Z(27)^24,Z(27)^12,Z(27)^7,Z(27)^4,
 Z(27)^16,Z(27)^3,Z(27)^3,Z(27)^26,Z(27)^12,Z(27)^7,Z(27)^4,Z(27)^22,Z(27)^3,
 Z(27)^22,Z(27)^11,Z(27)^9,Z(27)^18,Z(27)^3,Z(27)^7,Z(27)^3,Z(27)^2,Z(27)^2,Z(27)^13,
 Z(27)^25,Z(27)^6,Z(27)^10,Z(27)^17,Z(27)^13,Z(27)^19,Z(27)^22,Z(27)^6,0*Z(27),
 Z(27)^22,Z(27)^22,Z(27)^20,Z(27)^7,Z(27)^1,Z(27)^12,Z(27)^16,Z(27)^4,Z(27)^4,
 Z(27)^11,Z(27)^4,Z(27)^26,Z(27)^13,Z(27)^7,Z(27)^18,Z(27)^23,Z(27)^1,Z(27)^23,
 Z(27)^7,Z(27)^4,Z(27)^23,Z(27)^12,Z(27)^9,Z(27)^21,Z(27)^23,Z(27)^4,Z(27)^17,
 Z(27)^14,Z(27)^1,Z(27)^24,Z(27)^10,Z(27)^25,Z(27)^13,Z(27)^20,Z(27)^13,Z(27)^9,
 Z(27)^15,Z(27)^25,Z(27)^5,Z(27)^18,Z(27)^12,Z(27)^11,Z(27)^6,Z(27)^6,Z(27)^23,
 Z(27)^23,0*Z(27),Z(27)^18,Z(27)^18,Z(27)^25,Z(27)^26,Z(27)^9,Z(27)^16,Z(27)^13,
 Z(27)^7,Z(27)^19,Z(27)^21,Z(27)^8,Z(27)^25,Z(27)^24,Z(27)^5,Z(27)^9,Z(27)^13,
 Z(27)^22,Z(27)^8,Z(27)^11,Z(27)^12,Z(27)^11,Z(27)^24,Z(27)^19,Z(27)^14,Z(27)^16,
 Z(27)^2,Z(27)^4,Z(27)^11,Z(27)^4,Z(27)^21,Z(27)^11,Z(27)^12,Z(27)^21,Z(27)^18,
 Z(27)^22,Z(27)^1,Z(27)^15,Z(27)^12,0*Z(27),Z(27)^2,Z(27)^8,Z(27)^15,Z(27)^8,
 Z(27)^16,Z(27)^18,Z(27)^18,Z(27)^10,Z(27)^19,Z(27)^14,Z(27)^12,Z(27)^2,Z(27)^18,
 Z(27)^3,Z(27)^25,Z(27)^17,Z(27)^7,Z(27)^26,Z(27)^22,Z(27)^19,Z(27)^7,Z(27)^12,
 Z(27)^20,Z(27)^14,Z(27)^23,Z(27)^16,Z(27)^11,Z(27)^9,Z(27)^9,Z(27)^13,Z(27)^8,
 Z(27)^8,Z(27)^5,Z(27)^6,Z(27)^25,Z(27)^21,Z(27)^21,0*Z(27),Z(27)^22,Z(27)^25,
 Z(27)^23,Z(27)^18,Z(27)^26,0*Z(27),Z(27)^6,Z(27)^17,Z(27)^2,Z(27)^23,Z(27)^26,
 Z(27)^20,Z(27)^23,Z(27)^20,Z(27)^2,Z(27)^3,Z(27)^15,Z(27)^3,Z(27)^6,Z(27)^24,
 Z(27)^19,Z(27)^3,Z(27)^26,Z(27)^12,Z(27)^10,Z(27)^7,Z(27)^25,Z(27)^6,Z(27)^23,
 Z(27)^1,Z(27)^21,Z(27)^2,Z(27)^18,Z(27)^20,Z(27)^10,Z(27)^17,Z(27)^20,Z(27)^21,
 Z(27)^26,Z(27)^19,Z(27)^8,Z(27)^17,Z(27)^12,Z(27)^12,Z(27)^21,Z(27)^18,Z(27)^11,
 Z(27)^24,Z(27)^24,Z(27)^5,Z(27)^14,Z(27)^16,Z(27)^21,Z(27)^2,Z(27)^14,Z(27)^8,
 Z(27)^25,Z(27)^7,Z(27)^7,Z(27)^22,Z(27)^22,Z(27)^25,Z(27)^12,Z(27)^24,Z(27)^9,
 Z(27)^13,Z(27)^10,Z(27)^5,Z(27)^12,Z(27)^21,Z(27)^15],
[Z(27)^11,Z(27)^1,Z(27)^14,Z(27)^16,Z(27)^26,Z(27)^17,Z(27)^1,Z(27)^6,Z(27)^20,
 Z(27)^17,Z(27)^1,Z(27)^2,Z(27)^22,Z(27)^7,Z(27)^20,Z(27)^8,Z(27)^3,Z(27)^21,
 Z(27)^8,Z(27)^24,Z(27)^6,Z(27)^10,Z(27)^23,Z(27)^18,Z(27)^26,Z(27)^1,Z(27)^10,
 Z(27)^14,Z(27)^18,Z(27)^7,Z(27)^24,Z(27)^15,Z(27)^18,Z(27)^18,Z(27)^20,Z(27)^4,
 Z(27)^17,Z(27)^2,Z(27)^6,Z(27)^7,Z(27)^24,Z(27)^19,Z(27)^13,Z(27)^13,Z(27)^10,
 Z(27)^23,Z(27)^9,Z(27)^3,Z(27)^15,Z(27)^19,Z(27)^2,Z(27)^13,Z(27)^25,Z(27)^15,
 Z(27)^16,Z(27)^17,Z(27)^23,Z(27)^8,Z(27)^21,0*Z(27),Z(27)^6,Z(27)^19,Z(27)^14,
 Z(27)^10,Z(27)^19,Z(27)^6,Z(27)^6,Z(27)^23,Z(27)^23,Z(27)^18,Z(27)^19,Z(27)^22,
 Z(27)^20,Z(27)^13,Z(27)^15,Z(27)^13,Z(27)^4,Z(27)^6,Z(27)^7,0*Z(27),Z(27)^9,
 Z(27)^26,Z(27)^16,Z(27)^9,Z(27)^4,Z(27)^10,Z(27)^22,Z(27)^24,Z(27)^18,Z(27)^24,
 Z(27)^12,Z(27)^2,Z(27)^21,Z(27)^12,Z(27)^25,Z(27)^22,Z(27)^8,Z(27)^11,Z(27)^12,
 Z(27)^13,Z(27)^4,Z(27)^5,Z(27)^8,Z(27)^3,0*Z(27),Z(27)^5,Z(27)^19,Z(27)^11,Z(27)^23,
 Z(27)^6,Z(27)^23,Z(27)^21,Z(27)^13,Z(27)^14,Z(27)^8,Z(27)^17,Z(27)^22,Z(27)^9,
 Z(27)^19,Z(27)^16,Z(27)^21,Z(27)^13,Z(27)^3,Z(27)^23,Z(27)^21,0*Z(27),Z(27)^12,
 Z(27)^1,Z(27)^6,Z(27)^2,Z(27)^14,0*Z(27),Z(27)^14,Z(27)^21,Z(27)^14,Z(27)^17,
 Z(27)^22,0*Z(27),Z(27)^20,Z(27)^13,Z(27)^24,Z(27)^26,Z(27)^21,Z(27)^6,Z(27)^12,
 Z(27)^13,Z(27)^2,Z(27)^17,Z(27)^23,Z(27)^19,Z(27)^15,Z(27)^10,Z(27)^24,Z(27)^7,
 Z(27)^19,Z(27)^1,Z(27)^14,Z(27)^2,Z(27)^1,Z(27)^19,Z(27)^7,Z(27)^20,Z(27)^14,
 Z(27)^21,Z(27)^26,Z(27)^11,Z(27)^3,Z(27)^21,Z(27)^26,Z(27)^8,Z(27)^17,Z(27)^6,
 Z(27)^7,Z(27)^17,Z(27)^2,Z(27)^8,Z(27)^7,Z(27)^24,Z(27)^22,Z(27)^9,0*Z(27),Z(27)^17,
 Z(27)^21,Z(27)^2,Z(27)^3,Z(27)^1,0*Z(27),Z(27)^14,Z(27)^16,0*Z(27),Z(27)^16,
 Z(27)^3,Z(27)^8,0*Z(27),Z(27)^15,Z(27)^13,0*Z(27),Z(27)^10,Z(27)^20,Z(27)^1,
 Z(27)^26,Z(27)^9,Z(27)^13,Z(27)^4,Z(27)^16,Z(27)^5,Z(27)^21,0*Z(27),Z(27)^11,
 Z(27)^6,Z(27)^1,Z(27)^9,Z(27)^22,Z(27)^17,Z(27)^21,0*Z(27),Z(27)^8,Z(27)^4,Z(27)^23,
 Z(27)^1,Z(27)^21,Z(27)^13,Z(27)^12,Z(27)^10,Z(27)^7,0*Z(27),Z(27)^1,Z(27)^8,
 Z(27)^8,Z(27)^21,Z(27)^21,Z(27)^18,Z(27)^6,Z(27)^10,Z(27)^12,Z(27)^22,Z(27)^21,
 Z(27)^20,Z(27)^15,Z(27)^23,0*Z(27),Z(27)^23,Z(27)^19,Z(27)^15,Z(27)^22,Z(27)^25,
 Z(27)^2,Z(27)^11,0*Z(27),Z(27)^18,Z(27)^3,Z(27)^12,Z(27)^12,Z(27)^2,Z(27)^24,
 Z(27)^2,Z(27)^16,Z(27)^9,Z(27)^14,Z(27)^2,Z(27)^6,Z(27)^19,Z(27)^1,Z(27)^5,Z(27)^14,
 0*Z(27),0*Z(27),Z(27)^15,Z(27)^24,Z(27)^8,Z(27)^24,Z(27)^13,Z(27)^3,Z(27)^23,
 Z(27)^9,Z(27)^11,Z(27)^15,Z(27)^19,Z(27)^25,Z(27)^25,Z(27)^9,Z(27)^12,Z(27)^2,
 Z(27)^8,Z(27)^11,Z(27)^8,Z(27)^24,Z(27)^11,Z(27)^2,Z(27)^19,Z(27)^20,0*Z(27),
 Z(27)^3,Z(27)^26,Z(27)^3,Z(27)^20,Z(27)^10,Z(27)^4,Z(27)^18,Z(27)^17,Z(27)^24,
 Z(27)^6,Z(27)^4,Z(27)^14,Z(27)^26,Z(27)^9,Z(27)^19,Z(27)^12,Z(27)^5,Z(27)^22,
 Z(27)^4,Z(27)^3,Z(27)^3,Z(27)^19,Z(27)^20,Z(27)^20,Z(27)^19,Z(27)^22,Z(27)^16,
 Z(27)^2,Z(27)^10,Z(27)^6,Z(27)^1,Z(27)^14,Z(27)^10,Z(27)^26,Z(27)^10,Z(27)^21,
 Z(27)^15,Z(27)^7,Z(27)^12,Z(27)^1,Z(27)^16,Z(27)^25,Z(27)^13,Z(27)^3,Z(27)^1,
 Z(27)^12,Z(27)^16,Z(27)^4,Z(27)^6,Z(27)^17,Z(27)^6,Z(27)^25,Z(27)^8,Z(27)^11,
 Z(27)^21,Z(27)^11,Z(27)^19,Z(27)^11,Z(27)^1],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^25,Z(27)^16,0*Z(27),Z(27)^3,Z(27)^10,Z(27)^17,Z(27)^26,Z(27)^23,Z(27)^11,
 Z(27)^12,Z(27)^25,Z(27)^16,Z(27)^16,Z(27)^20,Z(27)^9,Z(27)^17,Z(27)^6,Z(27)^12,
 0*Z(27),Z(27)^19,Z(27)^11,Z(27)^14,Z(27)^17,Z(27)^15,Z(27)^9,Z(27)^24,Z(27)^18,
 Z(27)^9,Z(27)^21,Z(27)^17,Z(27)^13,0*Z(27),Z(27)^6,Z(27)^15,Z(27)^23,Z(27)^6,
 Z(27)^2,Z(27)^10,Z(27)^14,Z(27)^19,Z(27)^4,Z(27)^20,Z(27)^24,Z(27)^5,Z(27)^17,
 Z(27)^11,Z(27)^1,Z(27)^24,Z(27)^19,Z(27)^7,Z(27)^9,Z(27)^14,Z(27)^13,Z(27)^15,
 Z(27)^17,Z(27)^26,Z(27)^8,Z(27)^23,Z(27)^15,Z(27)^12,Z(27)^9,Z(27)^14,Z(27)^10,
 Z(27)^11,Z(27)^5,Z(27)^5,Z(27)^12,Z(27)^26,Z(27)^22,Z(27)^13,Z(27)^4,Z(27)^12,
 Z(27)^23,Z(27)^24,Z(27)^7,Z(27)^20,Z(27)^12,Z(27)^17,Z(27)^2,Z(27)^4,Z(27)^4,
 Z(27)^13,Z(27)^22,Z(27)^17,Z(27)^12,Z(27)^5,Z(27)^13,Z(27)^18,Z(27)^7,Z(27)^14,
 Z(27)^3,Z(27)^16,Z(27)^11,Z(27)^14,Z(27)^3,Z(27)^22,Z(27)^22,Z(27)^20,Z(27)^4,
 Z(27)^18,Z(27)^15,Z(27)^14,Z(27)^5,Z(27)^21,Z(27)^1,Z(27)^26,Z(27)^2,Z(27)^18,
 Z(27)^7,Z(27)^21,Z(27)^14,Z(27)^19,Z(27)^15,Z(27)^11,Z(27)^11,Z(27)^8,Z(27)^15,
 Z(27)^21,Z(27)^24,Z(27)^6,Z(27)^2,Z(27)^17,Z(27)^13,Z(27)^12,Z(27)^11,Z(27)^25,
 Z(27)^11,Z(27)^23,Z(27)^14,Z(27)^10,Z(27)^5,Z(27)^11,Z(27)^12,Z(27)^13,Z(27)^5,
 Z(27)^15,Z(27)^12,Z(27)^18,Z(27)^11,Z(27)^24,Z(27)^9,Z(27)^7,Z(27)^6,Z(27)^16,
 Z(27)^7,0*Z(27),Z(27)^11,Z(27)^22,Z(27)^17,Z(27)^4,Z(27)^11,Z(27)^19,Z(27)^3,
 Z(27)^17,Z(27)^8,Z(27)^5,Z(27)^24,Z(27)^25,Z(27)^11,Z(27)^6,Z(27)^18,Z(27)^2,
 Z(27)^21,Z(27)^19,Z(27)^4,Z(27)^13,0*Z(27),Z(27)^17,Z(27)^25,Z(27)^21,Z(27)^26,
 Z(27)^19,Z(27)^14,Z(27)^14,Z(27)^23,Z(27)^13,Z(27)^9,Z(27)^26,Z(27)^5,Z(27)^14,
 Z(27)^17,Z(27)^19,Z(27)^9,Z(27)^1,Z(27)^4,0*Z(27),Z(27)^20,Z(27)^24,Z(27)^5,
 Z(27)^24,Z(27)^18,Z(27)^1,Z(27)^23,Z(27)^12,Z(27)^5,Z(27)^18,Z(27)^8,Z(27)^4,
 Z(27)^24,Z(27)^26,Z(27)^11,Z(27)^18,Z(27)^26,Z(27)^18,Z(27)^7,Z(27)^22,Z(27)^12,
 Z(27)^18,Z(27)^6,Z(27)^18,Z(27)^7,Z(27)^2,Z(27)^1,Z(27)^22,Z(27)^9,Z(27)^21,
 Z(27)^8,Z(27)^8,Z(27)^1,Z(27)^21,0*Z(27),0*Z(27),Z(27)^9,Z(27)^12,Z(27)^19,Z(27)^6,
 Z(27)^20,Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^21,Z(27)^12,Z(27)^19,Z(27)^12,Z(27)^12,
 Z(27)^1,Z(27)^5,Z(27)^9,Z(27)^2,Z(27)^24,Z(27)^9,Z(27)^15,Z(27)^11,Z(27)^21,
 Z(27)^14,Z(27)^14,Z(27)^11,0*Z(27),Z(27)^18,Z(27)^26,Z(27)^2,Z(27)^19,Z(27)^9,
 Z(27)^13,Z(27)^23,Z(27)^3,Z(27)^3,Z(27)^3,Z(27)^16,Z(27)^15,Z(27)^22,Z(27)^3,
 Z(27)^17,Z(27)^21,Z(27)^11,Z(27)^13,Z(27)^18,Z(27)^23,Z(27)^26,Z(27)^8,Z(27)^19,
 Z(27)^21,Z(27)^15,Z(27)^16,Z(27)^24,Z(27)^11,Z(27)^23,Z(27)^25,Z(27)^22,Z(27)^18,
 Z(27)^6,Z(27)^3,Z(27)^13,Z(27)^14,Z(27)^6,Z(27)^4,Z(27)^20,Z(27)^25,Z(27)^20,
 Z(27)^22,Z(27)^11,Z(27)^2,Z(27)^10,Z(27)^16,Z(27)^10,Z(27)^13,Z(27)^9,Z(27)^11,
 Z(27)^5,Z(27)^14,Z(27)^12,Z(27)^26,Z(27)^2,Z(27)^12,Z(27)^7,Z(27)^13,Z(27)^11,
 Z(27)^2,Z(27)^21,Z(27)^18,Z(27)^4,Z(27)^23,Z(27)^13,Z(27)^10,Z(27)^16,Z(27)^13,
 Z(27)^13,Z(27)^18,0*Z(27),Z(27)^8,Z(27)^19,Z(27)^12,Z(27)^11,Z(27)^18,Z(27)^15,
 Z(27)^6,Z(27)^10,Z(27)^11,Z(27)^3,Z(27)^24,Z(27)^3,Z(27)^25,Z(27)^14,Z(27)^6,
 Z(27)^16,Z(27)^17,Z(27)^21,Z(27)^8,Z(27)^5,Z(27)^8,Z(27)^1,Z(27)^2,Z(27)^5,Z(27)^22,
 Z(27)^20,Z(27)^1,Z(27)^4,Z(27)^8,Z(27)^4,Z(27)^21,Z(27)^10],
[Z(27)^13,Z(27)^3,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^13,Z(27)^16,Z(27)^10,Z(27)^3,
 Z(27)^8,Z(27)^23,Z(27)^20,Z(27)^11,Z(27)^11,Z(27)^18,Z(27)^18,Z(27)^26,Z(27)^1,
 Z(27)^24,Z(27)^20,Z(27)^26,Z(27)^23,Z(27)^19,Z(27)^23,Z(27)^2,Z(27)^11,Z(27)^1,
 Z(27)^5,Z(27)^6,Z(27)^22,Z(27)^1,Z(27)^12,Z(27)^26,Z(27)^8,Z(27)^22,Z(27)^6,
 Z(27)^11,Z(27)^10,Z(27)^23,Z(27)^2,Z(27)^4,Z(27)^19,Z(27)^6,Z(27)^6,Z(27)^11,
 Z(27)^24,Z(27)^5,Z(27)^14,Z(27)^13,Z(27)^7,Z(27)^2,Z(27)^20,Z(27)^10,Z(27)^12,
 Z(27)^19,Z(27)^10,0*Z(27),Z(27)^22,Z(27)^16,Z(27)^17,Z(27)^9,Z(27)^14,0*Z(27),
 Z(27)^5,Z(27)^1,Z(27)^15,Z(27)^8,Z(27)^24,Z(27)^10,Z(27)^10,Z(27)^18,Z(27)^21,
 Z(27)^4,Z(27)^6,Z(27)^12,Z(27)^17,Z(27)^23,Z(27)^1,Z(27)^26,Z(27)^6,Z(27)^17,
 Z(27)^20,Z(27)^21,Z(27)^1,Z(27)^26,Z(27)^11,Z(27)^25,Z(27)^26,Z(27)^15,Z(27)^8,
 Z(27)^22,Z(27)^24,Z(27)^20,Z(27)^10,Z(27)^22,Z(27)^12,Z(27)^16,Z(27)^11,Z(27)^18,
 Z(27)^7,Z(27)^3,Z(27)^10,Z(27)^7,Z(27)^22,Z(27)^17,Z(27)^4,Z(27)^22,Z(27)^13,
 Z(27)^17,Z(27)^8,Z(27)^17,Z(27)^20,Z(27)^22,Z(27)^16,Z(27)^7,Z(27)^22,0*Z(27),
 Z(27)^9,Z(27)^26,Z(27)^5,Z(27)^7,Z(27)^3,Z(27)^1,Z(27)^19,Z(27)^1,Z(27)^20,Z(27)^18,
 Z(27)^13,0*Z(27),Z(27)^25,Z(27)^21,Z(27)^5,Z(27)^26,Z(27)^21,Z(27)^1,Z(27)^19,
 Z(27)^17,Z(27)^1,Z(27)^19,Z(27)^10,Z(27)^11,Z(27)^10,Z(27)^4,Z(27)^3,Z(27)^22,
 Z(27)^14,Z(27)^11,Z(27)^8,Z(27)^11,Z(27)^14,0*Z(27),Z(27)^12,Z(27)^12,Z(27)^4,
 Z(27)^11,Z(27)^22,Z(27)^12,Z(27)^21,Z(27)^16,Z(27)^16,Z(27)^1,Z(27)^21,Z(27)^7,
 Z(27)^17,Z(27)^3,Z(27)^26,Z(27)^25,Z(27)^7,Z(27)^19,Z(27)^4,Z(27)^7,Z(27)^7,
 Z(27)^22,Z(27)^2,Z(27)^26,Z(27)^12,0*Z(27),Z(27)^7,Z(27)^11,Z(27)^20,0*Z(27),
 Z(27)^19,0*Z(27),Z(27)^11,Z(27)^19,Z(27)^5,Z(27)^11,Z(27)^16,Z(27)^15,Z(27)^12,
 0*Z(27),Z(27)^9,Z(27)^11,Z(27)^4,Z(27)^19,Z(27)^13,Z(27)^6,Z(27)^18,Z(27)^22,
 Z(27)^4,Z(27)^18,Z(27)^11,Z(27)^26,Z(27)^25,Z(27)^13,0*Z(27),Z(27)^17,Z(27)^13,
 Z(27)^25,Z(27)^8,Z(27)^24,Z(27)^24,Z(27)^20,Z(27)^9,Z(27)^19,Z(27)^13,Z(27)^2,
 Z(27)^26,Z(27)^4,Z(27)^23,Z(27)^12,Z(27)^9,Z(27)^26,Z(27)^16,Z(27)^15,Z(27)^9,
 Z(27)^24,Z(27)^8,Z(27)^2,Z(27)^17,Z(27)^8,Z(27)^9,Z(27)^21,Z(27)^24,Z(27)^14,
 Z(27)^21,Z(27)^12,Z(27)^17,Z(27)^22,Z(27)^26,Z(27)^1,Z(27)^9,Z(27)^7,Z(27)^11,
 Z(27)^22,Z(27)^14,Z(27)^4,Z(27)^14,Z(27)^14,Z(27)^25,Z(27)^26,Z(27)^8,0*Z(27),
 Z(27)^10,Z(27)^9,Z(27)^4,Z(27)^12,Z(27)^16,Z(27)^6,Z(27)^19,Z(27)^16,Z(27)^6,
 Z(27)^19,Z(27)^4,Z(27)^8,Z(27)^18,Z(27)^18,Z(27)^26,Z(27)^13,Z(27)^12,Z(27)^9,
 Z(27)^19,Z(27)^6,Z(27)^3,Z(27)^4,Z(27)^26,Z(27)^11,Z(27)^8,Z(27)^3,Z(27)^26,
 Z(27)^7,Z(27)^2,Z(27)^6,Z(27)^1,Z(27)^23,Z(27)^13,Z(27)^16,Z(27)^15,Z(27)^3,
 Z(27)^3,Z(27)^10,Z(27)^23,Z(27)^19,Z(27)^13,Z(27)^7,Z(27)^17,Z(27)^3,Z(27)^15,
 Z(27)^25,Z(27)^4,Z(27)^20,Z(27)^25,Z(27)^14,Z(27)^3,Z(27)^14,Z(27)^13,Z(27)^17,
 Z(27)^22,Z(27)^8,Z(27)^3,Z(27)^12,Z(27)^9,Z(27)^25,Z(27)^7,Z(27)^25,Z(27)^6,
 Z(27)^21,Z(27)^8,Z(27)^23,Z(27)^17,Z(27)^9,Z(27)^17,Z(27)^25,Z(27)^8,Z(27)^17,
 Z(27)^13,Z(27)^16,Z(27)^13,Z(27)^13,Z(27)^11,Z(27)^1,Z(27)^7,Z(27)^18,Z(27)^25,
 Z(27)^25,Z(27)^20,Z(27)^3,Z(27)^22,Z(27)^21,Z(27)^14,0*Z(27),Z(27)^4,Z(27)^2,
 0*Z(27),Z(27)^18,Z(27)^20,Z(27)^2,Z(27)^15,Z(27)^6,Z(27)^12,Z(27)^20],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^2,Z(27)^22,Z(27)^26,Z(27)^25,Z(27)^3,Z(27)^18,Z(27)^4,Z(27)^24,Z(27)^22,
 Z(27)^6,Z(27)^12,Z(27)^4,Z(27)^12,Z(27)^13,Z(27)^24,Z(27)^1,Z(27)^10,Z(27)^3,
 Z(27)^11,Z(27)^15,Z(27)^4,Z(27)^5,Z(27)^17,Z(27)^11,Z(27)^2,Z(27)^6,Z(27)^19,
 Z(27)^26,Z(27)^12,Z(27)^11,Z(27)^17,0*Z(27),Z(27)^11,Z(27)^24,Z(27)^10,Z(27)^26,
 Z(27)^10,Z(27)^8,Z(27)^14,Z(27)^24,Z(27)^7,Z(27)^2,Z(27)^6,Z(27)^16,Z(27)^24,
 Z(27)^7,Z(27)^25,Z(27)^11,Z(27)^14,Z(27)^10,Z(27)^10,Z(27)^17,Z(27)^1,Z(27)^22,
 Z(27)^26,Z(27)^6,Z(27)^4,Z(27)^19,Z(27)^2,Z(27)^25,Z(27)^3,Z(27)^1,Z(27)^14,
 Z(27)^12,Z(27)^22,Z(27)^12,Z(27)^18,Z(27)^25,Z(27)^15,Z(27)^24,Z(27)^14,Z(27)^3,
 Z(27)^6,Z(27)^25,Z(27)^12,Z(27)^23,Z(27)^15,Z(27)^5,Z(27)^20,Z(27)^7,Z(27)^12,
 Z(27)^7,Z(27)^16,Z(27)^15,Z(27)^4,Z(27)^4,Z(27)^8,Z(27)^3,Z(27)^22,Z(27)^13,
 Z(27)^7,Z(27)^25,Z(27)^18,Z(27)^5,Z(27)^22,Z(27)^5,Z(27)^23,Z(27)^16,Z(27)^9,
 Z(27)^13,Z(27)^12,Z(27)^23,Z(27)^8,Z(27)^14,Z(27)^8,Z(27)^25,Z(27)^1,Z(27)^25,
 Z(27)^23,Z(27)^2,Z(27)^4,Z(27)^22,Z(27)^20,Z(27)^15,Z(27)^9,Z(27)^10,Z(27)^6,
 Z(27)^26,Z(27)^8,Z(27)^22,Z(27)^9,Z(27)^18,Z(27)^8,Z(27)^24,Z(27)^10,Z(27)^6,
 Z(27)^16,Z(27)^8,Z(27)^21,Z(27)^8,Z(27)^16,Z(27)^12,Z(27)^4,Z(27)^2,Z(27)^5,
 Z(27)^26,Z(27)^4,Z(27)^3,Z(27)^19,Z(27)^10,Z(27)^9,Z(27)^5,Z(27)^15,Z(27)^22,
 0*Z(27),Z(27)^2,Z(27)^21,Z(27)^17,Z(27)^4,Z(27)^2,Z(27)^25,Z(27)^26,Z(27)^3,
 Z(27)^8,Z(27)^3,Z(27)^2,Z(27)^12,Z(27)^9,Z(27)^5,Z(27)^16,Z(27)^10,Z(27)^17,
 Z(27)^3,Z(27)^1,Z(27)^23,Z(27)^14,Z(27)^19,Z(27)^11,Z(27)^13,0*Z(27),Z(27)^15,
 Z(27)^7,Z(27)^12,Z(27)^18,Z(27)^21,Z(27)^25,Z(27)^18,0*Z(27),Z(27)^13,Z(27)^2,
 Z(27)^25,Z(27)^7,Z(27)^25,Z(27)^20,Z(27)^1,Z(27)^1,Z(27)^12,Z(27)^20,Z(27)^14,
 Z(27)^14,Z(27)^4,Z(27)^14,Z(27)^16,Z(27)^14,Z(27)^16,Z(27)^14,Z(27)^13,Z(27)^7,
 Z(27)^14,Z(27)^10,Z(27)^8,Z(27)^9,Z(27)^18,Z(27)^3,Z(27)^15,Z(27)^12,Z(27)^10,
 Z(27)^19,Z(27)^7,Z(27)^13,Z(27)^18,Z(27)^25,Z(27)^23,Z(27)^10,Z(27)^24,Z(27)^12,
 Z(27)^19,Z(27)^12,Z(27)^6,Z(27)^9,Z(27)^5,Z(27)^24,Z(27)^16,Z(27)^5,Z(27)^12,
 Z(27)^21,Z(27)^20,Z(27)^24,Z(27)^21,Z(27)^16,Z(27)^7,Z(27)^2,Z(27)^23,Z(27)^17,
 Z(27)^7,Z(27)^14,Z(27)^21,Z(27)^24,Z(27)^2,Z(27)^1,Z(27)^20,Z(27)^7,Z(27)^9,
 Z(27)^24,Z(27)^2,Z(27)^26,Z(27)^5,Z(27)^13,Z(27)^9,Z(27)^5,Z(27)^22,0*Z(27),
 Z(27)^3,Z(27)^18,Z(27)^17,Z(27)^2,Z(27)^14,Z(27)^7,Z(27)^3,Z(27)^13,Z(27)^13,
 Z(27)^26,Z(27)^18,Z(27)^6,0*Z(27),Z(27)^10,Z(27)^7,Z(27)^2,Z(27)^9,Z(27)^2,Z(27)^15,
 Z(27)^18,Z(27)^20,Z(27)^3,Z(27)^13,Z(27)^25,Z(27)^25,Z(27)^7,Z(27)^26,Z(27)^1,
 Z(27)^26,Z(27)^13,Z(27)^22,Z(27)^15,0*Z(27),Z(27)^11,Z(27)^24,Z(27)^15,Z(27)^20,
 Z(27)^16,Z(27)^11,Z(27)^22,Z(27)^18,Z(27)^22,Z(27)^6,Z(27)^8,Z(27)^24,Z(27)^19,
 Z(27)^11,Z(27)^15,Z(27)^25,Z(27)^19,Z(27)^24,Z(27)^10,Z(27)^5,Z(27)^13,Z(27)^23,
 0*Z(27),Z(27)^3,Z(27)^25,Z(27)^10,Z(27)^4,Z(27)^22,Z(27)^24,Z(27)^26,Z(27)^3,
 Z(27)^13,Z(27)^2,Z(27)^4,Z(27)^6,Z(27)^24,Z(27)^5,Z(27)^9,Z(27)^23,Z(27)^5,Z(27)^4,
 0*Z(27),Z(27)^23,Z(27)^14,Z(27)^8,Z(27)^11,Z(27)^5,Z(27)^20,Z(27)^20,Z(27)^11,
 Z(27)^1,Z(27)^14,Z(27)^10,Z(27)^4,Z(27)^13,Z(27)^15,Z(27)^25,Z(27)^11,Z(27)^20,
 Z(27)^22,Z(27)^1,Z(27)^7,Z(27)^22,Z(27)^24,Z(27)^10,Z(27)^24],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^21,Z(27)^24,Z(27)^20,Z(27)^9,Z(27)^5,Z(27)^9,Z(27)^21,Z(27)^14,Z(27)^10,
 Z(27)^12,Z(27)^10,Z(27)^23,Z(27)^23,Z(27)^8,Z(27)^6,Z(27)^4,Z(27)^19,Z(27)^20,
 Z(27)^9,Z(27)^19,Z(27)^24,Z(27)^6,Z(27)^22,Z(27)^1,Z(27)^6,Z(27)^20,Z(27)^13,
 Z(27)^16,Z(27)^16,Z(27)^8,Z(27)^7,Z(27)^20,Z(27)^10,Z(27)^7,Z(27)^22,Z(27)^1,
 Z(27)^26,Z(27)^16,Z(27)^16,Z(27)^18,Z(27)^23,Z(27)^16,Z(27)^2,Z(27)^24,Z(27)^17,
 Z(27)^1,Z(27)^25,Z(27)^17,Z(27)^26,Z(27)^1,Z(27)^19,Z(27)^23,Z(27)^6,Z(27)^9,
 Z(27)^19,Z(27)^6,Z(27)^17,Z(27)^6,Z(27)^22,Z(27)^17,Z(27)^26,Z(27)^1,Z(27)^17,
 Z(27)^5,Z(27)^15,Z(27)^1,Z(27)^18,Z(27)^11,Z(27)^7,Z(27)^19,Z(27)^23,Z(27)^18,
 Z(27)^24,Z(27)^8,Z(27)^23,Z(27)^7,Z(27)^14,Z(27)^6,Z(27)^8,Z(27)^25,Z(27)^7,
 Z(27)^2,Z(27)^10,Z(27)^13,Z(27)^7,Z(27)^18,Z(27)^20,Z(27)^15,Z(27)^22,Z(27)^4,
 Z(27)^9,Z(27)^15,Z(27)^20,Z(27)^15,Z(27)^3,Z(27)^11,Z(27)^8,Z(27)^17,Z(27)^26,
 Z(27)^3,Z(27)^8,Z(27)^16,Z(27)^5,Z(27)^1,Z(27)^8,Z(27)^4,Z(27)^14,Z(27)^16,Z(27)^14,
 Z(27)^13,Z(27)^23,Z(27)^25,Z(27)^17,Z(27)^10,Z(27)^16,Z(27)^22,Z(27)^19,Z(27)^9,
 Z(27)^10,0*Z(27),Z(27)^4,Z(27)^13,Z(27)^14,Z(27)^5,Z(27)^10,Z(27)^18,Z(27)^10,
 Z(27)^24,Z(27)^9,Z(27)^8,Z(27)^5,Z(27)^2,Z(27)^7,Z(27)^19,Z(27)^9,Z(27)^8,Z(27)^21,
 Z(27)^17,Z(27)^12,Z(27)^9,Z(27)^24,Z(27)^22,Z(27)^14,Z(27)^25,Z(27)^10,Z(27)^5,
 Z(27)^14,Z(27)^3,Z(27)^21,Z(27)^24,Z(27)^20,Z(27)^12,Z(27)^13,Z(27)^5,Z(27)^2,
 Z(27)^1,Z(27)^3,Z(27)^2,Z(27)^15,Z(27)^16,Z(27)^25,Z(27)^18,Z(27)^25,Z(27)^24,
 Z(27)^16,Z(27)^20,Z(27)^14,Z(27)^2,Z(27)^1,Z(27)^18,Z(27)^3,Z(27)^24,Z(27)^12,
 Z(27)^7,Z(27)^10,0*Z(27),Z(27)^20,Z(27)^26,Z(27)^19,0*Z(27),Z(27)^6,Z(27)^6,
 Z(27)^15,Z(27)^23,Z(27)^5,0*Z(27),Z(27)^2,Z(27)^13,Z(27)^9,Z(27)^7,Z(27)^8,Z(27)^25,
 Z(27)^20,Z(27)^2,Z(27)^14,Z(27)^20,Z(27)^22,Z(27)^12,Z(27)^7,Z(27)^20,Z(27)^8,
 Z(27)^1,Z(27)^24,Z(27)^14,Z(27)^26,Z(27)^17,Z(27)^2,Z(27)^24,Z(27)^1,Z(27)^17,
 Z(27)^13,Z(27)^5,Z(27)^24,Z(27)^26,Z(27)^21,Z(27)^19,Z(27)^19,Z(27)^19,Z(27)^16,
 Z(27)^17,Z(27)^8,Z(27)^5,Z(27)^15,Z(27)^3,Z(27)^16,Z(27)^3,Z(27)^19,Z(27)^5,
 Z(27)^21,Z(27)^12,Z(27)^11,Z(27)^15,Z(27)^8,Z(27)^20,Z(27)^5,Z(27)^14,Z(27)^8,
 Z(27)^17,Z(27)^17,Z(27)^2,Z(27)^11,Z(27)^13,Z(27)^21,0*Z(27),Z(27)^24,Z(27)^10,
 Z(27)^15,Z(27)^20,Z(27)^18,Z(27)^13,Z(27)^13,Z(27)^23,Z(27)^3,Z(27)^13,Z(27)^13,
 Z(27)^7,Z(27)^21,Z(27)^17,Z(27)^18,Z(27)^25,0*Z(27),Z(27)^14,Z(27)^15,0*Z(27),
 Z(27)^12,Z(27)^18,Z(27)^17,Z(27)^13,Z(27)^8,Z(27)^20,Z(27)^26,Z(27)^17,Z(27)^2,
 Z(27)^18,Z(27)^23,Z(27)^7,Z(27)^11,Z(27)^11,Z(27)^26,Z(27)^11,Z(27)^17,Z(27)^19,
 Z(27)^21,Z(27)^11,Z(27)^10,Z(27)^16,Z(27)^16,Z(27)^3,Z(27)^3,Z(27)^14,Z(27)^25,
 Z(27)^23,Z(27)^18,Z(27)^1,Z(27)^7,Z(27)^14,Z(27)^19,Z(27)^15,Z(27)^8,Z(27)^7,
 Z(27)^14,Z(27)^26,Z(27)^23,Z(27)^10,Z(27)^2,Z(27)^3,Z(27)^23,Z(27)^20,Z(27)^11,
 Z(27)^13,Z(27)^10,Z(27)^19,Z(27)^11,Z(27)^18,Z(27)^17,Z(27)^17,Z(27)^26,Z(27)^19,
 Z(27)^2,Z(27)^20,Z(27)^14,Z(27)^23,Z(27)^11,Z(27)^1,Z(27)^10,Z(27)^11,Z(27)^24,
 Z(27)^25,Z(27)^8,Z(27)^12,Z(27)^17,Z(27)^9,Z(27)^6,Z(27)^10,Z(27)^10,Z(27)^24,
 Z(27)^8,Z(27)^18,Z(27)^9,Z(27)^3,Z(27)^12,Z(27)^2,Z(27)^9,Z(27)^3,Z(27)^9,Z(27)^3,
 Z(27)^23,Z(27)^19,Z(27)^5,Z(27)^18,Z(27)^6],
[Z(27)^12,Z(27)^12,Z(27)^6,Z(27)^12,Z(27)^22,Z(27)^26,Z(27)^10,Z(27)^24,Z(27)^8,
 Z(27)^15,Z(27)^25,Z(27)^18,Z(27)^6,Z(27)^2,Z(27)^2,Z(27)^22,Z(27)^20,Z(27)^26,
 0*Z(27),Z(27)^19,Z(27)^26,Z(27)^15,Z(27)^19,0*Z(27),Z(27)^25,Z(27)^15,Z(27)^1,
 Z(27)^9,Z(27)^14,Z(27)^9,Z(27)^21,Z(27)^14,Z(27)^10,Z(27)^22,Z(27)^2,Z(27)^10,
 Z(27)^20,Z(27)^9,Z(27)^12,Z(27)^3,0*Z(27),Z(27)^5,Z(27)^11,Z(27)^5,Z(27)^22,
 Z(27)^18,Z(27)^24,Z(27)^3,0*Z(27),Z(27)^14,Z(27)^18,Z(27)^17,Z(27)^23,Z(27)^13,
 Z(27)^16,Z(27)^9,Z(27)^12,Z(27)^15,Z(27)^6,Z(27)^2,Z(27)^2,Z(27)^25,Z(27)^7,
 Z(27)^11,Z(27)^22,Z(27)^1,Z(27)^24,Z(27)^26,0*Z(27),Z(27)^4,Z(27)^9,Z(27)^17,
 Z(27)^10,Z(27)^12,Z(27)^7,Z(27)^9,Z(27)^19,Z(27)^15,Z(27)^8,Z(27)^14,Z(27)^24,
 Z(27)^16,Z(27)^26,Z(27)^6,Z(27)^18,Z(27)^12,Z(27)^4,Z(27)^20,Z(27)^5,Z(27)^26,
 Z(27)^17,Z(27)^1,Z(27)^19,Z(27)^13,Z(27)^2,Z(27)^7,Z(27)^24,Z(27)^20,Z(27)^1,
 Z(27)^25,Z(27)^3,Z(27)^26,Z(27)^19,Z(27)^6,Z(27)^2,Z(27)^7,Z(27)^7,Z(27)^19,
 Z(27)^3,Z(27)^25,Z(27)^6,Z(27)^23,Z(27)^6,Z(27)^10,Z(27)^2,Z(27)^17,Z(27)^23,
 Z(27)^1,Z(27)^7,Z(27)^24,Z(27)^10,Z(27)^10,Z(27)^8,Z(27)^21,Z(27)^3,Z(27)^15,
 Z(27)^6,0*Z(27),Z(27)^23,Z(27)^14,Z(27)^2,Z(27)^7,Z(27)^8,Z(27)^26,Z(27)^17,
 Z(27)^10,Z(27)^18,Z(27)^9,Z(27)^9,Z(27)^11,Z(27)^3,Z(27)^17,Z(27)^19,Z(27)^5,
 Z(27)^22,0*Z(27),Z(27)^26,Z(27)^13,Z(27)^16,Z(27)^19,Z(27)^21,Z(27)^8,Z(27)^15,
 Z(27)^16,Z(27)^12,Z(27)^2,Z(27)^4,Z(27)^8,Z(27)^23,Z(27)^18,Z(27)^19,Z(27)^24,
 Z(27)^1,Z(27)^24,Z(27)^2,Z(27)^13,Z(27)^3,Z(27)^1,Z(27)^20,Z(27)^18,Z(27)^17,
 Z(27)^26,Z(27)^11,Z(27)^20,Z(27)^9,Z(27)^23,Z(27)^15,Z(27)^17,Z(27)^18,Z(27)^15,
 Z(27)^10,Z(27)^10,Z(27)^15,Z(27)^10,Z(27)^24,Z(27)^16,Z(27)^4,Z(27)^18,Z(27)^20,
 Z(27)^24,Z(27)^9,Z(27)^1,Z(27)^19,Z(27)^14,Z(27)^7,Z(27)^10,Z(27)^20,Z(27)^11,
 Z(27)^18,Z(27)^23,Z(27)^5,Z(27)^8,Z(27)^15,Z(27)^2,Z(27)^17,Z(27)^24,Z(27)^21,
 Z(27)^9,Z(27)^12,Z(27)^4,Z(27)^18,Z(27)^22,Z(27)^5,Z(27)^7,Z(27)^7,Z(27)^25,
 Z(27)^20,Z(27)^3,0*Z(27),Z(27)^20,Z(27)^11,Z(27)^11,Z(27)^26,Z(27)^12,Z(27)^18,
 Z(27)^10,Z(27)^24,Z(27)^14,Z(27)^5,Z(27)^24,Z(27)^18,Z(27)^9,Z(27)^13,Z(27)^24,
 Z(27)^7,Z(27)^18,Z(27)^24,Z(27)^1,Z(27)^14,Z(27)^17,Z(27)^17,0*Z(27),Z(27)^26,
 Z(27)^24,Z(27)^23,Z(27)^15,Z(27)^22,Z(27)^2,Z(27)^14,Z(27)^23,Z(27)^9,Z(27)^3,
 Z(27)^10,Z(27)^21,Z(27)^23,Z(27)^17,0*Z(27),Z(27)^4,Z(27)^8,Z(27)^4,Z(27)^10,
 Z(27)^10,Z(27)^10,Z(27)^25,Z(27)^7,Z(27)^23,Z(27)^2,Z(27)^6,Z(27)^12,Z(27)^12,
 Z(27)^8,Z(27)^10,Z(27)^22,Z(27)^7,Z(27)^25,Z(27)^2,Z(27)^2,Z(27)^13,Z(27)^1,
 Z(27)^5,Z(27)^1,Z(27)^14,Z(27)^7,Z(27)^12,Z(27)^3,Z(27)^1,Z(27)^1,Z(27)^7,Z(27)^13,
 Z(27)^5,Z(27)^15,0*Z(27),Z(27)^14,Z(27)^23,Z(27)^1,Z(27)^11,Z(27)^4,Z(27)^26,
 Z(27)^5,Z(27)^9,Z(27)^21,Z(27)^14,Z(27)^1,Z(27)^11,Z(27)^18,Z(27)^6,Z(27)^8,
 Z(27)^17,Z(27)^8,Z(27)^12,Z(27)^20,Z(27)^5,Z(27)^25,Z(27)^11,Z(27)^8,Z(27)^3,
 Z(27)^6,Z(27)^12,Z(27)^9,Z(27)^22,Z(27)^23,Z(27)^13,Z(27)^14,Z(27)^21,Z(27)^1,
 Z(27)^24,Z(27)^3,Z(27)^26,Z(27)^18,Z(27)^12,Z(27)^23,Z(27)^15,Z(27)^8,Z(27)^19,
 Z(27)^25,0*Z(27),Z(27)^8,0*Z(27),Z(27)^1,Z(27)^25,Z(27)^9,Z(27)^5,Z(27)^22,Z(27)^25,
 Z(27)^21,Z(27)^26,Z(27)^15,Z(27)^20,Z(27)^22,Z(27)^25,Z(27)^18],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^11,Z(27)^18,Z(27)^13,Z(27)^13,Z(27)^17,Z(27)^4,Z(27)^13,Z(27)^12,Z(27)^2,
 Z(27)^20,Z(27)^6,Z(27)^2,Z(27)^6,Z(27)^7,Z(27)^4,Z(27)^23,Z(27)^17,Z(27)^14,
 Z(27)^5,Z(27)^18,Z(27)^15,Z(27)^10,Z(27)^8,Z(27)^17,Z(27)^7,Z(27)^8,Z(27)^25,
 Z(27)^21,Z(27)^19,Z(27)^1,Z(27)^12,Z(27)^7,Z(27)^5,Z(27)^17,Z(27)^16,Z(27)^12,
 Z(27)^15,Z(27)^13,Z(27)^23,Z(27)^1,Z(27)^17,Z(27)^26,Z(27)^24,Z(27)^12,Z(27)^20,
 Z(27)^9,Z(27)^23,Z(27)^11,Z(27)^19,Z(27)^14,Z(27)^17,Z(27)^1,Z(27)^9,Z(27)^7,
 Z(27)^18,Z(27)^15,Z(27)^1,Z(27)^26,Z(27)^22,Z(27)^24,Z(27)^14,Z(27)^9,Z(27)^5,
 Z(27)^2,Z(27)^18,Z(27)^9,Z(27)^25,Z(27)^26,Z(27)^23,Z(27)^24,Z(27)^1,Z(27)^14,
 Z(27)^4,Z(27)^8,Z(27)^22,Z(27)^19,Z(27)^3,0*Z(27),Z(27)^20,Z(27)^17,Z(27)^17,
 Z(27)^4,Z(27)^3,Z(27)^9,Z(27)^9,Z(27)^7,Z(27)^23,Z(27)^18,Z(27)^17,Z(27)^6,Z(27)^4,
 Z(27)^25,Z(27)^5,Z(27)^9,Z(27)^15,Z(27)^26,Z(27)^16,Z(27)^17,Z(27)^18,Z(27)^9,
 Z(27)^11,Z(27)^15,Z(27)^17,Z(27)^4,Z(27)^15,Z(27)^5,Z(27)^6,Z(27)^22,Z(27)^18,
 Z(27)^21,Z(27)^3,Z(27)^25,Z(27)^25,Z(27)^6,Z(27)^19,Z(27)^16,Z(27)^15,Z(27)^23,
 Z(27)^25,Z(27)^11,Z(27)^22,Z(27)^21,0*Z(27),Z(27)^24,Z(27)^7,Z(27)^7,Z(27)^23,
 Z(27)^10,Z(27)^11,Z(27)^8,Z(27)^12,Z(27)^1,Z(27)^22,0*Z(27),Z(27)^9,Z(27)^17,
 Z(27)^25,Z(27)^8,Z(27)^6,Z(27)^16,Z(27)^16,Z(27)^20,Z(27)^5,Z(27)^15,Z(27)^21,
 Z(27)^15,Z(27)^9,Z(27)^26,Z(27)^15,Z(27)^8,Z(27)^21,Z(27)^10,Z(27)^9,Z(27)^14,
 Z(27)^20,Z(27)^7,Z(27)^2,Z(27)^21,Z(27)^26,Z(27)^2,Z(27)^11,Z(27)^7,Z(27)^1,
 Z(27)^4,Z(27)^12,Z(27)^4,Z(27)^21,Z(27)^2,0*Z(27),Z(27)^5,Z(27)^6,Z(27)^12,Z(27)^5,
 Z(27)^10,Z(27)^26,Z(27)^4,Z(27)^13,Z(27)^24,Z(27)^10,Z(27)^6,Z(27)^15,Z(27)^22,
 Z(27)^25,Z(27)^17,Z(27)^2,Z(27)^19,Z(27)^13,Z(27)^23,Z(27)^11,Z(27)^16,Z(27)^9,
 Z(27)^6,Z(27)^26,Z(27)^17,Z(27)^15,Z(27)^4,Z(27)^15,Z(27)^10,Z(27)^17,Z(27)^10,
 Z(27)^24,Z(27)^15,Z(27)^3,Z(27)^9,0*Z(27),Z(27)^23,Z(27)^13,Z(27)^7,Z(27)^24,
 Z(27)^15,Z(27)^26,Z(27)^25,Z(27)^16,Z(27)^14,Z(27)^26,Z(27)^20,Z(27)^19,Z(27)^12,
 Z(27)^8,Z(27)^10,Z(27)^4,Z(27)^8,Z(27)^20,Z(27)^3,Z(27)^23,Z(27)^10,Z(27)^20,
 Z(27)^24,Z(27)^10,0*Z(27),Z(27)^15,Z(27)^20,Z(27)^11,Z(27)^17,Z(27)^24,Z(27)^13,
 Z(27)^5,Z(27)^8,Z(27)^4,Z(27)^6,Z(27)^15,Z(27)^17,0*Z(27),Z(27)^18,Z(27)^8,Z(27)^19,
 Z(27)^16,0*Z(27),Z(27)^23,Z(27)^7,Z(27)^12,Z(27)^12,Z(27)^25,Z(27)^1,Z(27)^20,
 Z(27)^25,Z(27)^2,Z(27)^18,Z(27)^13,Z(27)^6,Z(27)^11,Z(27)^1,Z(27)^4,Z(27)^16,
 Z(27)^9,Z(27)^13,Z(27)^12,Z(27)^20,Z(27)^22,Z(27)^9,Z(27)^3,Z(27)^9,Z(27)^7,
 Z(27)^9,Z(27)^19,0*Z(27),Z(27)^16,Z(27)^20,Z(27)^12,Z(27)^12,Z(27)^17,Z(27)^24,
 Z(27)^3,Z(27)^15,Z(27)^21,Z(27)^19,Z(27)^9,Z(27)^17,Z(27)^11,Z(27)^4,Z(27)^21,
 Z(27)^6,Z(27)^7,Z(27)^17,Z(27)^15,Z(27)^10,Z(27)^20,Z(27)^15,Z(27)^6,Z(27)^24,
 Z(27)^21,0*Z(27),Z(27)^17,Z(27)^15,Z(27)^9,Z(27)^23,Z(27)^3,Z(27)^14,Z(27)^14,
 Z(27)^15,Z(27)^6,Z(27)^17,Z(27)^17,Z(27)^6,0*Z(27),0*Z(27),Z(27)^1,Z(27)^25,
 Z(27)^1,Z(27)^22,Z(27)^5,Z(27)^7,Z(27)^13,Z(27)^20,Z(27)^2,Z(27)^22,Z(27)^11,
 Z(27)^5,Z(27)^4,Z(27)^2,Z(27)^16,Z(27)^5,Z(27)^13,Z(27)^22,Z(27)^25,Z(27)^14,
 Z(27)^19,Z(27)^2,Z(27)^11,Z(27)^3,Z(27)^9,Z(27)^21,Z(27)^7,Z(27)^12,Z(27)^13,
 Z(27)^21,Z(27)^10,Z(27)^4,Z(27)^20,Z(27)^16,Z(27)^23],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^1,Z(27)^11,Z(27)^23,Z(27)^21,0*Z(27),Z(27)^15,Z(27)^26,Z(27)^24,Z(27)^20,
 Z(27)^13,Z(27)^22,Z(27)^23,Z(27)^14,Z(27)^23,Z(27)^26,Z(27)^18,Z(27)^12,Z(27)^6,
 Z(27)^24,Z(27)^26,Z(27)^16,Z(27)^23,Z(27)^17,Z(27)^6,Z(27)^24,Z(27)^24,Z(27)^15,
 Z(27)^1,Z(27)^13,Z(27)^17,Z(27)^20,Z(27)^12,Z(27)^18,Z(27)^22,Z(27)^11,Z(27)^25,
 Z(27)^14,Z(27)^24,Z(27)^2,Z(27)^21,Z(27)^23,Z(27)^8,Z(27)^5,Z(27)^2,Z(27)^5,
 Z(27)^15,Z(27)^19,0*Z(27),Z(27)^13,Z(27)^25,Z(27)^21,Z(27)^22,Z(27)^17,Z(27)^13,
 Z(27)^23,Z(27)^15,Z(27)^22,Z(27)^13,Z(27)^8,Z(27)^10,Z(27)^16,Z(27)^16,Z(27)^7,
 Z(27)^9,Z(27)^25,Z(27)^18,Z(27)^11,Z(27)^6,Z(27)^3,Z(27)^16,Z(27)^5,Z(27)^13,
 Z(27)^15,Z(27)^11,Z(27)^1,Z(27)^16,Z(27)^12,Z(27)^22,Z(27)^6,Z(27)^2,Z(27)^11,
 Z(27)^19,Z(27)^1,0*Z(27),Z(27)^25,Z(27)^7,Z(27)^11,Z(27)^24,Z(27)^13,Z(27)^2,
 Z(27)^22,Z(27)^11,Z(27)^15,Z(27)^12,Z(27)^11,Z(27)^9,Z(27)^10,Z(27)^19,Z(27)^15,
 Z(27)^21,Z(27)^11,Z(27)^17,Z(27)^9,Z(27)^4,Z(27)^16,Z(27)^8,Z(27)^22,Z(27)^25,
 Z(27)^9,0*Z(27),Z(27)^12,Z(27)^16,Z(27)^14,0*Z(27),Z(27)^15,Z(27)^9,Z(27)^20,
 Z(27)^10,Z(27)^26,Z(27)^19,Z(27)^14,Z(27)^9,Z(27)^9,Z(27)^6,Z(27)^3,Z(27)^9,
 Z(27)^12,Z(27)^1,Z(27)^13,Z(27)^12,Z(27)^16,Z(27)^16,Z(27)^21,Z(27)^24,Z(27)^12,
 Z(27)^2,Z(27)^23,Z(27)^12,Z(27)^13,Z(27)^9,Z(27)^12,Z(27)^13,Z(27)^25,Z(27)^6,
 Z(27)^4,Z(27)^24,Z(27)^23,Z(27)^4,Z(27)^18,Z(27)^10,Z(27)^23,Z(27)^7,Z(27)^5,
 Z(27)^21,Z(27)^6,Z(27)^15,Z(27)^25,Z(27)^26,Z(27)^23,Z(27)^3,Z(27)^9,Z(27)^11,
 Z(27)^11,Z(27)^1,Z(27)^14,Z(27)^20,Z(27)^19,Z(27)^8,Z(27)^21,Z(27)^16,Z(27)^20,
 Z(27)^13,Z(27)^2,Z(27)^25,Z(27)^22,Z(27)^6,Z(27)^4,Z(27)^12,Z(27)^25,Z(27)^26,
 Z(27)^22,0*Z(27),Z(27)^3,Z(27)^10,Z(27)^9,Z(27)^25,Z(27)^22,Z(27)^18,Z(27)^23,
 Z(27)^23,Z(27)^14,0*Z(27),Z(27)^19,Z(27)^16,Z(27)^11,Z(27)^14,Z(27)^2,Z(27)^5,
 Z(27)^1,Z(27)^15,Z(27)^6,Z(27)^2,Z(27)^7,Z(27)^1,Z(27)^5,Z(27)^1,Z(27)^9,Z(27)^21,
 Z(27)^20,Z(27)^10,Z(27)^25,Z(27)^19,Z(27)^26,Z(27)^14,Z(27)^8,Z(27)^21,Z(27)^1,
 Z(27)^15,Z(27)^11,Z(27)^23,Z(27)^18,Z(27)^9,Z(27)^16,Z(27)^6,Z(27)^18,Z(27)^13,
 Z(27)^4,Z(27)^21,Z(27)^3,Z(27)^10,Z(27)^1,Z(27)^21,Z(27)^26,Z(27)^22,Z(27)^14,
 Z(27)^22,Z(27)^18,Z(27)^20,0*Z(27),Z(27)^10,Z(27)^4,Z(27)^26,Z(27)^5,Z(27)^18,
 0*Z(27),Z(27)^9,Z(27)^2,Z(27)^2,Z(27)^15,Z(27)^19,Z(27)^25,Z(27)^5,Z(27)^16,
 Z(27)^10,Z(27)^4,Z(27)^18,Z(27)^1,Z(27)^7,Z(27)^4,Z(27)^5,Z(27)^6,Z(27)^11,Z(27)^1,
 Z(27)^4,Z(27)^6,Z(27)^17,Z(27)^14,Z(27)^17,Z(27)^5,Z(27)^22,Z(27)^2,Z(27)^25,
 Z(27)^21,Z(27)^2,Z(27)^4,Z(27)^5,Z(27)^13,Z(27)^7,Z(27)^6,Z(27)^24,Z(27)^22,
 Z(27)^9,Z(27)^8,Z(27)^15,Z(27)^7,Z(27)^9,0*Z(27),Z(27)^12,Z(27)^12,Z(27)^23,
 Z(27)^13,Z(27)^3,Z(27)^12,Z(27)^17,Z(27)^23,Z(27)^20,Z(27)^20,Z(27)^9,Z(27)^14,
 Z(27)^19,Z(27)^9,Z(27)^4,Z(27)^19,Z(27)^22,Z(27)^12,Z(27)^7,Z(27)^7,Z(27)^20,
 Z(27)^17,Z(27)^1,Z(27)^25,Z(27)^1,Z(27)^21,Z(27)^17,Z(27)^4,Z(27)^6,Z(27)^18,
 Z(27)^18,Z(27)^14,Z(27)^4,Z(27)^13,Z(27)^12,Z(27)^9,Z(27)^5,Z(27)^10,Z(27)^6,
 Z(27)^6,Z(27)^10,Z(27)^17,Z(27)^2,Z(27)^22,Z(27)^8,Z(27)^23,Z(27)^23,Z(27)^17,
 Z(27)^17,Z(27)^22,Z(27)^24,Z(27)^9,Z(27)^19,Z(27)^20,Z(27)^1,Z(27)^15,Z(27)^10,
 Z(27)^8,Z(27)^3,Z(27)^18,Z(27)^20,Z(27)^5,Z(27)^10,Z(27)^9],
[Z(27)^16,Z(27)^5,Z(27)^20,Z(27)^1,Z(27)^22,Z(27)^18,Z(27)^4,Z(27)^1,Z(27)^8,
 Z(27)^16,Z(27)^11,Z(27)^19,Z(27)^16,Z(27)^14,Z(27)^18,Z(27)^26,Z(27)^9,Z(27)^21,
 Z(27)^26,Z(27)^14,Z(27)^22,Z(27)^10,Z(27)^24,Z(27)^10,Z(27)^3,Z(27)^26,Z(27)^3,
 Z(27)^22,Z(27)^9,Z(27)^23,Z(27)^10,Z(27)^9,Z(27)^9,Z(27)^10,Z(27)^9,Z(27)^14,
 Z(27)^2,Z(27)^24,Z(27)^22,Z(27)^5,Z(27)^17,Z(27)^11,Z(27)^26,Z(27)^22,Z(27)^5,
 Z(27)^15,Z(27)^17,Z(27)^26,Z(27)^19,Z(27)^14,Z(27)^5,Z(27)^11,Z(27)^24,Z(27)^14,
 0*Z(27),Z(27)^5,Z(27)^16,Z(27)^13,0*Z(27),Z(27)^18,Z(27)^18,Z(27)^5,Z(27)^18,
 Z(27)^12,Z(27)^3,Z(27)^16,Z(27)^22,Z(27)^22,Z(27)^25,Z(27)^16,Z(27)^25,Z(27)^14,
 Z(27)^22,Z(27)^13,Z(27)^6,Z(27)^22,Z(27)^11,Z(27)^14,Z(27)^9,Z(27)^3,Z(27)^18,
 Z(27)^23,Z(27)^17,Z(27)^12,Z(27)^14,Z(27)^11,Z(27)^10,Z(27)^24,Z(27)^14,Z(27)^8,
 Z(27)^9,Z(27)^12,Z(27)^8,Z(27)^13,0*Z(27),Z(27)^21,Z(27)^21,Z(27)^17,Z(27)^15,
 Z(27)^14,Z(27)^18,Z(27)^3,Z(27)^11,Z(27)^21,Z(27)^2,Z(27)^2,Z(27)^7,Z(27)^21,
 Z(27)^19,Z(27)^20,Z(27)^3,Z(27)^13,Z(27)^9,0*Z(27),Z(27)^14,Z(27)^19,Z(27)^26,
 Z(27)^3,Z(27)^6,Z(27)^9,Z(27)^18,Z(27)^3,Z(27)^11,Z(27)^15,Z(27)^24,Z(27)^25,
 Z(27)^21,Z(27)^21,Z(27)^7,Z(27)^2,Z(27)^18,Z(27)^1,Z(27)^13,Z(27)^14,Z(27)^5,
 Z(27)^11,Z(27)^11,Z(27)^11,Z(27)^26,Z(27)^9,Z(27)^17,Z(27)^7,Z(27)^23,Z(27)^1,
 Z(27)^16,Z(27)^1,0*Z(27),Z(27)^1,Z(27)^14,Z(27)^25,Z(27)^7,Z(27)^2,Z(27)^4,Z(27)^26,
 Z(27)^20,Z(27)^17,Z(27)^12,Z(27)^14,Z(27)^7,Z(27)^6,Z(27)^21,Z(27)^9,Z(27)^9,
 Z(27)^11,Z(27)^8,Z(27)^19,Z(27)^16,Z(27)^9,Z(27)^10,Z(27)^23,Z(27)^2,Z(27)^25,
 Z(27)^16,Z(27)^21,Z(27)^11,Z(27)^11,Z(27)^7,Z(27)^6,Z(27)^19,Z(27)^24,Z(27)^15,
 Z(27)^14,Z(27)^6,Z(27)^11,Z(27)^26,Z(27)^22,Z(27)^22,Z(27)^24,Z(27)^13,Z(27)^4,
 Z(27)^21,Z(27)^17,Z(27)^2,Z(27)^7,Z(27)^8,Z(27)^11,Z(27)^1,Z(27)^6,Z(27)^7,0*Z(27),
 Z(27)^22,0*Z(27),Z(27)^11,Z(27)^18,Z(27)^10,Z(27)^10,Z(27)^16,Z(27)^18,Z(27)^22,
 0*Z(27),Z(27)^19,Z(27)^22,Z(27)^15,0*Z(27),Z(27)^17,Z(27)^1,Z(27)^22,Z(27)^5,
 Z(27)^18,Z(27)^20,Z(27)^23,Z(27)^3,Z(27)^6,Z(27)^7,Z(27)^1,Z(27)^3,Z(27)^10,
 Z(27)^8,Z(27)^13,Z(27)^23,Z(27)^4,Z(27)^26,Z(27)^14,Z(27)^18,Z(27)^18,Z(27)^20,
 Z(27)^18,Z(27)^8,Z(27)^14,Z(27)^26,Z(27)^20,Z(27)^13,Z(27)^2,Z(27)^24,Z(27)^23,
 Z(27)^26,Z(27)^9,Z(27)^20,Z(27)^3,Z(27)^15,Z(27)^22,Z(27)^18,Z(27)^25,Z(27)^2,
 Z(27)^11,Z(27)^10,Z(27)^14,Z(27)^17,Z(27)^10,Z(27)^17,Z(27)^2,Z(27)^11,Z(27)^15,
 Z(27)^10,Z(27)^25,Z(27)^13,Z(27)^20,Z(27)^18,Z(27)^16,Z(27)^20,Z(27)^19,Z(27)^23,
 Z(27)^2,Z(27)^4,Z(27)^18,Z(27)^15,Z(27)^10,Z(27)^26,Z(27)^26,Z(27)^15,Z(27)^20,
 Z(27)^17,Z(27)^10,Z(27)^10,Z(27)^7,Z(27)^5,Z(27)^20,Z(27)^2,Z(27)^23,Z(27)^15,
 Z(27)^7,Z(27)^6,Z(27)^12,Z(27)^5,Z(27)^4,Z(27)^10,Z(27)^5,Z(27)^26,Z(27)^2,Z(27)^26,
 Z(27)^21,Z(27)^19,Z(27)^22,Z(27)^26,Z(27)^25,Z(27)^18,Z(27)^2,Z(27)^7,Z(27)^4,
 Z(27)^16,Z(27)^21,Z(27)^26,Z(27)^18,Z(27)^11,Z(27)^1,Z(27)^14,Z(27)^9,Z(27)^4,
 Z(27)^11,Z(27)^1,Z(27)^11,Z(27)^21,Z(27)^7,Z(27)^22,Z(27)^22,Z(27)^12,0*Z(27),
 0*Z(27),Z(27)^19,Z(27)^4,Z(27)^26,Z(27)^20,0*Z(27),Z(27)^8,Z(27)^11,Z(27)^22,
 Z(27)^23,Z(27)^25,Z(27)^12,Z(27)^18,Z(27)^17,Z(27)^25,Z(27)^21,Z(27)^21,Z(27)^20,
 Z(27)^5,Z(27)^6,Z(27)^8,Z(27)^13,Z(27)^14,Z(27)^8],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^7,0*Z(27),Z(27)^13,Z(27)^16,Z(27)^23,Z(27)^25,Z(27)^10,Z(27)^6,Z(27)^9,
 Z(27)^26,Z(27)^13,Z(27)^7,Z(27)^2,Z(27)^15,Z(27)^3,Z(27)^20,Z(27)^12,0*Z(27),
 Z(27)^25,Z(27)^13,Z(27)^6,Z(27)^17,Z(27)^23,Z(27)^7,Z(27)^19,Z(27)^23,Z(27)^20,
 0*Z(27),Z(27)^24,Z(27)^23,Z(27)^18,Z(27)^24,Z(27)^8,Z(27)^13,Z(27)^10,Z(27)^7,
 Z(27)^5,Z(27)^4,Z(27)^15,Z(27)^20,Z(27)^22,Z(27)^6,Z(27)^9,Z(27)^16,Z(27)^19,
 Z(27)^16,Z(27)^25,Z(27)^16,Z(27)^19,Z(27)^21,Z(27)^9,Z(27)^3,Z(27)^22,Z(27)^9,
 Z(27)^5,Z(27)^26,Z(27)^23,Z(27)^8,Z(27)^10,Z(27)^17,Z(27)^2,0*Z(27),Z(27)^2,
 Z(27)^23,Z(27)^10,Z(27)^7,Z(27)^2,Z(27)^11,Z(27)^11,Z(27)^12,0*Z(27),Z(27)^8,
 Z(27)^9,Z(27)^13,Z(27)^12,Z(27)^21,Z(27)^19,Z(27)^5,Z(27)^11,Z(27)^24,Z(27)^22,
 Z(27)^1,Z(27)^12,Z(27)^23,Z(27)^8,Z(27)^18,Z(27)^15,Z(27)^5,Z(27)^15,Z(27)^17,
 Z(27)^16,Z(27)^22,Z(27)^18,0*Z(27),Z(27)^2,Z(27)^25,Z(27)^19,Z(27)^20,Z(27)^8,
 Z(27)^26,Z(27)^16,Z(27)^23,Z(27)^22,Z(27)^8,Z(27)^6,Z(27)^1,Z(27)^21,Z(27)^4,
 Z(27)^25,Z(27)^26,Z(27)^22,Z(27)^13,Z(27)^7,Z(27)^20,Z(27)^14,Z(27)^9,Z(27)^7,
 Z(27)^14,Z(27)^21,Z(27)^23,Z(27)^23,Z(27)^4,Z(27)^7,Z(27)^7,Z(27)^26,Z(27)^3,
 Z(27)^2,Z(27)^16,Z(27)^16,Z(27)^22,Z(27)^22,Z(27)^14,Z(27)^8,Z(27)^13,Z(27)^12,
 Z(27)^9,Z(27)^9,Z(27)^8,Z(27)^22,Z(27)^5,Z(27)^14,Z(27)^10,Z(27)^13,Z(27)^14,
 Z(27)^11,Z(27)^16,Z(27)^6,Z(27)^6,Z(27)^15,Z(27)^15,Z(27)^11,Z(27)^15,Z(27)^5,
 Z(27)^15,Z(27)^23,Z(27)^2,Z(27)^7,Z(27)^2,Z(27)^17,Z(27)^20,Z(27)^23,Z(27)^20,
 Z(27)^3,Z(27)^24,Z(27)^19,Z(27)^11,Z(27)^5,Z(27)^6,0*Z(27),Z(27)^23,Z(27)^9,
 Z(27)^23,Z(27)^15,Z(27)^5,Z(27)^26,Z(27)^23,Z(27)^1,Z(27)^6,Z(27)^15,Z(27)^9,
 Z(27)^21,0*Z(27),Z(27)^18,Z(27)^1,Z(27)^15,Z(27)^2,Z(27)^17,Z(27)^18,Z(27)^26,
 Z(27)^18,Z(27)^7,0*Z(27),Z(27)^17,Z(27)^4,Z(27)^5,Z(27)^20,Z(27)^12,Z(27)^25,
 Z(27)^7,Z(27)^20,Z(27)^14,Z(27)^12,Z(27)^16,Z(27)^17,Z(27)^23,Z(27)^14,Z(27)^3,
 Z(27)^21,Z(27)^12,Z(27)^1,Z(27)^23,Z(27)^20,Z(27)^19,Z(27)^8,Z(27)^14,Z(27)^5,
 Z(27)^22,Z(27)^8,Z(27)^20,Z(27)^17,Z(27)^17,Z(27)^15,Z(27)^18,Z(27)^6,Z(27)^9,
 Z(27)^16,Z(27)^16,Z(27)^19,Z(27)^10,Z(27)^26,Z(27)^3,Z(27)^25,Z(27)^9,Z(27)^17,
 Z(27)^5,Z(27)^26,Z(27)^17,Z(27)^6,Z(27)^6,Z(27)^20,Z(27)^5,0*Z(27),Z(27)^21,
 Z(27)^7,Z(27)^18,Z(27)^3,Z(27)^24,Z(27)^26,Z(27)^14,Z(27)^26,Z(27)^6,Z(27)^1,
 Z(27)^4,Z(27)^9,Z(27)^23,Z(27)^11,Z(27)^11,Z(27)^22,Z(27)^24,Z(27)^3,Z(27)^12,
 0*Z(27),Z(27)^26,Z(27)^21,Z(27)^25,Z(27)^9,Z(27)^14,Z(27)^24,Z(27)^14,Z(27)^22,
 Z(27)^8,Z(27)^17,Z(27)^19,0*Z(27),Z(27)^10,Z(27)^12,0*Z(27),Z(27)^21,0*Z(27),
 Z(27)^14,Z(27)^25,Z(27)^20,0*Z(27),Z(27)^10,Z(27)^9,Z(27)^14,Z(27)^9,Z(27)^23,
 Z(27)^25,Z(27)^17,Z(27)^15,Z(27)^14,Z(27)^9,Z(27)^17,Z(27)^3,Z(27)^1,Z(27)^8,
 0*Z(27),Z(27)^5,Z(27)^2,Z(27)^11,Z(27)^24,Z(27)^4,0*Z(27),Z(27)^14,Z(27)^4,Z(27)^13,
 Z(27)^25,Z(27)^19,Z(27)^10,Z(27)^8,Z(27)^14,Z(27)^9,Z(27)^23,Z(27)^17,Z(27)^17,
 Z(27)^26,Z(27)^22,Z(27)^13,Z(27)^1,Z(27)^1,Z(27)^19,Z(27)^26,Z(27)^6,Z(27)^14,
 Z(27)^19,Z(27)^18,Z(27)^14,Z(27)^19,Z(27)^9,Z(27)^5,Z(27)^22,Z(27)^17,Z(27)^9,
 Z(27)^6,Z(27)^6,Z(27)^23,Z(27)^6,Z(27)^2,Z(27)^18,Z(27)^24,Z(27)^8,Z(27)^5,Z(27)^8,
 Z(27)^11,Z(27)^3,Z(27)^1,Z(27)^18,Z(27)^13,Z(27)^17,Z(27)^16],
[Z(27)^18,Z(27)^12,Z(27)^21,Z(27)^2,Z(27)^16,Z(27)^9,Z(27)^5,Z(27)^11,Z(27)^16,
 Z(27)^2,Z(27)^7,Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^5,Z(27)^4,Z(27)^5,Z(27)^18,Z(27)^16,
 Z(27)^14,Z(27)^16,Z(27)^9,Z(27)^18,Z(27)^12,Z(27)^23,Z(27)^22,Z(27)^6,0*Z(27),
 Z(27)^11,Z(27)^15,Z(27)^25,Z(27)^1,Z(27)^13,Z(27)^21,Z(27)^6,0*Z(27),Z(27)^11,
 Z(27)^10,Z(27)^7,Z(27)^3,Z(27)^7,Z(27)^12,Z(27)^1,Z(27)^17,Z(27)^14,Z(27)^15,
 Z(27)^25,Z(27)^16,Z(27)^15,Z(27)^19,Z(27)^13,Z(27)^7,Z(27)^12,Z(27)^3,Z(27)^16,
 Z(27)^20,Z(27)^4,Z(27)^4,Z(27)^25,Z(27)^19,Z(27)^8,Z(27)^14,Z(27)^7,Z(27)^3,
 Z(27)^11,Z(27)^2,Z(27)^4,Z(27)^19,Z(27)^15,Z(27)^16,Z(27)^5,Z(27)^26,Z(27)^21,
 Z(27)^11,Z(27)^20,0*Z(27),Z(27)^22,Z(27)^1,Z(27)^6,Z(27)^25,Z(27)^11,Z(27)^13,
 Z(27)^2,Z(27)^24,Z(27)^24,Z(27)^1,Z(27)^1,Z(27)^3,Z(27)^17,Z(27)^7,Z(27)^19,
 Z(27)^8,Z(27)^4,Z(27)^15,Z(27)^26,Z(27)^1,Z(27)^16,Z(27)^17,Z(27)^9,Z(27)^1,
 Z(27)^13,Z(27)^15,Z(27)^11,Z(27)^17,Z(27)^21,Z(27)^25,Z(27)^21,Z(27)^19,Z(27)^13,
 Z(27)^23,Z(27)^3,Z(27)^9,Z(27)^14,Z(27)^16,Z(27)^16,Z(27)^3,Z(27)^7,Z(27)^20,
 Z(27)^6,Z(27)^20,Z(27)^21,Z(27)^10,Z(27)^26,Z(27)^7,Z(27)^7,Z(27)^11,Z(27)^18,
 Z(27)^11,Z(27)^13,Z(27)^24,Z(27)^5,Z(27)^21,Z(27)^2,Z(27)^7,Z(27)^5,Z(27)^19,
 Z(27)^12,Z(27)^20,Z(27)^8,Z(27)^8,Z(27)^15,Z(27)^15,Z(27)^5,Z(27)^3,Z(27)^5,
 Z(27)^19,Z(27)^4,Z(27)^14,Z(27)^22,Z(27)^25,Z(27)^2,Z(27)^19,Z(27)^13,Z(27)^18,
 Z(27)^26,Z(27)^13,Z(27)^18,Z(27)^23,Z(27)^6,Z(27)^14,Z(27)^5,Z(27)^19,Z(27)^17,
 0*Z(27),Z(27)^21,Z(27)^24,Z(27)^7,Z(27)^2,Z(27)^9,Z(27)^14,Z(27)^23,Z(27)^15,
 Z(27)^14,0*Z(27),Z(27)^21,Z(27)^19,Z(27)^25,Z(27)^10,Z(27)^21,Z(27)^8,Z(27)^22,
 Z(27)^9,0*Z(27),Z(27)^10,Z(27)^2,Z(27)^5,Z(27)^14,Z(27)^16,Z(27)^23,Z(27)^8,
 Z(27)^2,Z(27)^11,Z(27)^14,Z(27)^18,Z(27)^2,Z(27)^6,Z(27)^4,Z(27)^18,0*Z(27),
 Z(27)^19,Z(27)^5,Z(27)^9,Z(27)^14,Z(27)^4,Z(27)^14,Z(27)^9,Z(27)^15,Z(27)^9,
 0*Z(27),Z(27)^25,Z(27)^2,Z(27)^3,Z(27)^16,Z(27)^1,Z(27)^22,Z(27)^15,Z(27)^15,
 Z(27)^5,Z(27)^17,Z(27)^10,Z(27)^13,Z(27)^25,Z(27)^6,Z(27)^20,Z(27)^17,Z(27)^11,
 Z(27)^13,Z(27)^12,Z(27)^11,Z(27)^21,Z(27)^9,Z(27)^7,Z(27)^7,Z(27)^21,Z(27)^2,
 Z(27)^24,Z(27)^8,Z(27)^25,Z(27)^4,Z(27)^11,Z(27)^8,Z(27)^17,Z(27)^20,Z(27)^26,
 Z(27)^13,Z(27)^21,Z(27)^12,Z(27)^8,Z(27)^19,Z(27)^17,0*Z(27),Z(27)^18,Z(27)^7,
 Z(27)^2,Z(27)^5,Z(27)^1,Z(27)^18,Z(27)^23,Z(27)^20,Z(27)^9,Z(27)^15,Z(27)^7,
 Z(27)^8,Z(27)^3,Z(27)^1,Z(27)^12,Z(27)^26,Z(27)^10,Z(27)^17,Z(27)^17,Z(27)^5,
 Z(27)^26,Z(27)^25,Z(27)^14,Z(27)^2,Z(27)^12,Z(27)^24,Z(27)^21,Z(27)^25,Z(27)^19,
 Z(27)^7,Z(27)^12,Z(27)^21,Z(27)^10,Z(27)^23,Z(27)^1,Z(27)^11,Z(27)^14,Z(27)^23,
 Z(27)^8,Z(27)^10,Z(27)^4,Z(27)^7,Z(27)^11,Z(27)^7,Z(27)^17,Z(27)^22,Z(27)^15,
 Z(27)^19,Z(27)^16,Z(27)^8,Z(27)^21,Z(27)^22,Z(27)^6,Z(27)^26,Z(27)^5,Z(27)^26,
 Z(27)^2,Z(27)^17,0*Z(27),Z(27)^23,Z(27)^2,Z(27)^21,Z(27)^3,Z(27)^18,Z(27)^1,
 Z(27)^22,Z(27)^16,Z(27)^23,Z(27)^13,Z(27)^13,Z(27)^24,Z(27)^12,Z(27)^13,Z(27)^8,
 Z(27)^10,Z(27)^14,Z(27)^2,Z(27)^21,Z(27)^20,Z(27)^19,Z(27)^20,Z(27)^11,Z(27)^23,
 Z(27)^8,Z(27)^21,Z(27)^6,Z(27)^11,Z(27)^20,Z(27)^15,Z(27)^20,Z(27)^16,Z(27)^3,
 Z(27)^21,Z(27)^19,Z(27)^24,Z(27)^19,Z(27)^22,Z(27)^18,Z(27)^23,Z(27)^3],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^17,Z(27)^3,Z(27)^13,Z(27)^13,Z(27)^10,Z(27)^26,Z(27)^22,Z(27)^9,Z(27)^22,
 Z(27)^6,Z(27)^3,Z(27)^7,0*Z(27),0*Z(27),Z(27)^8,Z(27)^20,Z(27)^8,Z(27)^12,Z(27)^2,
 Z(27)^5,Z(27)^3,Z(27)^7,Z(27)^22,Z(27)^24,Z(27)^4,Z(27)^12,Z(27)^26,Z(27)^12,
 Z(27)^26,Z(27)^14,Z(27)^6,Z(27)^26,Z(27)^7,Z(27)^17,Z(27)^3,Z(27)^1,Z(27)^21,
 Z(27)^10,Z(27)^22,Z(27)^17,Z(27)^13,Z(27)^1,Z(27)^6,Z(27)^18,Z(27)^3,Z(27)^8,
 Z(27)^20,Z(27)^21,Z(27)^10,Z(27)^4,Z(27)^8,Z(27)^14,Z(27)^20,Z(27)^17,Z(27)^12,
 Z(27)^24,Z(27)^23,Z(27)^6,Z(27)^12,Z(27)^1,Z(27)^24,Z(27)^2,Z(27)^10,0*Z(27),
 Z(27)^3,Z(27)^9,Z(27)^16,Z(27)^14,Z(27)^14,Z(27)^1,Z(27)^25,Z(27)^17,Z(27)^17,
 Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^9,Z(27)^3,Z(27)^22,Z(27)^23,Z(27)^22,Z(27)^7,
 Z(27)^3,Z(27)^13,Z(27)^24,Z(27)^2,Z(27)^24,Z(27)^5,Z(27)^11,Z(27)^15,Z(27)^14,
 Z(27)^6,Z(27)^24,Z(27)^20,Z(27)^10,Z(27)^25,Z(27)^14,0*Z(27),Z(27)^25,Z(27)^8,
 Z(27)^10,Z(27)^2,Z(27)^14,Z(27)^24,Z(27)^20,Z(27)^14,Z(27)^6,Z(27)^22,Z(27)^17,
 Z(27)^25,Z(27)^18,Z(27)^18,Z(27)^3,0*Z(27),Z(27)^12,Z(27)^2,Z(27)^25,Z(27)^25,
 Z(27)^22,Z(27)^18,Z(27)^15,Z(27)^21,0*Z(27),Z(27)^26,Z(27)^8,Z(27)^9,Z(27)^26,
 Z(27)^6,Z(27)^9,Z(27)^22,Z(27)^22,Z(27)^10,Z(27)^17,Z(27)^14,Z(27)^1,Z(27)^13,
 Z(27)^23,Z(27)^19,Z(27)^19,Z(27)^24,Z(27)^5,Z(27)^17,Z(27)^21,Z(27)^26,Z(27)^1,
 Z(27)^10,Z(27)^22,Z(27)^19,Z(27)^16,Z(27)^18,Z(27)^14,Z(27)^7,Z(27)^20,Z(27)^19,
 Z(27)^23,Z(27)^20,Z(27)^3,Z(27)^18,Z(27)^25,Z(27)^2,Z(27)^23,Z(27)^10,Z(27)^16,
 Z(27)^25,Z(27)^15,Z(27)^7,Z(27)^10,Z(27)^26,Z(27)^13,Z(27)^11,Z(27)^8,Z(27)^10,
 Z(27)^20,Z(27)^3,Z(27)^13,Z(27)^5,Z(27)^19,Z(27)^8,0*Z(27),Z(27)^14,Z(27)^16,
 Z(27)^20,Z(27)^16,Z(27)^16,Z(27)^8,Z(27)^19,Z(27)^20,Z(27)^3,Z(27)^4,Z(27)^22,
 Z(27)^2,Z(27)^10,Z(27)^17,Z(27)^4,Z(27)^20,Z(27)^3,Z(27)^13,Z(27)^20,Z(27)^10,
 Z(27)^12,Z(27)^2,Z(27)^6,0*Z(27),Z(27)^6,Z(27)^26,Z(27)^1,Z(27)^19,Z(27)^13,
 Z(27)^21,Z(27)^9,Z(27)^21,Z(27)^11,Z(27)^18,Z(27)^18,Z(27)^7,Z(27)^1,Z(27)^21,
 Z(27)^1,Z(27)^6,Z(27)^11,0*Z(27),Z(27)^24,Z(27)^25,Z(27)^2,Z(27)^1,Z(27)^19,
 Z(27)^26,Z(27)^3,Z(27)^7,Z(27)^12,Z(27)^6,Z(27)^26,Z(27)^25,Z(27)^15,Z(27)^2,
 0*Z(27),Z(27)^22,Z(27)^4,Z(27)^19,Z(27)^15,Z(27)^21,0*Z(27),Z(27)^11,Z(27)^1,
 Z(27)^14,Z(27)^2,Z(27)^18,Z(27)^5,0*Z(27),Z(27)^5,Z(27)^15,Z(27)^20,Z(27)^4,
 0*Z(27),Z(27)^22,Z(27)^21,Z(27)^18,Z(27)^11,Z(27)^7,Z(27)^18,0*Z(27),Z(27)^26,
 Z(27)^2,Z(27)^9,Z(27)^3,Z(27)^3,Z(27)^5,Z(27)^8,Z(27)^8,Z(27)^6,Z(27)^13,Z(27)^7,
 Z(27)^24,Z(27)^23,Z(27)^24,Z(27)^5,Z(27)^20,Z(27)^9,Z(27)^21,0*Z(27),Z(27)^7,
 Z(27)^1,Z(27)^7,Z(27)^24,Z(27)^2,Z(27)^2,Z(27)^26,Z(27)^1,Z(27)^14,Z(27)^1,Z(27)^5,
 Z(27)^10,0*Z(27),Z(27)^6,Z(27)^7,Z(27)^8,Z(27)^11,0*Z(27),Z(27)^26,Z(27)^12,
 Z(27)^12,Z(27)^3,Z(27)^9,Z(27)^16,Z(27)^25,Z(27)^26,Z(27)^16,Z(27)^22,Z(27)^1,
 Z(27)^20,Z(27)^1,Z(27)^14,Z(27)^4,Z(27)^9,Z(27)^12,Z(27)^8,Z(27)^12,Z(27)^16,
 Z(27)^1,Z(27)^7,Z(27)^14,Z(27)^6,Z(27)^20,Z(27)^25,Z(27)^4,Z(27)^3,Z(27)^5,Z(27)^24,
 Z(27)^15,Z(27)^23,Z(27)^23,Z(27)^15,Z(27)^23,Z(27)^26,Z(27)^25,Z(27)^2,Z(27)^3,
 Z(27)^5,Z(27)^22,Z(27)^8,Z(27)^20,Z(27)^12,Z(27)^25,Z(27)^25,Z(27)^3,Z(27)^19,
 Z(27)^14,Z(27)^24,Z(27)^9,Z(27)^5,0*Z(27)],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^13,Z(27)^11,Z(27)^1,Z(27)^3,Z(27)^6,Z(27)^5,Z(27)^7,Z(27)^7,Z(27)^6,Z(27)^9,
 0*Z(27),Z(27)^14,Z(27)^23,Z(27)^22,Z(27)^21,Z(27)^6,Z(27)^26,Z(27)^1,Z(27)^21,
 Z(27)^25,Z(27)^6,Z(27)^25,0*Z(27),0*Z(27),Z(27)^13,Z(27)^11,Z(27)^25,Z(27)^26,
 Z(27)^19,Z(27)^15,Z(27)^11,Z(27)^7,Z(27)^3,Z(27)^18,Z(27)^26,Z(27)^1,Z(27)^10,
 Z(27)^12,Z(27)^2,Z(27)^11,Z(27)^8,Z(27)^13,Z(27)^1,Z(27)^16,Z(27)^24,Z(27)^14,
 Z(27)^26,Z(27)^11,Z(27)^23,Z(27)^26,Z(27)^20,Z(27)^7,Z(27)^20,Z(27)^7,Z(27)^4,
 Z(27)^10,Z(27)^25,Z(27)^25,Z(27)^14,Z(27)^25,Z(27)^6,Z(27)^4,Z(27)^15,Z(27)^26,
 Z(27)^1,Z(27)^21,Z(27)^11,Z(27)^18,Z(27)^2,Z(27)^9,Z(27)^24,Z(27)^22,Z(27)^6,
 Z(27)^15,Z(27)^2,Z(27)^26,Z(27)^5,Z(27)^14,Z(27)^25,Z(27)^7,Z(27)^4,Z(27)^26,
 Z(27)^8,Z(27)^6,Z(27)^22,Z(27)^17,Z(27)^24,Z(27)^4,Z(27)^23,Z(27)^21,Z(27)^25,
 Z(27)^24,Z(27)^9,Z(27)^26,Z(27)^1,Z(27)^6,Z(27)^9,Z(27)^24,Z(27)^20,Z(27)^3,
 Z(27)^23,Z(27)^13,Z(27)^24,Z(27)^16,Z(27)^9,Z(27)^13,Z(27)^18,Z(27)^23,Z(27)^26,
 Z(27)^9,Z(27)^3,Z(27)^14,Z(27)^20,Z(27)^3,Z(27)^2,Z(27)^23,Z(27)^21,Z(27)^7,
 Z(27)^3,Z(27)^1,Z(27)^2,Z(27)^17,Z(27)^19,Z(27)^2,Z(27)^16,Z(27)^2,Z(27)^19,
 Z(27)^20,Z(27)^8,Z(27)^15,0*Z(27),Z(27)^14,Z(27)^19,Z(27)^4,Z(27)^6,Z(27)^14,
 Z(27)^18,Z(27)^26,Z(27)^18,Z(27)^25,Z(27)^6,Z(27)^17,Z(27)^3,Z(27)^3,Z(27)^21,
 Z(27)^2,Z(27)^11,Z(27)^24,Z(27)^19,Z(27)^3,Z(27)^9,Z(27)^26,Z(27)^6,Z(27)^20,
 Z(27)^24,Z(27)^4,Z(27)^17,Z(27)^18,Z(27)^23,Z(27)^25,Z(27)^18,Z(27)^3,Z(27)^9,
 Z(27)^23,Z(27)^5,Z(27)^16,Z(27)^12,Z(27)^6,Z(27)^19,Z(27)^7,Z(27)^6,Z(27)^1,
 Z(27)^20,Z(27)^10,Z(27)^3,Z(27)^21,Z(27)^7,Z(27)^15,Z(27)^13,Z(27)^18,Z(27)^25,
 Z(27)^14,Z(27)^6,0*Z(27),Z(27)^11,Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^3,Z(27)^25,
 Z(27)^15,Z(27)^16,0*Z(27),Z(27)^9,Z(27)^3,Z(27)^18,Z(27)^9,Z(27)^17,Z(27)^26,
 Z(27)^25,Z(27)^20,Z(27)^3,Z(27)^22,Z(27)^4,Z(27)^19,Z(27)^25,Z(27)^8,Z(27)^5,
 Z(27)^12,Z(27)^8,0*Z(27),Z(27)^17,Z(27)^13,Z(27)^9,Z(27)^15,Z(27)^3,Z(27)^18,
 Z(27)^6,Z(27)^18,Z(27)^2,Z(27)^19,Z(27)^20,Z(27)^21,Z(27)^12,Z(27)^17,Z(27)^5,
 Z(27)^8,Z(27)^16,Z(27)^19,Z(27)^9,Z(27)^22,Z(27)^6,Z(27)^19,Z(27)^19,Z(27)^20,
 Z(27)^22,Z(27)^5,Z(27)^6,Z(27)^14,Z(27)^16,Z(27)^8,Z(27)^18,Z(27)^9,Z(27)^10,
 0*Z(27),Z(27)^8,Z(27)^5,Z(27)^11,Z(27)^10,Z(27)^26,Z(27)^22,Z(27)^12,Z(27)^23,
 Z(27)^23,Z(27)^20,Z(27)^4,Z(27)^10,Z(27)^1,Z(27)^24,Z(27)^26,Z(27)^23,Z(27)^20,
 Z(27)^23,0*Z(27),Z(27)^11,Z(27)^14,Z(27)^5,Z(27)^10,Z(27)^8,Z(27)^16,Z(27)^15,
 Z(27)^18,Z(27)^2,0*Z(27),Z(27)^21,Z(27)^19,Z(27)^9,Z(27)^20,Z(27)^7,Z(27)^22,
 Z(27)^26,Z(27)^18,Z(27)^21,Z(27)^13,Z(27)^8,Z(27)^16,Z(27)^26,Z(27)^1,Z(27)^1,
 Z(27)^15,Z(27)^15,Z(27)^18,0*Z(27),Z(27)^7,Z(27)^7,Z(27)^13,Z(27)^6,Z(27)^9,
 Z(27)^2,0*Z(27),Z(27)^10,Z(27)^1,Z(27)^14,Z(27)^13,Z(27)^25,Z(27)^6,Z(27)^21,
 Z(27)^2,Z(27)^3,Z(27)^4,0*Z(27),Z(27)^5,Z(27)^15,Z(27)^11,Z(27)^21,Z(27)^12,
 Z(27)^11,Z(27)^21,Z(27)^24,Z(27)^16,Z(27)^16,Z(27)^17,Z(27)^1,Z(27)^18,Z(27)^13,
 Z(27)^2,Z(27)^19,Z(27)^13,Z(27)^1,Z(27)^22,Z(27)^15,Z(27)^1,Z(27)^1,Z(27)^7,
 Z(27)^19,Z(27)^2,Z(27)^8,Z(27)^23,Z(27)^25,Z(27)^22,Z(27)^5,Z(27)^26,Z(27)^3,
 Z(27)^23,Z(27)^21,Z(27)^14,Z(27)^23,Z(27)^2,Z(27)^17,Z(27)^13,Z(27)^15],
[Z(27)^25,Z(27)^2,Z(27)^24,Z(27)^14,Z(27)^1,Z(27)^20,Z(27)^22,Z(27)^19,Z(27)^11,
 Z(27)^2,Z(27)^4,Z(27)^17,Z(27)^20,Z(27)^26,Z(27)^17,Z(27)^16,Z(27)^26,Z(27)^18,
 Z(27)^21,Z(27)^13,Z(27)^14,Z(27)^26,Z(27)^7,Z(27)^14,Z(27)^25,Z(27)^6,Z(27)^1,
 Z(27)^19,Z(27)^25,Z(27)^14,Z(27)^14,Z(27)^16,Z(27)^13,Z(27)^23,Z(27)^9,Z(27)^13,
 Z(27)^21,Z(27)^9,Z(27)^14,Z(27)^10,Z(27)^19,Z(27)^20,Z(27)^3,Z(27)^25,Z(27)^26,
 Z(27)^14,Z(27)^21,Z(27)^15,Z(27)^4,Z(27)^3,Z(27)^25,Z(27)^12,Z(27)^23,Z(27)^25,
 Z(27)^15,Z(27)^22,Z(27)^23,Z(27)^2,0*Z(27),Z(27)^5,Z(27)^15,Z(27)^5,Z(27)^6,
 Z(27)^4,Z(27)^14,Z(27)^8,Z(27)^19,Z(27)^25,Z(27)^22,Z(27)^4,Z(27)^11,Z(27)^15,
 Z(27)^19,Z(27)^17,Z(27)^23,Z(27)^13,Z(27)^12,Z(27)^7,Z(27)^12,Z(27)^19,Z(27)^18,
 Z(27)^14,Z(27)^4,Z(27)^11,Z(27)^15,Z(27)^15,Z(27)^6,Z(27)^14,Z(27)^26,Z(27)^12,
 Z(27)^7,Z(27)^22,Z(27)^26,Z(27)^12,Z(27)^17,Z(27)^17,Z(27)^5,Z(27)^9,Z(27)^26,
 Z(27)^13,Z(27)^3,Z(27)^25,Z(27)^18,Z(27)^6,Z(27)^7,Z(27)^20,Z(27)^10,Z(27)^21,
 Z(27)^4,Z(27)^9,Z(27)^19,0*Z(27),Z(27)^19,Z(27)^12,Z(27)^19,Z(27)^21,Z(27)^14,
 Z(27)^3,Z(27)^1,Z(27)^21,0*Z(27),Z(27)^5,Z(27)^5,Z(27)^16,Z(27)^6,0*Z(27),Z(27)^12,
 Z(27)^20,Z(27)^11,Z(27)^19,Z(27)^8,Z(27)^11,Z(27)^16,Z(27)^8,Z(27)^4,Z(27)^26,
 Z(27)^2,Z(27)^15,Z(27)^10,0*Z(27),Z(27)^8,Z(27)^19,Z(27)^26,Z(27)^3,Z(27)^17,
 Z(27)^13,Z(27)^12,Z(27)^18,Z(27)^13,Z(27)^14,Z(27)^2,0*Z(27),Z(27)^17,Z(27)^9,
 Z(27)^26,Z(27)^18,Z(27)^13,Z(27)^21,Z(27)^1,Z(27)^2,Z(27)^20,Z(27)^24,Z(27)^11,
 Z(27)^14,Z(27)^11,Z(27)^8,Z(27)^20,Z(27)^7,Z(27)^17,Z(27)^18,Z(27)^26,Z(27)^22,
 0*Z(27),Z(27)^5,Z(27)^3,Z(27)^1,Z(27)^18,Z(27)^20,Z(27)^3,Z(27)^17,Z(27)^4,Z(27)^6,
 Z(27)^13,Z(27)^12,Z(27)^9,Z(27)^19,Z(27)^18,Z(27)^15,Z(27)^13,Z(27)^12,Z(27)^4,
 Z(27)^13,Z(27)^5,0*Z(27),Z(27)^26,Z(27)^14,Z(27)^16,Z(27)^25,Z(27)^21,Z(27)^18,
 Z(27)^14,0*Z(27),Z(27)^22,Z(27)^1,Z(27)^13,Z(27)^2,Z(27)^13,Z(27)^14,Z(27)^16,
 Z(27)^15,Z(27)^17,Z(27)^19,Z(27)^19,Z(27)^22,Z(27)^1,Z(27)^8,Z(27)^13,Z(27)^2,
 Z(27)^3,Z(27)^26,Z(27)^12,Z(27)^21,0*Z(27),Z(27)^5,Z(27)^22,Z(27)^19,Z(27)^8,
 Z(27)^3,Z(27)^2,Z(27)^26,Z(27)^3,Z(27)^10,Z(27)^14,Z(27)^21,Z(27)^17,0*Z(27),
 Z(27)^22,Z(27)^15,Z(27)^12,Z(27)^15,Z(27)^12,Z(27)^6,Z(27)^26,Z(27)^14,Z(27)^17,
 Z(27)^19,Z(27)^24,Z(27)^19,Z(27)^26,Z(27)^10,Z(27)^3,Z(27)^16,Z(27)^10,Z(27)^12,
 Z(27)^20,Z(27)^6,Z(27)^8,Z(27)^1,Z(27)^20,Z(27)^21,Z(27)^14,Z(27)^18,Z(27)^8,
 Z(27)^5,Z(27)^16,Z(27)^20,Z(27)^11,Z(27)^22,Z(27)^26,Z(27)^9,Z(27)^7,Z(27)^24,
 Z(27)^25,Z(27)^19,Z(27)^14,Z(27)^17,Z(27)^13,Z(27)^26,Z(27)^22,Z(27)^21,Z(27)^25,
 Z(27)^21,Z(27)^3,Z(27)^6,Z(27)^8,Z(27)^8,Z(27)^11,Z(27)^8,Z(27)^14,Z(27)^24,
 Z(27)^20,Z(27)^6,Z(27)^15,Z(27)^13,Z(27)^16,Z(27)^18,Z(27)^11,Z(27)^16,Z(27)^23,
 Z(27)^16,Z(27)^12,Z(27)^9,Z(27)^25,Z(27)^25,Z(27)^13,Z(27)^9,Z(27)^8,Z(27)^24,
 Z(27)^21,Z(27)^8,Z(27)^6,Z(27)^9,Z(27)^18,Z(27)^18,Z(27)^12,Z(27)^18,Z(27)^19,
 Z(27)^3,Z(27)^22,Z(27)^6,Z(27)^25,Z(27)^9,Z(27)^6,Z(27)^25,Z(27)^20,Z(27)^10,
 Z(27)^14,0*Z(27),Z(27)^18,Z(27)^3,Z(27)^21,Z(27)^10,Z(27)^15,Z(27)^26,Z(27)^13,
 Z(27)^21,Z(27)^25,Z(27)^6,Z(27)^24,Z(27)^3,Z(27)^16,Z(27)^7,Z(27)^25,Z(27)^7,
 Z(27)^26,Z(27)^9,Z(27)^21,Z(27)^10,Z(27)^15,Z(27)^5,0*Z(27)],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^5,Z(27)^17,Z(27)^16,Z(27)^3,Z(27)^3,Z(27)^9,Z(27)^8,Z(27)^8,Z(27)^22,Z(27)^3,
 Z(27)^12,Z(27)^1,Z(27)^26,Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^24,Z(27)^7,Z(27)^2,
 Z(27)^21,Z(27)^10,Z(27)^15,Z(27)^10,Z(27)^9,Z(27)^14,Z(27)^24,Z(27)^10,Z(27)^9,
 Z(27)^9,Z(27)^1,Z(27)^12,Z(27)^23,0*Z(27),Z(27)^19,Z(27)^9,Z(27)^23,Z(27)^11,
 Z(27)^4,Z(27)^15,Z(27)^14,Z(27)^2,Z(27)^7,0*Z(27),Z(27)^24,Z(27)^26,Z(27)^17,
 Z(27)^12,Z(27)^12,Z(27)^23,Z(27)^20,Z(27)^22,Z(27)^15,Z(27)^5,Z(27)^11,Z(27)^5,
 Z(27)^4,Z(27)^13,Z(27)^4,Z(27)^6,0*Z(27),Z(27)^13,Z(27)^8,Z(27)^1,Z(27)^21,Z(27)^23,
 Z(27)^16,Z(27)^21,Z(27)^22,0*Z(27),Z(27)^23,Z(27)^12,Z(27)^18,Z(27)^6,Z(27)^12,
 Z(27)^6,Z(27)^9,Z(27)^22,Z(27)^3,0*Z(27),Z(27)^24,Z(27)^24,Z(27)^2,Z(27)^4,Z(27)^12,
 Z(27)^22,Z(27)^11,Z(27)^18,Z(27)^12,Z(27)^11,Z(27)^8,Z(27)^24,Z(27)^3,Z(27)^8,
 Z(27)^23,Z(27)^6,Z(27)^19,0*Z(27),Z(27)^8,Z(27)^2,Z(27)^24,Z(27)^23,Z(27)^6,
 Z(27)^3,Z(27)^21,Z(27)^24,Z(27)^7,Z(27)^21,Z(27)^23,Z(27)^25,Z(27)^4,Z(27)^25,
 Z(27)^6,Z(27)^2,Z(27)^25,Z(27)^5,Z(27)^1,Z(27)^8,Z(27)^1,Z(27)^18,Z(27)^14,Z(27)^20,
 Z(27)^4,Z(27)^8,Z(27)^22,Z(27)^5,Z(27)^23,Z(27)^5,Z(27)^13,Z(27)^23,Z(27)^17,
 Z(27)^21,0*Z(27),Z(27)^16,Z(27)^7,Z(27)^20,Z(27)^3,Z(27)^24,Z(27)^26,Z(27)^25,
 Z(27)^22,Z(27)^9,Z(27)^24,Z(27)^8,Z(27)^14,Z(27)^10,Z(27)^10,Z(27)^8,Z(27)^3,
 Z(27)^6,Z(27)^25,Z(27)^16,Z(27)^16,Z(27)^20,Z(27)^14,Z(27)^18,Z(27)^22,Z(27)^8,
 Z(27)^13,Z(27)^25,Z(27)^22,Z(27)^13,Z(27)^3,Z(27)^17,Z(27)^23,Z(27)^23,Z(27)^26,
 Z(27)^12,Z(27)^25,Z(27)^11,Z(27)^5,Z(27)^5,Z(27)^19,Z(27)^1,Z(27)^7,Z(27)^23,
 Z(27)^25,Z(27)^13,Z(27)^21,Z(27)^17,Z(27)^23,Z(27)^10,Z(27)^15,Z(27)^7,Z(27)^15,
 Z(27)^23,Z(27)^9,Z(27)^16,Z(27)^8,Z(27)^13,Z(27)^9,Z(27)^4,Z(27)^11,Z(27)^26,
 Z(27)^6,Z(27)^1,Z(27)^5,Z(27)^10,Z(27)^10,Z(27)^19,Z(27)^11,Z(27)^16,Z(27)^26,
 Z(27)^13,Z(27)^3,Z(27)^11,Z(27)^8,Z(27)^14,Z(27)^8,Z(27)^16,Z(27)^13,Z(27)^20,
 Z(27)^2,Z(27)^20,Z(27)^21,Z(27)^23,Z(27)^3,Z(27)^4,Z(27)^9,Z(27)^11,Z(27)^14,
 Z(27)^25,Z(27)^15,Z(27)^26,Z(27)^20,Z(27)^10,Z(27)^10,Z(27)^19,Z(27)^26,0*Z(27),
 Z(27)^14,Z(27)^17,Z(27)^3,Z(27)^18,Z(27)^21,Z(27)^11,Z(27)^15,Z(27)^20,Z(27)^23,
 Z(27)^13,Z(27)^19,Z(27)^12,Z(27)^8,Z(27)^7,Z(27)^18,0*Z(27),Z(27)^9,Z(27)^4,
 Z(27)^5,Z(27)^1,Z(27)^16,Z(27)^4,Z(27)^12,Z(27)^13,Z(27)^19,Z(27)^21,Z(27)^7,
 Z(27)^7,Z(27)^4,Z(27)^7,Z(27)^25,Z(27)^21,Z(27)^12,Z(27)^7,Z(27)^20,Z(27)^14,
 Z(27)^3,Z(27)^23,Z(27)^8,Z(27)^4,Z(27)^10,Z(27)^11,Z(27)^6,Z(27)^6,Z(27)^17,
 Z(27)^25,Z(27)^2,Z(27)^11,Z(27)^11,Z(27)^21,Z(27)^16,Z(27)^21,Z(27)^19,Z(27)^22,
 Z(27)^15,Z(27)^21,Z(27)^12,Z(27)^16,Z(27)^21,Z(27)^7,Z(27)^6,Z(27)^24,Z(27)^4,
 Z(27)^7,Z(27)^18,Z(27)^4,Z(27)^6,0*Z(27),0*Z(27),Z(27)^15,Z(27)^1,Z(27)^10,Z(27)^14,
 Z(27)^17,Z(27)^26,Z(27)^16,Z(27)^14,Z(27)^2,Z(27)^20,Z(27)^6,Z(27)^15,Z(27)^2,
 Z(27)^3,Z(27)^25,Z(27)^16,Z(27)^26,Z(27)^9,Z(27)^18,Z(27)^18,Z(27)^25,Z(27)^19,
 Z(27)^20,Z(27)^7,Z(27)^15,Z(27)^8,Z(27)^4,Z(27)^21,Z(27)^4,Z(27)^24,Z(27)^12,
 Z(27)^8,Z(27)^2,Z(27)^17,Z(27)^7,Z(27)^10,Z(27)^25,Z(27)^8,Z(27)^15,Z(27)^16,
 Z(27)^24,Z(27)^12,0*Z(27),Z(27)^12,0*Z(27),Z(27)^14,Z(27)^17,Z(27)^9,Z(27)^10,
 Z(27)^14,Z(27)^11,Z(27)^11,Z(27)^16],
[Z(27)^23,Z(27)^11,Z(27)^7,Z(27)^24,Z(27)^8,Z(27)^25,Z(27)^18,Z(27)^2,Z(27)^19,
 Z(27)^15,Z(27)^22,Z(27)^7,Z(27)^23,Z(27)^8,Z(27)^2,Z(27)^8,Z(27)^8,Z(27)^20,
 Z(27)^7,Z(27)^16,Z(27)^17,Z(27)^2,Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^11,Z(27)^23,
 Z(27)^22,Z(27)^21,Z(27)^11,Z(27)^6,Z(27)^5,Z(27)^12,Z(27)^3,Z(27)^15,Z(27)^7,
 Z(27)^18,Z(27)^15,Z(27)^11,Z(27)^7,Z(27)^19,Z(27)^22,0*Z(27),Z(27)^5,Z(27)^9,
 Z(27)^13,Z(27)^15,Z(27)^17,Z(27)^18,Z(27)^17,Z(27)^11,Z(27)^11,Z(27)^2,Z(27)^2,
 Z(27)^18,Z(27)^20,Z(27)^12,Z(27)^17,Z(27)^19,Z(27)^6,Z(27)^24,Z(27)^21,Z(27)^12,
 Z(27)^20,Z(27)^17,Z(27)^17,Z(27)^8,Z(27)^26,Z(27)^21,Z(27)^14,Z(27)^13,Z(27)^20,
 Z(27)^11,Z(27)^1,Z(27)^22,Z(27)^24,Z(27)^9,0*Z(27),Z(27)^5,Z(27)^12,Z(27)^11,
 Z(27)^1,Z(27)^9,Z(27)^8,Z(27)^3,Z(27)^1,Z(27)^12,Z(27)^1,Z(27)^26,0*Z(27),Z(27)^14,
 Z(27)^19,Z(27)^7,Z(27)^22,Z(27)^18,Z(27)^5,Z(27)^23,Z(27)^17,Z(27)^2,Z(27)^16,
 Z(27)^3,Z(27)^1,Z(27)^4,Z(27)^16,Z(27)^18,Z(27)^18,Z(27)^3,Z(27)^8,Z(27)^2,Z(27)^26,
 Z(27)^25,Z(27)^8,Z(27)^13,Z(27)^17,Z(27)^14,Z(27)^6,Z(27)^4,Z(27)^25,Z(27)^1,
 Z(27)^26,0*Z(27),Z(27)^16,Z(27)^22,Z(27)^25,Z(27)^25,Z(27)^22,Z(27)^21,Z(27)^6,
 0*Z(27),Z(27)^26,Z(27)^19,Z(27)^23,Z(27)^17,Z(27)^8,Z(27)^13,Z(27)^4,Z(27)^4,
 Z(27)^17,Z(27)^7,Z(27)^19,Z(27)^17,Z(27)^21,Z(27)^21,Z(27)^13,Z(27)^13,Z(27)^21,
 Z(27)^10,Z(27)^12,Z(27)^2,Z(27)^26,Z(27)^2,Z(27)^22,Z(27)^9,Z(27)^5,Z(27)^5,
 Z(27)^15,Z(27)^20,Z(27)^3,Z(27)^26,Z(27)^12,Z(27)^9,Z(27)^26,Z(27)^13,Z(27)^19,
 Z(27)^10,Z(27)^2,Z(27)^7,Z(27)^16,Z(27)^14,Z(27)^20,Z(27)^18,Z(27)^24,Z(27)^22,
 Z(27)^14,Z(27)^3,Z(27)^19,Z(27)^23,Z(27)^21,Z(27)^20,Z(27)^22,Z(27)^16,Z(27)^12,
 Z(27)^23,Z(27)^17,Z(27)^15,Z(27)^3,Z(27)^2,Z(27)^3,Z(27)^13,Z(27)^23,Z(27)^20,
 Z(27)^15,0*Z(27),Z(27)^5,Z(27)^3,Z(27)^14,Z(27)^21,Z(27)^24,Z(27)^12,0*Z(27),
 Z(27)^24,Z(27)^12,Z(27)^18,Z(27)^13,Z(27)^16,Z(27)^13,Z(27)^1,Z(27)^7,Z(27)^15,
 Z(27)^25,Z(27)^24,Z(27)^22,Z(27)^11,Z(27)^11,Z(27)^21,Z(27)^19,Z(27)^6,Z(27)^9,
 Z(27)^17,Z(27)^22,Z(27)^22,Z(27)^14,Z(27)^4,Z(27)^3,Z(27)^21,Z(27)^26,Z(27)^13,
 Z(27)^15,Z(27)^19,Z(27)^16,Z(27)^9,Z(27)^16,Z(27)^5,0*Z(27),Z(27)^3,Z(27)^5,
 Z(27)^4,Z(27)^11,Z(27)^11,Z(27)^23,Z(27)^6,Z(27)^18,Z(27)^1,Z(27)^5,Z(27)^19,
 Z(27)^3,Z(27)^25,Z(27)^16,Z(27)^7,Z(27)^15,Z(27)^9,Z(27)^9,Z(27)^9,Z(27)^9,Z(27)^24,
 Z(27)^9,Z(27)^23,Z(27)^7,Z(27)^1,Z(27)^8,Z(27)^9,Z(27)^10,Z(27)^2,Z(27)^5,Z(27)^4,
 Z(27)^23,Z(27)^20,Z(27)^22,Z(27)^26,Z(27)^13,Z(27)^15,Z(27)^3,Z(27)^10,Z(27)^13,
 Z(27)^2,Z(27)^10,Z(27)^21,Z(27)^11,Z(27)^26,Z(27)^10,Z(27)^19,Z(27)^24,Z(27)^5,
 Z(27)^26,Z(27)^13,Z(27)^25,Z(27)^7,Z(27)^22,Z(27)^3,Z(27)^4,Z(27)^18,Z(27)^12,
 Z(27)^17,Z(27)^20,Z(27)^11,Z(27)^25,Z(27)^11,Z(27)^11,0*Z(27),Z(27)^4,Z(27)^23,
 Z(27)^17,Z(27)^5,Z(27)^17,Z(27)^3,Z(27)^16,Z(27)^10,Z(27)^26,Z(27)^1,Z(27)^25,
 Z(27)^13,Z(27)^1,Z(27)^13,Z(27)^3,Z(27)^6,Z(27)^11,Z(27)^17,Z(27)^25,Z(27)^13,
 Z(27)^4,Z(27)^13,0*Z(27),Z(27)^24,Z(27)^2,Z(27)^4,Z(27)^18,Z(27)^7,Z(27)^12,
 Z(27)^7,Z(27)^21,Z(27)^25,Z(27)^1,Z(27)^26,Z(27)^18,Z(27)^22,Z(27)^10,Z(27)^17,
 Z(27)^12,Z(27)^19,Z(27)^21,Z(27)^17,Z(27)^23,Z(27)^23,Z(27)^22,Z(27)^23,Z(27)^4,
 Z(27)^23,Z(27)^25,Z(27)^12,0*Z(27),Z(27)^6],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^19,Z(27)^23,Z(27)^4,Z(27)^24,Z(27)^17,Z(27)^3,Z(27)^10,Z(27)^2,Z(27)^14,
 Z(27)^20,Z(27)^23,Z(27)^11,Z(27)^19,Z(27)^3,Z(27)^1,Z(27)^14,Z(27)^8,Z(27)^6,
 Z(27)^19,0*Z(27),Z(27)^1,Z(27)^20,Z(27)^9,Z(27)^16,Z(27)^1,Z(27)^6,Z(27)^16,
 Z(27)^1,Z(27)^24,Z(27)^9,Z(27)^19,Z(27)^19,Z(27)^15,Z(27)^7,Z(27)^9,Z(27)^22,
 Z(27)^19,Z(27)^5,Z(27)^23,Z(27)^26,Z(27)^10,Z(27)^4,Z(27)^21,Z(27)^17,Z(27)^10,
 Z(27)^13,Z(27)^9,Z(27)^17,Z(27)^13,Z(27)^7,Z(27)^13,Z(27)^4,Z(27)^10,Z(27)^26,
 Z(27)^16,Z(27)^14,Z(27)^11,Z(27)^7,Z(27)^7,Z(27)^5,Z(27)^1,Z(27)^14,Z(27)^4,
 Z(27)^1,Z(27)^21,Z(27)^21,Z(27)^24,Z(27)^10,Z(27)^20,Z(27)^20,Z(27)^16,Z(27)^8,
 Z(27)^16,Z(27)^17,Z(27)^14,0*Z(27),Z(27)^8,Z(27)^19,Z(27)^3,Z(27)^1,Z(27)^26,
 Z(27)^6,Z(27)^16,Z(27)^25,Z(27)^14,Z(27)^15,Z(27)^15,Z(27)^16,Z(27)^17,Z(27)^13,
 Z(27)^10,Z(27)^21,Z(27)^4,Z(27)^6,Z(27)^26,Z(27)^12,0*Z(27),Z(27)^1,Z(27)^15,
 Z(27)^19,0*Z(27),Z(27)^12,Z(27)^14,Z(27)^4,Z(27)^8,Z(27)^26,Z(27)^9,Z(27)^16,
 Z(27)^16,Z(27)^12,Z(27)^9,Z(27)^8,Z(27)^25,Z(27)^4,Z(27)^23,Z(27)^22,Z(27)^18,
 Z(27)^8,Z(27)^21,Z(27)^21,Z(27)^9,Z(27)^21,Z(27)^20,Z(27)^6,Z(27)^2,Z(27)^5,
 Z(27)^8,Z(27)^1,Z(27)^17,Z(27)^6,Z(27)^13,Z(27)^19,Z(27)^15,Z(27)^6,Z(27)^5,
 Z(27)^17,Z(27)^8,Z(27)^8,Z(27)^9,Z(27)^7,Z(27)^24,Z(27)^20,Z(27)^5,Z(27)^4,Z(27)^25,
 Z(27)^6,Z(27)^23,Z(27)^20,Z(27)^24,Z(27)^10,Z(27)^19,Z(27)^3,Z(27)^8,Z(27)^15,
 Z(27)^8,Z(27)^5,Z(27)^15,Z(27)^25,Z(27)^20,Z(27)^5,Z(27)^5,Z(27)^9,Z(27)^18,
 Z(27)^17,Z(27)^20,Z(27)^14,Z(27)^4,Z(27)^11,Z(27)^17,Z(27)^15,Z(27)^10,Z(27)^20,
 Z(27)^6,Z(27)^19,Z(27)^4,Z(27)^26,Z(27)^5,Z(27)^11,Z(27)^16,Z(27)^8,Z(27)^2,
 Z(27)^4,Z(27)^1,Z(27)^25,Z(27)^11,Z(27)^21,Z(27)^15,Z(27)^13,Z(27)^19,Z(27)^16,
 Z(27)^21,Z(27)^26,Z(27)^19,Z(27)^18,Z(27)^18,0*Z(27),0*Z(27),Z(27)^26,Z(27)^23,
 Z(27)^16,Z(27)^5,Z(27)^4,Z(27)^22,Z(27)^22,Z(27)^21,Z(27)^24,Z(27)^10,Z(27)^5,
 Z(27)^23,Z(27)^21,Z(27)^12,Z(27)^11,Z(27)^7,Z(27)^20,Z(27)^2,Z(27)^24,Z(27)^13,
 Z(27)^12,Z(27)^9,0*Z(27),Z(27)^3,Z(27)^22,Z(27)^13,Z(27)^16,Z(27)^5,Z(27)^15,
 Z(27)^14,0*Z(27),Z(27)^12,Z(27)^20,Z(27)^22,Z(27)^21,Z(27)^7,Z(27)^5,Z(27)^18,
 Z(27)^4,Z(27)^3,Z(27)^26,Z(27)^13,Z(27)^8,Z(27)^18,Z(27)^7,Z(27)^12,Z(27)^15,
 Z(27)^2,Z(27)^22,Z(27)^8,Z(27)^24,Z(27)^5,Z(27)^23,Z(27)^8,Z(27)^3,Z(27)^3,Z(27)^7,
 Z(27)^21,0*Z(27),Z(27)^21,Z(27)^13,Z(27)^14,Z(27)^3,Z(27)^5,Z(27)^21,Z(27)^5,
 Z(27)^26,Z(27)^25,Z(27)^6,Z(27)^6,Z(27)^18,Z(27)^23,Z(27)^5,Z(27)^10,Z(27)^20,
 Z(27)^12,Z(27)^25,Z(27)^9,Z(27)^6,Z(27)^5,Z(27)^24,Z(27)^10,Z(27)^23,0*Z(27),
 Z(27)^17,Z(27)^23,Z(27)^21,Z(27)^21,Z(27)^5,Z(27)^5,Z(27)^3,Z(27)^23,Z(27)^15,
 Z(27)^19,Z(27)^11,Z(27)^8,Z(27)^1,Z(27)^5,Z(27)^4,Z(27)^10,Z(27)^3,Z(27)^4,Z(27)^7,
 Z(27)^12,Z(27)^26,Z(27)^11,Z(27)^13,Z(27)^8,Z(27)^3,Z(27)^10,Z(27)^11,Z(27)^22,
 Z(27)^12,Z(27)^26,Z(27)^18,Z(27)^24,Z(27)^3,Z(27)^21,Z(27)^14,Z(27)^4,Z(27)^13,
 Z(27)^24,Z(27)^25,Z(27)^15,Z(27)^9,Z(27)^26,Z(27)^7,Z(27)^13,Z(27)^14,Z(27)^23,
 Z(27)^21,Z(27)^15,Z(27)^2,Z(27)^11,Z(27)^25,Z(27)^16,Z(27)^8,Z(27)^12,Z(27)^13,
 Z(27)^7,Z(27)^5,Z(27)^15,Z(27)^20,Z(27)^10,Z(27)^18,Z(27)^7,Z(27)^26,0*Z(27),
 Z(27)^26,Z(27)^22,Z(27)^25,Z(27)^17,Z(27)^21,Z(27)^5],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^11,0*Z(27),Z(27)^15,Z(27)^2,Z(27)^4,Z(27)^25,Z(27)^1,Z(27)^7,Z(27)^4,Z(27)^8,
 Z(27)^11,Z(27)^6,Z(27)^21,Z(27)^2,Z(27)^14,Z(27)^3,Z(27)^16,Z(27)^21,Z(27)^5,
 Z(27)^13,Z(27)^13,Z(27)^4,Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^24,Z(27)^18,Z(27)^3,
 Z(27)^20,Z(27)^15,0*Z(27),Z(27)^19,Z(27)^6,Z(27)^1,Z(27)^4,Z(27)^11,Z(27)^17,
 Z(27)^23,Z(27)^21,Z(27)^17,Z(27)^19,Z(27)^12,Z(27)^16,Z(27)^10,Z(27)^24,Z(27)^19,
 Z(27)^12,Z(27)^5,Z(27)^21,Z(27)^2,Z(27)^24,Z(27)^14,Z(27)^17,0*Z(27),Z(27)^13,
 Z(27)^8,Z(27)^13,Z(27)^16,Z(27)^1,Z(27)^18,Z(27)^12,Z(27)^9,Z(27)^1,Z(27)^25,
 Z(27)^5,Z(27)^15,Z(27)^18,Z(27)^12,Z(27)^11,Z(27)^10,Z(27)^6,Z(27)^21,Z(27)^4,
 Z(27)^15,Z(27)^13,Z(27)^24,Z(27)^18,0*Z(27),Z(27)^20,Z(27)^11,Z(27)^15,Z(27)^6,
 Z(27)^11,Z(27)^18,Z(27)^11,Z(27)^14,Z(27)^8,Z(27)^13,Z(27)^24,Z(27)^17,Z(27)^10,
 Z(27)^2,Z(27)^11,Z(27)^21,Z(27)^14,0*Z(27),Z(27)^14,Z(27)^9,Z(27)^8,Z(27)^8,
 Z(27)^9,Z(27)^14,Z(27)^24,Z(27)^13,Z(27)^4,Z(27)^18,Z(27)^3,Z(27)^20,Z(27)^19,
 Z(27)^6,Z(27)^4,Z(27)^21,Z(27)^17,Z(27)^2,Z(27)^10,Z(27)^5,Z(27)^18,Z(27)^14,
 Z(27)^16,Z(27)^16,Z(27)^6,Z(27)^19,Z(27)^26,Z(27)^24,Z(27)^13,Z(27)^24,Z(27)^4,
 Z(27)^10,Z(27)^22,Z(27)^9,Z(27)^25,Z(27)^20,Z(27)^13,Z(27)^7,Z(27)^17,Z(27)^16,
 Z(27)^1,Z(27)^6,Z(27)^17,Z(27)^8,Z(27)^15,Z(27)^18,Z(27)^20,Z(27)^6,Z(27)^26,
 Z(27)^6,Z(27)^13,Z(27)^13,Z(27)^13,Z(27)^19,Z(27)^3,Z(27)^11,Z(27)^3,Z(27)^22,
 Z(27)^20,Z(27)^10,Z(27)^21,Z(27)^24,Z(27)^11,Z(27)^26,Z(27)^25,Z(27)^15,Z(27)^15,
 Z(27)^6,Z(27)^26,Z(27)^20,Z(27)^9,Z(27)^17,Z(27)^2,Z(27)^12,Z(27)^5,Z(27)^3,
 Z(27)^9,0*Z(27),Z(27)^1,Z(27)^4,Z(27)^22,Z(27)^12,Z(27)^14,Z(27)^7,Z(27)^4,Z(27)^17,
 Z(27)^25,Z(27)^12,Z(27)^24,Z(27)^8,Z(27)^17,Z(27)^23,Z(27)^7,Z(27)^15,Z(27)^20,
 Z(27)^21,Z(27)^7,Z(27)^18,Z(27)^13,Z(27)^3,Z(27)^17,Z(27)^22,Z(27)^4,Z(27)^26,
 Z(27)^13,Z(27)^6,Z(27)^19,Z(27)^5,Z(27)^7,Z(27)^23,Z(27)^14,Z(27)^23,Z(27)^8,
 Z(27)^12,Z(27)^5,Z(27)^5,Z(27)^11,Z(27)^14,Z(27)^25,Z(27)^24,Z(27)^9,0*Z(27),
 Z(27)^11,Z(27)^16,Z(27)^25,Z(27)^16,Z(27)^22,Z(27)^17,Z(27)^23,Z(27)^6,Z(27)^1,
 Z(27)^13,Z(27)^15,Z(27)^17,Z(27)^19,Z(27)^14,Z(27)^25,Z(27)^26,Z(27)^8,Z(27)^16,
 Z(27)^26,Z(27)^26,Z(27)^16,Z(27)^12,Z(27)^13,Z(27)^10,Z(27)^15,Z(27)^3,0*Z(27),
 Z(27)^4,Z(27)^18,Z(27)^19,Z(27)^9,Z(27)^1,Z(27)^21,0*Z(27),Z(27)^5,Z(27)^14,
 Z(27)^14,Z(27)^4,Z(27)^15,Z(27)^23,Z(27)^9,Z(27)^23,Z(27)^8,0*Z(27),Z(27)^3,
 Z(27)^21,Z(27)^25,Z(27)^23,Z(27)^10,Z(27)^5,0*Z(27),0*Z(27),Z(27)^5,Z(27)^19,
 Z(27)^13,Z(27)^8,Z(27)^15,Z(27)^13,Z(27)^10,Z(27)^12,Z(27)^4,Z(27)^21,Z(27)^20,
 Z(27)^12,Z(27)^9,Z(27)^3,Z(27)^9,0*Z(27),Z(27)^5,Z(27)^10,Z(27)^10,Z(27)^20,
 Z(27)^17,Z(27)^10,Z(27)^12,Z(27)^13,Z(27)^14,Z(27)^3,Z(27)^8,Z(27)^3,Z(27)^14,
 Z(27)^23,Z(27)^4,Z(27)^21,Z(27)^14,Z(27)^20,Z(27)^18,Z(27)^21,Z(27)^2,Z(27)^14,
 Z(27)^20,Z(27)^9,Z(27)^21,Z(27)^5,Z(27)^9,Z(27)^16,Z(27)^6,Z(27)^5,Z(27)^21,
 Z(27)^24,Z(27)^2,Z(27)^19,Z(27)^17,Z(27)^1,Z(27)^20,Z(27)^4,Z(27)^15,Z(27)^7,
 Z(27)^25,Z(27)^12,Z(27)^16,Z(27)^21,Z(27)^9,0*Z(27),Z(27)^22,Z(27)^7,Z(27)^4,
 Z(27)^7,Z(27)^16,Z(27)^17,Z(27)^11,Z(27)^1,0*Z(27),Z(27)^25,Z(27)^12,Z(27)^11,
 Z(27)^14,Z(27)^13,Z(27)^19,Z(27)^11,Z(27)^1,Z(27)^17,Z(27)^21],
[Z(27)^19,Z(27)^5,Z(27)^14,Z(27)^19,Z(27)^21,Z(27)^2,Z(27)^5,Z(27)^18,Z(27)^3,
 Z(27)^13,Z(27)^4,Z(27)^4,Z(27)^14,Z(27)^3,Z(27)^10,Z(27)^14,Z(27)^24,Z(27)^10,
 Z(27)^13,Z(27)^9,Z(27)^6,Z(27)^5,Z(27)^7,Z(27)^23,Z(27)^4,0*Z(27),Z(27)^24,Z(27)^1,
 Z(27)^19,Z(27)^14,Z(27)^18,Z(27)^5,Z(27)^22,Z(27)^12,Z(27)^16,Z(27)^18,Z(27)^3,
 Z(27)^6,Z(27)^6,Z(27)^7,Z(27)^11,Z(27)^4,Z(27)^11,Z(27)^24,Z(27)^8,Z(27)^9,Z(27)^14,
 Z(27)^13,Z(27)^2,Z(27)^1,Z(27)^16,Z(27)^15,Z(27)^1,Z(27)^14,Z(27)^9,Z(27)^7,
 Z(27)^22,Z(27)^20,Z(27)^8,Z(27)^6,Z(27)^5,Z(27)^17,Z(27)^8,Z(27)^18,Z(27)^10,
 Z(27)^2,Z(27)^13,Z(27)^4,Z(27)^11,Z(27)^11,Z(27)^7,Z(27)^18,Z(27)^3,Z(27)^18,
 Z(27)^5,Z(27)^12,Z(27)^24,Z(27)^16,Z(27)^5,Z(27)^2,Z(27)^5,Z(27)^22,Z(27)^6,
 Z(27)^16,Z(27)^5,Z(27)^25,Z(27)^5,Z(27)^5,0*Z(27),Z(27)^11,Z(27)^18,Z(27)^23,
 Z(27)^2,Z(27)^4,Z(27)^15,Z(27)^26,Z(27)^26,Z(27)^6,Z(27)^20,Z(27)^9,Z(27)^7,
 Z(27)^9,Z(27)^9,Z(27)^8,Z(27)^19,Z(27)^26,Z(27)^11,Z(27)^3,Z(27)^6,Z(27)^6,Z(27)^3,
 Z(27)^12,Z(27)^7,Z(27)^24,Z(27)^25,Z(27)^15,Z(27)^2,Z(27)^6,Z(27)^3,Z(27)^20,
 Z(27)^9,Z(27)^6,Z(27)^11,Z(27)^7,Z(27)^20,Z(27)^13,Z(27)^11,Z(27)^25,Z(27)^19,
 Z(27)^1,Z(27)^14,0*Z(27),Z(27)^16,Z(27)^26,Z(27)^2,Z(27)^14,Z(27)^19,Z(27)^3,
 Z(27)^21,Z(27)^16,Z(27)^21,Z(27)^2,Z(27)^3,Z(27)^21,Z(27)^26,Z(27)^22,Z(27)^26,
 Z(27)^11,Z(27)^18,Z(27)^20,Z(27)^10,Z(27)^4,Z(27)^18,Z(27)^12,Z(27)^1,Z(27)^2,
 Z(27)^2,Z(27)^6,Z(27)^7,Z(27)^26,Z(27)^25,Z(27)^24,Z(27)^9,0*Z(27),Z(27)^17,
 Z(27)^3,Z(27)^16,0*Z(27),Z(27)^14,Z(27)^5,Z(27)^9,Z(27)^5,Z(27)^18,Z(27)^14,
 Z(27)^2,Z(27)^12,Z(27)^12,Z(27)^12,Z(27)^23,Z(27)^10,Z(27)^3,Z(27)^8,Z(27)^5,
 Z(27)^7,Z(27)^5,Z(27)^15,Z(27)^24,Z(27)^14,Z(27)^26,Z(27)^4,Z(27)^8,0*Z(27),
 Z(27)^13,Z(27)^23,Z(27)^2,Z(27)^14,Z(27)^19,Z(27)^1,Z(27)^23,Z(27)^8,Z(27)^18,
 Z(27)^12,Z(27)^10,Z(27)^17,Z(27)^13,Z(27)^8,Z(27)^2,Z(27)^11,Z(27)^22,Z(27)^7,
 Z(27)^22,Z(27)^9,Z(27)^7,Z(27)^10,Z(27)^15,Z(27)^16,Z(27)^24,Z(27)^13,Z(27)^5,
 Z(27)^21,Z(27)^20,Z(27)^23,Z(27)^20,Z(27)^22,Z(27)^21,0*Z(27),Z(27)^26,Z(27)^14,
 Z(27)^10,Z(27)^24,Z(27)^12,Z(27)^3,Z(27)^8,Z(27)^9,Z(27)^10,Z(27)^6,Z(27)^18,
 Z(27)^13,Z(27)^23,Z(27)^12,Z(27)^5,Z(27)^26,Z(27)^8,0*Z(27),Z(27)^17,Z(27)^26,
 Z(27)^18,Z(27)^7,Z(27)^7,Z(27)^7,Z(27)^15,Z(27)^12,Z(27)^1,Z(27)^19,Z(27)^1,
 Z(27)^7,Z(27)^12,Z(27)^9,Z(27)^10,Z(27)^14,Z(27)^13,Z(27)^22,Z(27)^8,Z(27)^5,
 Z(27)^20,Z(27)^26,Z(27)^25,Z(27)^23,0*Z(27),Z(27)^4,Z(27)^11,Z(27)^13,Z(27)^16,
 Z(27)^3,Z(27)^2,Z(27)^22,Z(27)^4,Z(27)^15,Z(27)^22,Z(27)^18,0*Z(27),Z(27)^25,
 Z(27)^26,Z(27)^14,Z(27)^14,Z(27)^11,Z(27)^10,Z(27)^10,Z(27)^24,Z(27)^15,Z(27)^1,
 Z(27)^19,Z(27)^9,Z(27)^8,Z(27)^16,Z(27)^26,Z(27)^24,Z(27)^2,Z(27)^21,Z(27)^13,
 Z(27)^20,Z(27)^7,Z(27)^9,Z(27)^10,Z(27)^4,Z(27)^2,Z(27)^18,0*Z(27),Z(27)^4,Z(27)^6,
 Z(27)^4,Z(27)^21,Z(27)^17,Z(27)^21,0*Z(27),0*Z(27),Z(27)^19,Z(27)^19,Z(27)^6,
 Z(27)^2,Z(27)^12,0*Z(27),Z(27)^6,Z(27)^4,Z(27)^16,Z(27)^2,Z(27)^14,Z(27)^10,
 Z(27)^18,Z(27)^3,0*Z(27),Z(27)^23,Z(27)^17,Z(27)^13,Z(27)^15,Z(27)^14,Z(27)^5,
 Z(27)^14,Z(27)^16,Z(27)^15,Z(27)^16,Z(27)^21,Z(27)^10,Z(27)^17,Z(27)^10,Z(27)^16,
 Z(27)^11,Z(27)^11,Z(27)^19,Z(27)^22,Z(27)^5],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^17,Z(27)^4,Z(27)^17,Z(27)^21,Z(27)^25,Z(27)^11,Z(27)^15,Z(27)^16,Z(27)^14,
 Z(27)^10,Z(27)^23,Z(27)^26,Z(27)^19,Z(27)^18,Z(27)^21,Z(27)^6,Z(27)^6,Z(27)^21,
 Z(27)^13,Z(27)^19,Z(27)^21,Z(27)^3,Z(27)^18,Z(27)^18,Z(27)^2,Z(27)^6,Z(27)^21,
 Z(27)^21,Z(27)^23,Z(27)^23,Z(27)^24,Z(27)^22,Z(27)^16,Z(27)^1,0*Z(27),Z(27)^11,
 Z(27)^11,Z(27)^26,Z(27)^21,Z(27)^1,Z(27)^17,Z(27)^26,Z(27)^17,Z(27)^13,Z(27)^15,
 Z(27)^8,Z(27)^21,0*Z(27),Z(27)^10,Z(27)^12,Z(27)^16,0*Z(27),Z(27)^7,Z(27)^16,
 Z(27)^23,Z(27)^18,Z(27)^12,Z(27)^17,Z(27)^9,Z(27)^8,Z(27)^7,Z(27)^7,Z(27)^6,
 Z(27)^5,Z(27)^22,Z(27)^25,Z(27)^19,Z(27)^21,Z(27)^25,Z(27)^26,Z(27)^22,Z(27)^2,
 Z(27)^20,Z(27)^3,Z(27)^13,Z(27)^15,Z(27)^25,Z(27)^5,Z(27)^18,Z(27)^13,Z(27)^2,
 Z(27)^11,Z(27)^2,Z(27)^2,Z(27)^16,Z(27)^7,0*Z(27),Z(27)^22,Z(27)^15,Z(27)^16,
 Z(27)^5,Z(27)^14,Z(27)^19,Z(27)^23,Z(27)^13,Z(27)^20,Z(27)^20,Z(27)^1,Z(27)^5,
 Z(27)^26,Z(27)^9,Z(27)^19,Z(27)^16,Z(27)^20,Z(27)^10,Z(27)^14,Z(27)^10,Z(27)^23,
 Z(27)^26,Z(27)^20,Z(27)^8,0*Z(27),Z(27)^19,Z(27)^9,Z(27)^9,Z(27)^21,Z(27)^23,
 Z(27)^2,Z(27)^4,Z(27)^24,Z(27)^20,Z(27)^2,Z(27)^20,Z(27)^16,Z(27)^18,Z(27)^5,
 Z(27)^14,Z(27)^3,Z(27)^11,0*Z(27),Z(27)^26,Z(27)^24,Z(27)^25,Z(27)^7,Z(27)^19,
 Z(27)^15,Z(27)^23,Z(27)^1,Z(27)^6,Z(27)^13,Z(27)^14,Z(27)^16,Z(27)^24,Z(27)^12,
 Z(27)^1,Z(27)^1,Z(27)^19,Z(27)^23,Z(27)^7,Z(27)^15,Z(27)^9,Z(27)^11,Z(27)^11,
 Z(27)^13,Z(27)^15,Z(27)^2,Z(27)^20,Z(27)^2,Z(27)^3,Z(27)^21,Z(27)^15,Z(27)^20,
 Z(27)^24,Z(27)^18,Z(27)^17,Z(27)^19,Z(27)^2,Z(27)^19,Z(27)^6,Z(27)^9,Z(27)^5,
 Z(27)^13,Z(27)^16,Z(27)^7,Z(27)^8,Z(27)^11,Z(27)^24,Z(27)^13,Z(27)^16,Z(27)^17,
 Z(27)^7,Z(27)^6,Z(27)^17,Z(27)^11,Z(27)^21,Z(27)^17,Z(27)^7,Z(27)^21,Z(27)^12,
 Z(27)^14,Z(27)^8,Z(27)^15,Z(27)^17,Z(27)^2,Z(27)^8,Z(27)^20,Z(27)^9,Z(27)^23,
 Z(27)^26,0*Z(27),Z(27)^18,Z(27)^1,Z(27)^26,Z(27)^19,Z(27)^22,Z(27)^20,Z(27)^16,
 Z(27)^22,Z(27)^20,Z(27)^18,Z(27)^1,Z(27)^5,Z(27)^16,Z(27)^15,Z(27)^6,Z(27)^2,
 Z(27)^6,Z(27)^24,Z(27)^4,Z(27)^21,Z(27)^7,Z(27)^26,Z(27)^15,Z(27)^11,Z(27)^15,
 Z(27)^3,Z(27)^25,Z(27)^16,Z(27)^15,Z(27)^12,Z(27)^25,Z(27)^8,Z(27)^19,0*Z(27),
 Z(27)^22,Z(27)^6,Z(27)^21,Z(27)^25,Z(27)^9,Z(27)^25,Z(27)^26,Z(27)^3,Z(27)^2,
 Z(27)^15,Z(27)^26,Z(27)^2,Z(27)^13,Z(27)^7,Z(27)^4,Z(27)^6,Z(27)^14,0*Z(27),
 Z(27)^10,Z(27)^13,Z(27)^17,Z(27)^19,Z(27)^22,0*Z(27),Z(27)^14,Z(27)^25,Z(27)^5,
 Z(27)^1,Z(27)^6,Z(27)^13,Z(27)^4,Z(27)^24,Z(27)^10,Z(27)^9,Z(27)^23,Z(27)^5,
 Z(27)^21,Z(27)^26,Z(27)^20,Z(27)^11,Z(27)^6,Z(27)^11,Z(27)^6,Z(27)^1,Z(27)^10,
 Z(27)^1,0*Z(27),Z(27)^6,Z(27)^26,Z(27)^2,Z(27)^19,Z(27)^19,Z(27)^16,Z(27)^14,
 Z(27)^9,Z(27)^20,Z(27)^2,Z(27)^4,Z(27)^16,Z(27)^25,0*Z(27),Z(27)^6,Z(27)^3,Z(27)^24,
 Z(27)^8,Z(27)^5,Z(27)^6,Z(27)^12,Z(27)^6,Z(27)^1,Z(27)^20,Z(27)^6,Z(27)^13,Z(27)^22,
 Z(27)^21,Z(27)^2,Z(27)^12,Z(27)^26,Z(27)^8,Z(27)^12,Z(27)^1,Z(27)^14,Z(27)^6,
 Z(27)^22,Z(27)^24,Z(27)^26,Z(27)^1,Z(27)^10,Z(27)^22,Z(27)^18,Z(27)^3,0*Z(27),
 Z(27)^2,Z(27)^17,Z(27)^6,Z(27)^26,Z(27)^9,Z(27)^25,Z(27)^14,0*Z(27),Z(27)^15,
 Z(27)^14,Z(27)^13,Z(27)^26,Z(27)^17,Z(27)^8,Z(27)^8,Z(27)^7,Z(27)^5,Z(27)^23,
 Z(27)^4,Z(27)^2,Z(27)^7,Z(27)^12,Z(27)^20,Z(27)^5,Z(27)^9],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^19,Z(27)^19,Z(27)^8,Z(27)^21,Z(27)^19,Z(27)^5,Z(27)^2,Z(27)^25,Z(27)^22,
 Z(27)^7,Z(27)^1,Z(27)^12,Z(27)^16,Z(27)^13,Z(27)^25,Z(27)^23,Z(27)^10,Z(27)^11,
 Z(27)^5,Z(27)^19,Z(27)^24,Z(27)^7,Z(27)^1,Z(27)^17,Z(27)^14,Z(27)^8,Z(27)^1,
 Z(27)^10,Z(27)^18,Z(27)^12,Z(27)^18,Z(27)^15,Z(27)^1,Z(27)^22,Z(27)^13,Z(27)^18,
 Z(27)^5,Z(27)^4,Z(27)^6,Z(27)^6,Z(27)^1,Z(27)^8,Z(27)^5,Z(27)^13,Z(27)^11,Z(27)^20,
 Z(27)^1,Z(27)^8,Z(27)^4,Z(27)^22,Z(27)^6,Z(27)^26,Z(27)^9,Z(27)^15,Z(27)^12,
 Z(27)^19,Z(27)^16,Z(27)^23,Z(27)^13,Z(27)^1,Z(27)^2,Z(27)^17,Z(27)^10,Z(27)^7,
 Z(27)^11,Z(27)^14,Z(27)^19,Z(27)^9,Z(27)^19,Z(27)^20,Z(27)^21,Z(27)^23,Z(27)^13,
 Z(27)^21,Z(27)^9,Z(27)^6,Z(27)^6,Z(27)^1,Z(27)^3,Z(27)^7,Z(27)^15,Z(27)^15,Z(27)^12,
 Z(27)^7,Z(27)^14,Z(27)^9,Z(27)^4,Z(27)^13,Z(27)^24,Z(27)^9,Z(27)^21,Z(27)^13,
 Z(27)^18,Z(27)^25,Z(27)^17,Z(27)^13,Z(27)^9,Z(27)^9,Z(27)^1,Z(27)^26,Z(27)^7,
 Z(27)^17,Z(27)^4,Z(27)^24,Z(27)^16,Z(27)^24,Z(27)^2,Z(27)^12,Z(27)^1,Z(27)^11,
 Z(27)^24,Z(27)^23,Z(27)^22,Z(27)^15,Z(27)^7,0*Z(27),Z(27)^5,Z(27)^5,Z(27)^12,
 Z(27)^7,Z(27)^19,Z(27)^3,Z(27)^22,Z(27)^8,Z(27)^25,Z(27)^13,Z(27)^12,Z(27)^7,
 Z(27)^15,Z(27)^22,Z(27)^25,Z(27)^17,Z(27)^7,Z(27)^7,Z(27)^11,Z(27)^21,Z(27)^5,
 Z(27)^18,Z(27)^3,Z(27)^21,Z(27)^2,Z(27)^12,Z(27)^3,Z(27)^13,Z(27)^3,Z(27)^1,
 Z(27)^22,Z(27)^9,Z(27)^5,Z(27)^11,Z(27)^12,Z(27)^17,Z(27)^21,Z(27)^14,Z(27)^21,
 Z(27)^22,0*Z(27),Z(27)^10,Z(27)^24,Z(27)^13,Z(27)^23,Z(27)^6,Z(27)^12,Z(27)^22,
 Z(27)^26,Z(27)^11,Z(27)^3,Z(27)^15,Z(27)^20,Z(27)^5,Z(27)^1,Z(27)^3,Z(27)^3,
 Z(27)^7,Z(27)^19,Z(27)^21,Z(27)^1,Z(27)^14,Z(27)^8,Z(27)^25,Z(27)^10,Z(27)^9,
 Z(27)^8,Z(27)^13,Z(27)^14,Z(27)^11,Z(27)^22,Z(27)^5,Z(27)^10,Z(27)^10,Z(27)^2,
 Z(27)^23,Z(27)^22,Z(27)^23,Z(27)^26,Z(27)^9,0*Z(27),Z(27)^26,Z(27)^23,Z(27)^7,
 Z(27)^26,Z(27)^14,Z(27)^24,Z(27)^22,Z(27)^15,Z(27)^6,Z(27)^11,Z(27)^10,0*Z(27),
 Z(27)^14,Z(27)^9,Z(27)^11,Z(27)^11,Z(27)^19,Z(27)^4,Z(27)^13,Z(27)^10,Z(27)^13,
 Z(27)^26,Z(27)^23,Z(27)^6,Z(27)^15,Z(27)^25,Z(27)^11,Z(27)^7,Z(27)^4,Z(27)^22,
 Z(27)^9,Z(27)^23,Z(27)^6,Z(27)^24,Z(27)^8,Z(27)^9,Z(27)^2,Z(27)^22,Z(27)^3,Z(27)^13,
 Z(27)^19,Z(27)^22,Z(27)^10,Z(27)^5,Z(27)^19,Z(27)^17,Z(27)^24,Z(27)^14,Z(27)^10,
 Z(27)^11,Z(27)^19,Z(27)^11,Z(27)^10,Z(27)^19,0*Z(27),Z(27)^5,Z(27)^4,Z(27)^12,
 Z(27)^22,Z(27)^26,Z(27)^9,Z(27)^13,Z(27)^7,Z(27)^1,Z(27)^5,Z(27)^5,Z(27)^10,
 Z(27)^12,Z(27)^22,Z(27)^1,Z(27)^14,Z(27)^25,Z(27)^26,Z(27)^16,Z(27)^4,Z(27)^9,
 Z(27)^4,Z(27)^18,Z(27)^4,Z(27)^12,Z(27)^20,Z(27)^24,Z(27)^18,Z(27)^22,Z(27)^21,
 Z(27)^20,Z(27)^23,Z(27)^5,Z(27)^12,Z(27)^19,Z(27)^11,Z(27)^16,Z(27)^13,Z(27)^18,
 Z(27)^1,Z(27)^21,Z(27)^19,Z(27)^3,Z(27)^25,Z(27)^2,Z(27)^5,Z(27)^8,Z(27)^4,Z(27)^24,
 Z(27)^22,Z(27)^1,Z(27)^20,Z(27)^8,Z(27)^2,Z(27)^10,Z(27)^24,Z(27)^18,Z(27)^2,
 Z(27)^1,Z(27)^1,Z(27)^12,Z(27)^13,Z(27)^2,Z(27)^12,Z(27)^9,Z(27)^11,Z(27)^8,
 Z(27)^5,Z(27)^17,Z(27)^14,Z(27)^20,Z(27)^9,Z(27)^14,Z(27)^14,Z(27)^10,Z(27)^13,
 Z(27)^25,Z(27)^19,Z(27)^9,Z(27)^13,Z(27)^17,Z(27)^20,0*Z(27),Z(27)^9,Z(27)^22,
 Z(27)^6,Z(27)^10,Z(27)^25,Z(27)^2,Z(27)^5,Z(27)^12,Z(27)^2,Z(27)^13,Z(27)^23,
 Z(27)^8,Z(27)^14,Z(27)^1,Z(27)^14,Z(27)^18],
[Z(27)^26,Z(27)^1,Z(27)^26,Z(27)^22,Z(27)^1,Z(27)^11,Z(27)^6,Z(27)^16,Z(27)^15,
 Z(27)^1,Z(27)^22,Z(27)^5,Z(27)^17,Z(27)^21,Z(27)^16,Z(27)^6,Z(27)^23,Z(27)^2,
 Z(27)^6,Z(27)^8,Z(27)^4,Z(27)^7,Z(27)^12,Z(27)^10,Z(27)^25,Z(27)^15,Z(27)^18,
 Z(27)^10,Z(27)^6,Z(27)^26,Z(27)^24,Z(27)^5,Z(27)^23,Z(27)^25,Z(27)^22,Z(27)^13,
 Z(27)^25,Z(27)^7,Z(27)^17,Z(27)^11,Z(27)^25,Z(27)^19,Z(27)^7,Z(27)^15,Z(27)^5,
 Z(27)^17,Z(27)^18,Z(27)^8,Z(27)^25,Z(27)^6,Z(27)^7,Z(27)^13,Z(27)^12,Z(27)^19,
 Z(27)^22,Z(27)^24,Z(27)^4,Z(27)^9,Z(27)^21,Z(27)^3,Z(27)^26,Z(27)^23,Z(27)^21,
 Z(27)^4,Z(27)^3,Z(27)^17,Z(27)^20,Z(27)^16,Z(27)^3,Z(27)^24,Z(27)^1,Z(27)^23,
 Z(27)^4,Z(27)^19,Z(27)^10,Z(27)^7,Z(27)^11,Z(27)^16,Z(27)^8,Z(27)^9,Z(27)^6,
 Z(27)^20,0*Z(27),Z(27)^7,Z(27)^3,Z(27)^7,Z(27)^1,Z(27)^19,Z(27)^16,Z(27)^14,
 Z(27)^5,Z(27)^15,Z(27)^4,Z(27)^15,0*Z(27),Z(27)^23,Z(27)^22,Z(27)^13,Z(27)^26,
 Z(27)^18,Z(27)^19,Z(27)^25,Z(27)^1,Z(27)^22,Z(27)^3,Z(27)^21,Z(27)^20,Z(27)^5,
 Z(27)^22,Z(27)^25,Z(27)^25,Z(27)^10,Z(27)^24,Z(27)^1,Z(27)^16,Z(27)^19,Z(27)^4,
 Z(27)^20,Z(27)^26,Z(27)^25,Z(27)^4,Z(27)^16,Z(27)^14,Z(27)^16,Z(27)^18,Z(27)^8,
 Z(27)^2,Z(27)^26,Z(27)^18,Z(27)^16,Z(27)^14,Z(27)^19,Z(27)^24,Z(27)^24,Z(27)^19,
 Z(27)^9,0*Z(27),Z(27)^7,Z(27)^14,Z(27)^4,Z(27)^6,Z(27)^19,Z(27)^21,Z(27)^16,
 Z(27)^21,Z(27)^16,Z(27)^23,Z(27)^9,Z(27)^1,Z(27)^12,Z(27)^16,Z(27)^24,Z(27)^17,
 Z(27)^19,Z(27)^17,Z(27)^17,Z(27)^5,Z(27)^16,Z(27)^22,Z(27)^23,Z(27)^12,Z(27)^24,
 Z(27)^12,Z(27)^15,Z(27)^12,Z(27)^10,Z(27)^8,Z(27)^20,Z(27)^11,Z(27)^9,Z(27)^23,
 Z(27)^26,Z(27)^1,Z(27)^3,Z(27)^18,Z(27)^1,Z(27)^22,Z(27)^15,Z(27)^16,Z(27)^18,
 Z(27)^25,Z(27)^18,Z(27)^20,Z(27)^7,Z(27)^7,Z(27)^10,Z(27)^8,0*Z(27),Z(27)^9,
 Z(27)^12,Z(27)^7,Z(27)^1,Z(27)^6,Z(27)^16,Z(27)^19,Z(27)^5,Z(27)^6,Z(27)^16,
 Z(27)^7,Z(27)^16,Z(27)^20,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^2,Z(27)^24,Z(27)^7,
 0*Z(27),Z(27)^7,Z(27)^24,Z(27)^4,Z(27)^9,Z(27)^11,Z(27)^16,Z(27)^25,Z(27)^2,
 Z(27)^15,Z(27)^6,Z(27)^10,Z(27)^20,Z(27)^1,Z(27)^19,Z(27)^6,Z(27)^19,Z(27)^6,
 Z(27)^5,Z(27)^12,Z(27)^26,Z(27)^2,Z(27)^5,Z(27)^22,Z(27)^16,Z(27)^20,Z(27)^6,
 Z(27)^22,Z(27)^14,Z(27)^14,Z(27)^15,Z(27)^18,Z(27)^22,Z(27)^22,Z(27)^2,Z(27)^7,
 Z(27)^15,Z(27)^26,0*Z(27),Z(27)^2,Z(27)^4,Z(27)^12,Z(27)^19,Z(27)^18,Z(27)^21,
 Z(27)^21,0*Z(27),Z(27)^23,Z(27)^22,Z(27)^9,Z(27)^10,Z(27)^16,Z(27)^12,Z(27)^16,
 Z(27)^8,0*Z(27),Z(27)^3,Z(27)^19,Z(27)^22,Z(27)^13,Z(27)^8,Z(27)^1,Z(27)^24,
 Z(27)^1,Z(27)^12,Z(27)^1,Z(27)^7,Z(27)^16,Z(27)^26,0*Z(27),Z(27)^14,Z(27)^24,
 0*Z(27),Z(27)^21,Z(27)^10,Z(27)^21,Z(27)^20,Z(27)^4,Z(27)^3,Z(27)^1,Z(27)^19,
 Z(27)^20,Z(27)^19,Z(27)^14,Z(27)^2,Z(27)^1,Z(27)^4,Z(27)^20,Z(27)^7,Z(27)^17,
 Z(27)^20,Z(27)^13,Z(27)^1,Z(27)^11,Z(27)^26,Z(27)^15,Z(27)^25,Z(27)^21,Z(27)^4,
 Z(27)^18,Z(27)^2,Z(27)^1,Z(27)^1,Z(27)^26,Z(27)^12,Z(27)^4,Z(27)^24,Z(27)^6,
 Z(27)^11,Z(27)^10,Z(27)^10,Z(27)^4,Z(27)^10,Z(27)^10,Z(27)^9,Z(27)^2,Z(27)^21,
 Z(27)^26,Z(27)^21,Z(27)^4,Z(27)^2,0*Z(27),Z(27)^5,Z(27)^17,Z(27)^18,Z(27)^21,
 Z(27)^1,Z(27)^4,Z(27)^7,Z(27)^20,Z(27)^19,Z(27)^25,Z(27)^5,Z(27)^17,Z(27)^24,
 Z(27)^4,Z(27)^25,Z(27)^10,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^1,Z(27)^2,Z(27)^12],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^8,Z(27)^2,Z(27)^1,Z(27)^2,Z(27)^17,Z(27)^3,Z(27)^8,Z(27)^21,Z(27)^6,Z(27)^10,
 Z(27)^18,Z(27)^11,Z(27)^18,Z(27)^19,Z(27)^12,Z(27)^11,Z(27)^3,Z(27)^9,Z(27)^20,
 Z(27)^14,Z(27)^12,Z(27)^4,Z(27)^1,Z(27)^19,Z(27)^17,Z(27)^5,Z(27)^22,Z(27)^9,
 Z(27)^26,Z(27)^17,Z(27)^7,Z(27)^24,Z(27)^11,Z(27)^13,Z(27)^16,Z(27)^19,Z(27)^3,
 Z(27)^25,Z(27)^10,Z(27)^4,Z(27)^15,Z(27)^13,Z(27)^6,Z(27)^26,Z(27)^5,Z(27)^21,
 Z(27)^12,Z(27)^13,Z(27)^11,Z(27)^9,Z(27)^25,0*Z(27),Z(27)^26,Z(27)^1,Z(27)^4,
 Z(27)^22,Z(27)^11,0*Z(27),Z(27)^14,Z(27)^2,Z(27)^12,Z(27)^24,Z(27)^11,Z(27)^9,
 Z(27)^22,0*Z(27),Z(27)^15,Z(27)^19,Z(27)^3,Z(27)^6,Z(27)^15,Z(27)^15,Z(27)^2,
 Z(27)^2,Z(27)^13,Z(27)^4,Z(27)^4,Z(27)^3,Z(27)^1,Z(27)^22,Z(27)^7,0*Z(27),Z(27)^14,
 Z(27)^24,0*Z(27),Z(27)^10,Z(27)^15,Z(27)^6,Z(27)^2,Z(27)^26,Z(27)^26,Z(27)^8,
 Z(27)^21,Z(27)^4,Z(27)^8,Z(27)^12,Z(27)^7,Z(27)^19,Z(27)^8,0*Z(27),Z(27)^26,
 Z(27)^1,Z(27)^20,Z(27)^15,Z(27)^18,Z(27)^26,Z(27)^24,Z(27)^14,Z(27)^5,Z(27)^20,
 Z(27)^19,Z(27)^26,Z(27)^19,Z(27)^19,Z(27)^19,Z(27)^5,0*Z(27),Z(27)^19,Z(27)^17,
 Z(27)^18,Z(27)^21,Z(27)^9,Z(27)^3,Z(27)^22,Z(27)^19,Z(27)^22,Z(27)^9,Z(27)^1,
 Z(27)^23,Z(27)^9,Z(27)^15,Z(27)^17,Z(27)^17,Z(27)^11,0*Z(27),Z(27)^23,Z(27)^20,
 Z(27)^1,Z(27)^14,Z(27)^7,Z(27)^15,Z(27)^23,Z(27)^26,Z(27)^3,Z(27)^14,0*Z(27),
 Z(27)^1,Z(27)^6,Z(27)^6,Z(27)^19,Z(27)^4,Z(27)^3,Z(27)^13,Z(27)^20,Z(27)^22,
 Z(27)^9,Z(27)^16,Z(27)^2,Z(27)^14,Z(27)^23,Z(27)^14,0*Z(27),Z(27)^16,Z(27)^24,
 0*Z(27),Z(27)^12,Z(27)^19,0*Z(27),Z(27)^20,Z(27)^13,Z(27)^20,Z(27)^16,Z(27)^14,
 Z(27)^5,Z(27)^12,Z(27)^8,Z(27)^9,Z(27)^25,Z(27)^17,Z(27)^20,Z(27)^17,Z(27)^9,
 Z(27)^6,Z(27)^23,Z(27)^21,Z(27)^24,0*Z(27),Z(27)^12,0*Z(27),Z(27)^11,Z(27)^4,
 Z(27)^4,Z(27)^13,Z(27)^14,Z(27)^20,Z(27)^10,Z(27)^18,Z(27)^22,Z(27)^12,Z(27)^20,
 Z(27)^2,Z(27)^17,Z(27)^2,Z(27)^16,Z(27)^22,Z(27)^10,Z(27)^5,Z(27)^11,Z(27)^13,
 Z(27)^14,Z(27)^16,Z(27)^17,Z(27)^20,Z(27)^14,Z(27)^2,Z(27)^2,Z(27)^18,Z(27)^5,
 Z(27)^22,Z(27)^14,Z(27)^10,Z(27)^4,Z(27)^18,Z(27)^14,Z(27)^6,0*Z(27),Z(27)^8,
 Z(27)^23,Z(27)^3,Z(27)^18,Z(27)^22,Z(27)^1,Z(27)^25,Z(27)^9,Z(27)^13,Z(27)^1,
 0*Z(27),Z(27)^16,Z(27)^14,Z(27)^15,Z(27)^20,Z(27)^12,Z(27)^2,Z(27)^25,Z(27)^9,
 Z(27)^7,Z(27)^24,Z(27)^3,Z(27)^9,Z(27)^24,Z(27)^8,Z(27)^4,Z(27)^19,Z(27)^19,
 Z(27)^6,Z(27)^11,Z(27)^12,Z(27)^4,Z(27)^12,Z(27)^7,Z(27)^4,Z(27)^15,Z(27)^5,
 Z(27)^4,0*Z(27),Z(27)^2,Z(27)^6,Z(27)^1,Z(27)^1,Z(27)^7,Z(27)^11,Z(27)^10,Z(27)^16,
 Z(27)^9,0*Z(27),Z(27)^15,Z(27)^2,Z(27)^11,Z(27)^10,Z(27)^2,Z(27)^13,0*Z(27),
 Z(27)^7,Z(27)^3,Z(27)^25,Z(27)^13,Z(27)^25,Z(27)^19,Z(27)^1,Z(27)^1,Z(27)^8,
 Z(27)^13,Z(27)^21,Z(27)^20,Z(27)^19,Z(27)^12,Z(27)^23,Z(27)^9,Z(27)^1,Z(27)^4,
 Z(27)^24,Z(27)^2,Z(27)^2,Z(27)^3,Z(27)^18,Z(27)^10,Z(27)^13,Z(27)^22,Z(27)^7,
 Z(27)^24,Z(27)^25,Z(27)^23,Z(27)^24,Z(27)^18,Z(27)^24,Z(27)^4,Z(27)^24,Z(27)^25,
 Z(27)^9,Z(27)^7,Z(27)^25,Z(27)^16,Z(27)^26,Z(27)^15,Z(27)^2,Z(27)^11,Z(27)^26,
 Z(27)^11,Z(27)^9,Z(27)^4,Z(27)^23,Z(27)^8,Z(27)^19,Z(27)^10,Z(27)^9,Z(27)^5,
 Z(27)^10,Z(27)^18,Z(27)^20,Z(27)^2,Z(27)^19,Z(27)^7,Z(27)^9,Z(27)^7,Z(27)^21,
 Z(27)^19,Z(27)^25,Z(27)^4,Z(27)^13,Z(27)^5,Z(27)^20],
[Z(27)^3,Z(27)^17,Z(27)^2,Z(27)^1,Z(27)^10,Z(27)^20,0*Z(27),Z(27)^1,Z(27)^2,Z(27)^24,
 Z(27)^22,Z(27)^6,Z(27)^11,Z(27)^21,Z(27)^5,Z(27)^19,Z(27)^3,Z(27)^17,Z(27)^13,
 Z(27)^22,Z(27)^18,Z(27)^8,Z(27)^20,Z(27)^23,0*Z(27),Z(27)^18,Z(27)^12,Z(27)^4,
 Z(27)^8,Z(27)^5,Z(27)^17,Z(27)^3,Z(27)^7,Z(27)^9,Z(27)^23,Z(27)^23,Z(27)^12,
 Z(27)^17,0*Z(27),Z(27)^18,Z(27)^12,Z(27)^8,Z(27)^26,Z(27)^1,Z(27)^24,Z(27)^2,
 Z(27)^8,Z(27)^9,Z(27)^21,Z(27)^13,Z(27)^12,Z(27)^14,Z(27)^10,0*Z(27),Z(27)^16,
 0*Z(27),Z(27)^17,0*Z(27),Z(27)^17,Z(27)^25,Z(27)^14,Z(27)^21,Z(27)^26,Z(27)^2,
 Z(27)^24,Z(27)^20,Z(27)^6,Z(27)^10,0*Z(27),Z(27)^9,Z(27)^11,Z(27)^10,Z(27)^16,
 Z(27)^8,Z(27)^22,Z(27)^18,Z(27)^19,0*Z(27),Z(27)^10,Z(27)^16,Z(27)^11,Z(27)^26,
 Z(27)^8,Z(27)^23,Z(27)^11,Z(27)^18,Z(27)^19,Z(27)^12,Z(27)^6,Z(27)^14,Z(27)^25,
 Z(27)^19,Z(27)^21,Z(27)^6,Z(27)^11,Z(27)^16,Z(27)^21,Z(27)^10,Z(27)^23,Z(27)^15,
 Z(27)^4,Z(27)^10,Z(27)^12,Z(27)^7,Z(27)^5,Z(27)^24,Z(27)^23,Z(27)^20,Z(27)^20,
 Z(27)^6,Z(27)^8,Z(27)^7,Z(27)^8,Z(27)^23,Z(27)^15,Z(27)^3,Z(27)^25,Z(27)^2,Z(27)^1,
 Z(27)^2,Z(27)^4,Z(27)^6,Z(27)^5,Z(27)^11,Z(27)^23,Z(27)^16,Z(27)^24,Z(27)^9,
 Z(27)^7,Z(27)^8,Z(27)^11,Z(27)^7,Z(27)^14,Z(27)^22,Z(27)^14,Z(27)^2,Z(27)^8,
 Z(27)^23,Z(27)^14,Z(27)^20,Z(27)^4,Z(27)^22,Z(27)^18,Z(27)^15,Z(27)^3,Z(27)^6,
 Z(27)^4,Z(27)^3,Z(27)^22,Z(27)^9,Z(27)^25,Z(27)^8,Z(27)^12,Z(27)^6,Z(27)^7,Z(27)^2,
 Z(27)^13,Z(27)^6,Z(27)^3,Z(27)^14,Z(27)^14,Z(27)^26,Z(27)^15,Z(27)^9,Z(27)^16,
 Z(27)^15,Z(27)^7,Z(27)^19,Z(27)^12,0*Z(27),Z(27)^23,Z(27)^12,Z(27)^26,Z(27)^5,
 Z(27)^1,Z(27)^26,Z(27)^21,Z(27)^18,Z(27)^19,Z(27)^16,Z(27)^10,Z(27)^24,Z(27)^20,
 Z(27)^20,Z(27)^6,Z(27)^17,Z(27)^19,Z(27)^12,Z(27)^22,Z(27)^17,Z(27)^2,Z(27)^20,
 Z(27)^18,Z(27)^15,Z(27)^8,Z(27)^4,Z(27)^7,Z(27)^16,Z(27)^18,0*Z(27),Z(27)^10,
 Z(27)^3,Z(27)^5,Z(27)^7,Z(27)^24,Z(27)^1,Z(27)^20,Z(27)^26,Z(27)^21,Z(27)^21,
 Z(27)^6,Z(27)^9,Z(27)^10,Z(27)^1,Z(27)^6,Z(27)^25,Z(27)^4,Z(27)^2,Z(27)^5,Z(27)^5,
 Z(27)^7,Z(27)^26,0*Z(27),Z(27)^3,Z(27)^26,Z(27)^3,Z(27)^25,Z(27)^21,Z(27)^12,
 Z(27)^23,Z(27)^6,0*Z(27),Z(27)^1,Z(27)^19,Z(27)^22,Z(27)^18,0*Z(27),Z(27)^18,
 Z(27)^19,Z(27)^20,Z(27)^17,Z(27)^21,0*Z(27),Z(27)^8,Z(27)^15,Z(27)^5,Z(27)^20,
 Z(27)^25,Z(27)^14,Z(27)^26,Z(27)^2,Z(27)^1,Z(27)^8,Z(27)^2,Z(27)^17,Z(27)^17,
 Z(27)^11,Z(27)^3,Z(27)^23,Z(27)^6,Z(27)^18,Z(27)^13,Z(27)^3,Z(27)^21,Z(27)^5,
 Z(27)^18,Z(27)^14,Z(27)^4,Z(27)^8,Z(27)^18,Z(27)^8,0*Z(27),0*Z(27),Z(27)^23,
 Z(27)^13,0*Z(27),Z(27)^23,Z(27)^6,Z(27)^16,Z(27)^24,Z(27)^14,Z(27)^21,Z(27)^11,
 Z(27)^20,Z(27)^4,Z(27)^12,Z(27)^17,Z(27)^26,Z(27)^3,Z(27)^2,0*Z(27),Z(27)^4,
 Z(27)^3,0*Z(27),Z(27)^15,Z(27)^21,Z(27)^8,Z(27)^11,Z(27)^18,Z(27)^25,Z(27)^23,
 Z(27)^23,0*Z(27),Z(27)^21,Z(27)^13,0*Z(27),Z(27)^6,Z(27)^15,Z(27)^8,0*Z(27),
 Z(27)^21,Z(27)^10,Z(27)^7,Z(27)^8,Z(27)^6,Z(27)^24,Z(27)^5,Z(27)^22,Z(27)^13,
 Z(27)^13,0*Z(27),Z(27)^6,Z(27)^13,Z(27)^6,Z(27)^6,Z(27)^5,Z(27)^16,Z(27)^21,
 Z(27)^15,Z(27)^7,Z(27)^25,Z(27)^21,Z(27)^16,Z(27)^16,Z(27)^22,Z(27)^12,Z(27)^4,
 Z(27)^8,Z(27)^9,Z(27)^23,Z(27)^11,Z(27)^12,Z(27)^24,Z(27)^15,Z(27)^22,Z(27)^1,
 Z(27)^14,Z(27)^26,Z(27)^20,Z(27)^17,0*Z(27)],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^3,Z(27)^21,Z(27)^3,Z(27)^9,Z(27)^25,Z(27)^6,Z(27)^7,Z(27)^8,Z(27)^10,Z(27)^9,
 Z(27)^22,Z(27)^19,Z(27)^5,Z(27)^15,Z(27)^11,0*Z(27),Z(27)^3,Z(27)^24,Z(27)^6,
 Z(27)^15,Z(27)^12,Z(27)^23,Z(27)^10,Z(27)^18,Z(27)^25,Z(27)^22,Z(27)^23,Z(27)^1,
 Z(27)^16,Z(27)^10,Z(27)^19,Z(27)^23,Z(27)^8,Z(27)^13,Z(27)^2,Z(27)^3,Z(27)^16,
 Z(27)^25,Z(27)^19,Z(27)^24,Z(27)^8,Z(27)^4,Z(27)^9,Z(27)^10,Z(27)^9,Z(27)^18,
 Z(27)^14,Z(27)^25,Z(27)^3,Z(27)^24,Z(27)^14,Z(27)^18,Z(27)^22,Z(27)^25,Z(27)^10,
 Z(27)^26,Z(27)^19,Z(27)^23,Z(27)^14,Z(27)^13,Z(27)^3,Z(27)^21,Z(27)^9,Z(27)^14,
 Z(27)^15,0*Z(27),Z(27)^22,Z(27)^25,Z(27)^16,Z(27)^20,Z(27)^4,Z(27)^9,Z(27)^24,
 Z(27)^3,Z(27)^8,Z(27)^9,Z(27)^14,Z(27)^23,Z(27)^26,Z(27)^12,Z(27)^10,Z(27)^11,
 Z(27)^11,Z(27)^10,Z(27)^10,Z(27)^9,Z(27)^17,Z(27)^17,Z(27)^10,Z(27)^5,Z(27)^9,
 Z(27)^17,0*Z(27),Z(27)^2,Z(27)^25,Z(27)^13,Z(27)^19,Z(27)^3,Z(27)^15,Z(27)^10,
 Z(27)^25,Z(27)^21,Z(27)^3,Z(27)^8,Z(27)^18,Z(27)^19,Z(27)^6,Z(27)^12,Z(27)^14,
 Z(27)^17,Z(27)^21,Z(27)^26,Z(27)^25,Z(27)^9,Z(27)^20,Z(27)^15,Z(27)^9,Z(27)^14,
 Z(27)^4,Z(27)^7,Z(27)^23,Z(27)^24,Z(27)^8,Z(27)^21,Z(27)^21,Z(27)^24,Z(27)^23,
 Z(27)^8,Z(27)^4,Z(27)^23,Z(27)^14,Z(27)^26,Z(27)^19,Z(27)^21,Z(27)^10,Z(27)^25,
 Z(27)^2,Z(27)^15,Z(27)^14,Z(27)^21,Z(27)^7,Z(27)^11,Z(27)^12,Z(27)^26,Z(27)^18,
 Z(27)^23,Z(27)^23,Z(27)^23,Z(27)^17,Z(27)^23,Z(27)^2,Z(27)^1,Z(27)^2,Z(27)^26,
 Z(27)^2,Z(27)^25,Z(27)^1,Z(27)^19,Z(27)^12,Z(27)^10,Z(27)^4,Z(27)^26,Z(27)^9,
 Z(27)^6,Z(27)^23,Z(27)^23,Z(27)^24,0*Z(27),Z(27)^20,Z(27)^10,Z(27)^5,Z(27)^9,
 Z(27)^16,Z(27)^22,Z(27)^18,Z(27)^12,Z(27)^8,Z(27)^13,Z(27)^8,Z(27)^16,Z(27)^21,
 Z(27)^4,Z(27)^3,Z(27)^17,Z(27)^3,Z(27)^14,Z(27)^15,Z(27)^19,Z(27)^12,Z(27)^4,
 Z(27)^6,Z(27)^21,Z(27)^18,Z(27)^25,Z(27)^4,Z(27)^13,0*Z(27),Z(27)^17,Z(27)^6,
 0*Z(27),Z(27)^18,Z(27)^6,Z(27)^17,Z(27)^11,Z(27)^2,Z(27)^11,Z(27)^22,Z(27)^22,
 Z(27)^9,Z(27)^20,Z(27)^14,Z(27)^13,Z(27)^4,Z(27)^12,Z(27)^6,Z(27)^8,Z(27)^8,
 Z(27)^11,Z(27)^3,Z(27)^12,Z(27)^20,Z(27)^7,Z(27)^20,Z(27)^11,Z(27)^21,Z(27)^21,
 Z(27)^6,Z(27)^1,0*Z(27),Z(27)^18,Z(27)^5,Z(27)^16,Z(27)^23,Z(27)^6,Z(27)^18,
 Z(27)^26,Z(27)^22,Z(27)^21,Z(27)^18,Z(27)^6,Z(27)^3,Z(27)^23,Z(27)^13,Z(27)^19,
 Z(27)^21,Z(27)^24,Z(27)^17,Z(27)^5,Z(27)^17,Z(27)^25,Z(27)^8,Z(27)^12,Z(27)^12,
 Z(27)^3,Z(27)^18,Z(27)^20,Z(27)^9,Z(27)^19,Z(27)^7,Z(27)^26,Z(27)^8,Z(27)^15,
 Z(27)^21,Z(27)^3,Z(27)^13,Z(27)^23,Z(27)^20,Z(27)^16,Z(27)^15,Z(27)^5,Z(27)^25,
 Z(27)^21,Z(27)^19,Z(27)^1,Z(27)^21,Z(27)^23,Z(27)^8,Z(27)^19,Z(27)^23,Z(27)^5,
 Z(27)^5,Z(27)^1,Z(27)^12,Z(27)^12,Z(27)^15,0*Z(27),Z(27)^9,Z(27)^22,Z(27)^24,
 Z(27)^7,Z(27)^4,Z(27)^17,Z(27)^24,Z(27)^20,Z(27)^1,Z(27)^21,Z(27)^10,Z(27)^19,
 Z(27)^10,Z(27)^6,Z(27)^7,0*Z(27),Z(27)^18,Z(27)^16,Z(27)^25,Z(27)^23,Z(27)^24,
 Z(27)^1,Z(27)^3,Z(27)^12,Z(27)^11,Z(27)^1,Z(27)^3,Z(27)^12,Z(27)^1,Z(27)^18,
 Z(27)^17,Z(27)^10,Z(27)^11,Z(27)^5,Z(27)^14,Z(27)^19,Z(27)^4,Z(27)^12,Z(27)^2,
 Z(27)^2,Z(27)^3,Z(27)^24,Z(27)^23,Z(27)^20,Z(27)^12,Z(27)^13,Z(27)^7,Z(27)^17,
 Z(27)^21,Z(27)^4,Z(27)^25,Z(27)^11,0*Z(27),Z(27)^20,Z(27)^19,Z(27)^1,Z(27)^21,
 Z(27)^2,Z(27)^2,Z(27)^22,Z(27)^13,Z(27)^15,Z(27)^6,Z(27)^11,Z(27)^15],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^7,Z(27)^3,Z(27)^21,Z(27)^19,Z(27)^22,Z(27)^12,Z(27)^5,Z(27)^10,Z(27)^12,
 Z(27)^15,Z(27)^5,Z(27)^5,Z(27)^1,Z(27)^20,Z(27)^6,Z(27)^11,Z(27)^6,Z(27)^9,Z(27)^14,
 Z(27)^17,Z(27)^5,Z(27)^16,Z(27)^6,Z(27)^26,Z(27)^18,Z(27)^14,Z(27)^9,Z(27)^19,
 Z(27)^16,Z(27)^8,Z(27)^26,Z(27)^21,Z(27)^14,Z(27)^18,Z(27)^23,Z(27)^13,0*Z(27),
 Z(27)^4,Z(27)^3,Z(27)^21,Z(27)^18,Z(27)^21,Z(27)^23,Z(27)^16,Z(27)^6,Z(27)^16,
 Z(27)^16,Z(27)^7,Z(27)^19,Z(27)^11,Z(27)^2,0*Z(27),Z(27)^12,Z(27)^19,Z(27)^3,
 Z(27)^26,Z(27)^25,Z(27)^10,Z(27)^25,Z(27)^7,Z(27)^1,Z(27)^8,Z(27)^5,Z(27)^22,
 Z(27)^2,Z(27)^6,Z(27)^20,Z(27)^24,Z(27)^22,Z(27)^26,Z(27)^13,Z(27)^4,Z(27)^18,
 Z(27)^20,Z(27)^10,Z(27)^8,Z(27)^23,Z(27)^19,Z(27)^5,Z(27)^22,Z(27)^6,Z(27)^15,
 Z(27)^16,Z(27)^23,Z(27)^16,Z(27)^17,Z(27)^2,Z(27)^26,Z(27)^26,Z(27)^15,Z(27)^1,
 Z(27)^9,Z(27)^26,0*Z(27),Z(27)^12,Z(27)^8,Z(27)^11,Z(27)^22,Z(27)^19,Z(27)^11,
 Z(27)^16,Z(27)^15,Z(27)^21,Z(27)^11,Z(27)^14,Z(27)^17,Z(27)^12,Z(27)^3,Z(27)^14,
 Z(27)^17,Z(27)^15,Z(27)^7,Z(27)^5,Z(27)^25,Z(27)^25,Z(27)^8,Z(27)^24,Z(27)^9,
 Z(27)^6,Z(27)^20,Z(27)^12,Z(27)^21,Z(27)^12,Z(27)^15,Z(27)^11,Z(27)^22,Z(27)^2,
 Z(27)^11,Z(27)^3,Z(27)^17,Z(27)^5,Z(27)^4,Z(27)^19,0*Z(27),Z(27)^19,Z(27)^24,
 Z(27)^16,Z(27)^22,Z(27)^25,0*Z(27),Z(27)^7,Z(27)^8,Z(27)^17,Z(27)^17,Z(27)^8,
 Z(27)^26,Z(27)^7,Z(27)^26,Z(27)^18,Z(27)^11,0*Z(27),Z(27)^18,Z(27)^12,Z(27)^3,
 Z(27)^1,Z(27)^12,Z(27)^19,Z(27)^20,Z(27)^20,Z(27)^21,Z(27)^3,Z(27)^14,Z(27)^10,
 Z(27)^12,Z(27)^17,Z(27)^12,Z(27)^20,Z(27)^14,Z(27)^14,Z(27)^14,Z(27)^21,Z(27)^5,
 Z(27)^6,Z(27)^26,Z(27)^5,0*Z(27),Z(27)^22,Z(27)^20,Z(27)^4,Z(27)^19,Z(27)^15,
 Z(27)^11,Z(27)^9,Z(27)^16,0*Z(27),Z(27)^8,Z(27)^5,Z(27)^15,Z(27)^17,Z(27)^25,
 Z(27)^1,Z(27)^25,0*Z(27),Z(27)^24,Z(27)^3,Z(27)^13,Z(27)^26,Z(27)^7,Z(27)^16,
 Z(27)^10,0*Z(27),Z(27)^25,Z(27)^20,Z(27)^13,Z(27)^9,Z(27)^5,Z(27)^7,Z(27)^23,
 Z(27)^4,Z(27)^13,Z(27)^12,Z(27)^9,Z(27)^24,Z(27)^5,Z(27)^11,Z(27)^4,Z(27)^26,
 Z(27)^13,Z(27)^11,Z(27)^7,Z(27)^5,Z(27)^16,Z(27)^7,Z(27)^9,Z(27)^3,0*Z(27),Z(27)^6,
 Z(27)^6,Z(27)^9,Z(27)^14,Z(27)^21,Z(27)^14,Z(27)^21,Z(27)^18,Z(27)^6,Z(27)^16,
 Z(27)^2,Z(27)^20,Z(27)^17,Z(27)^21,Z(27)^17,Z(27)^2,Z(27)^23,Z(27)^23,Z(27)^5,
 Z(27)^17,Z(27)^14,Z(27)^17,Z(27)^15,Z(27)^2,Z(27)^11,Z(27)^11,0*Z(27),Z(27)^25,
 Z(27)^11,Z(27)^6,Z(27)^2,Z(27)^24,Z(27)^23,Z(27)^14,Z(27)^10,Z(27)^17,0*Z(27),
 Z(27)^25,Z(27)^18,Z(27)^16,Z(27)^6,Z(27)^20,Z(27)^9,Z(27)^4,0*Z(27),Z(27)^9,
 Z(27)^22,Z(27)^3,Z(27)^26,0*Z(27),Z(27)^9,Z(27)^2,Z(27)^8,Z(27)^15,Z(27)^6,0*Z(27),
 Z(27)^3,Z(27)^9,Z(27)^21,Z(27)^8,Z(27)^16,Z(27)^22,Z(27)^15,Z(27)^23,Z(27)^20,
 Z(27)^6,Z(27)^1,Z(27)^23,Z(27)^18,Z(27)^9,Z(27)^15,Z(27)^4,Z(27)^14,Z(27)^19,
 Z(27)^12,Z(27)^12,Z(27)^1,Z(27)^18,Z(27)^7,Z(27)^17,Z(27)^26,Z(27)^7,Z(27)^21,
 Z(27)^20,Z(27)^10,Z(27)^12,Z(27)^12,Z(27)^3,Z(27)^9,Z(27)^3,Z(27)^21,Z(27)^15,
 Z(27)^15,Z(27)^7,Z(27)^26,Z(27)^9,Z(27)^11,Z(27)^14,Z(27)^16,Z(27)^5,Z(27)^2,
 Z(27)^14,Z(27)^18,Z(27)^8,Z(27)^2,Z(27)^9,Z(27)^25,Z(27)^25,Z(27)^3,Z(27)^2,
 Z(27)^6,Z(27)^25,Z(27)^8,Z(27)^2,Z(27)^10,Z(27)^3,Z(27)^7,Z(27)^13,Z(27)^20,
 Z(27)^22,Z(27)^25,Z(27)^24,0*Z(27),Z(27)^23,Z(27)^15],
[Z(27)^19,Z(27)^12,Z(27)^2,Z(27)^5,Z(27)^5,Z(27)^2,Z(27)^11,Z(27)^17,Z(27)^26,
 Z(27)^17,Z(27)^10,Z(27)^17,Z(27)^13,Z(27)^1,Z(27)^26,Z(27)^23,Z(27)^1,Z(27)^11,
 Z(27)^9,Z(27)^14,Z(27)^10,Z(27)^22,Z(27)^16,Z(27)^9,Z(27)^17,Z(27)^7,Z(27)^19,
 Z(27)^7,Z(27)^10,Z(27)^20,0*Z(27),Z(27)^26,Z(27)^8,Z(27)^4,Z(27)^24,Z(27)^21,
 Z(27)^1,Z(27)^23,Z(27)^17,Z(27)^22,Z(27)^25,Z(27)^8,0*Z(27),Z(27)^2,Z(27)^7,
 Z(27)^10,Z(27)^10,Z(27)^13,Z(27)^10,Z(27)^17,Z(27)^15,Z(27)^14,Z(27)^3,Z(27)^24,
 Z(27)^8,Z(27)^20,Z(27)^10,Z(27)^18,Z(27)^13,Z(27)^24,Z(27)^20,Z(27)^24,Z(27)^5,
 Z(27)^6,Z(27)^3,Z(27)^10,Z(27)^24,Z(27)^18,Z(27)^9,Z(27)^21,Z(27)^18,Z(27)^6,
 Z(27)^17,Z(27)^2,Z(27)^6,Z(27)^1,Z(27)^13,Z(27)^24,Z(27)^3,Z(27)^17,Z(27)^10,
 Z(27)^9,Z(27)^19,Z(27)^3,Z(27)^23,Z(27)^19,Z(27)^11,Z(27)^23,Z(27)^24,Z(27)^15,
 Z(27)^17,Z(27)^24,Z(27)^1,Z(27)^9,Z(27)^5,Z(27)^11,Z(27)^25,Z(27)^16,Z(27)^7,
 Z(27)^5,Z(27)^20,Z(27)^25,Z(27)^7,Z(27)^22,Z(27)^4,Z(27)^24,Z(27)^12,Z(27)^5,
 Z(27)^24,Z(27)^20,Z(27)^15,Z(27)^20,Z(27)^17,Z(27)^3,Z(27)^13,Z(27)^23,Z(27)^5,
 Z(27)^15,Z(27)^24,Z(27)^19,Z(27)^20,Z(27)^9,Z(27)^15,Z(27)^10,Z(27)^11,Z(27)^15,
 Z(27)^2,Z(27)^26,Z(27)^25,Z(27)^3,Z(27)^22,Z(27)^11,Z(27)^16,Z(27)^2,Z(27)^26,
 Z(27)^11,Z(27)^11,Z(27)^18,Z(27)^7,Z(27)^26,Z(27)^5,Z(27)^24,Z(27)^1,Z(27)^2,
 Z(27)^5,Z(27)^21,Z(27)^20,0*Z(27),Z(27)^25,Z(27)^2,Z(27)^12,Z(27)^16,0*Z(27),
 Z(27)^5,Z(27)^5,Z(27)^23,Z(27)^14,Z(27)^5,Z(27)^22,Z(27)^15,Z(27)^9,Z(27)^2,
 Z(27)^3,Z(27)^13,Z(27)^3,Z(27)^5,Z(27)^20,Z(27)^12,Z(27)^6,Z(27)^14,Z(27)^2,
 Z(27)^19,Z(27)^21,Z(27)^12,Z(27)^14,Z(27)^6,Z(27)^21,Z(27)^19,Z(27)^15,Z(27)^13,
 Z(27)^6,Z(27)^11,Z(27)^1,Z(27)^11,Z(27)^5,Z(27)^8,0*Z(27),Z(27)^3,Z(27)^23,Z(27)^15,
 Z(27)^5,Z(27)^5,Z(27)^14,Z(27)^6,Z(27)^19,Z(27)^20,Z(27)^24,Z(27)^15,Z(27)^15,
 Z(27)^11,Z(27)^14,0*Z(27),Z(27)^6,Z(27)^1,Z(27)^24,0*Z(27),Z(27)^14,Z(27)^3,
 Z(27)^7,Z(27)^5,Z(27)^22,Z(27)^5,Z(27)^12,Z(27)^2,Z(27)^6,Z(27)^19,Z(27)^2,Z(27)^14,
 0*Z(27),Z(27)^7,Z(27)^26,Z(27)^16,Z(27)^24,Z(27)^14,Z(27)^22,Z(27)^6,Z(27)^9,
 Z(27)^18,Z(27)^21,Z(27)^5,Z(27)^3,Z(27)^18,Z(27)^26,Z(27)^22,Z(27)^7,Z(27)^21,
 Z(27)^6,Z(27)^7,Z(27)^24,Z(27)^3,Z(27)^7,Z(27)^19,Z(27)^13,Z(27)^22,Z(27)^7,
 Z(27)^19,Z(27)^13,Z(27)^9,Z(27)^11,Z(27)^7,Z(27)^12,Z(27)^3,Z(27)^5,Z(27)^20,
 Z(27)^5,Z(27)^18,Z(27)^18,Z(27)^3,Z(27)^22,Z(27)^4,Z(27)^8,Z(27)^12,Z(27)^19,
 Z(27)^14,Z(27)^2,Z(27)^4,Z(27)^19,Z(27)^6,Z(27)^5,Z(27)^8,Z(27)^11,Z(27)^3,Z(27)^3,
 Z(27)^18,Z(27)^5,Z(27)^3,Z(27)^5,Z(27)^16,Z(27)^15,Z(27)^14,0*Z(27),Z(27)^25,
 Z(27)^16,Z(27)^20,Z(27)^18,Z(27)^4,Z(27)^13,Z(27)^21,Z(27)^25,Z(27)^21,Z(27)^12,
 Z(27)^14,0*Z(27),Z(27)^7,Z(27)^6,Z(27)^10,Z(27)^10,Z(27)^1,Z(27)^4,Z(27)^4,Z(27)^14,
 Z(27)^10,Z(27)^24,Z(27)^7,Z(27)^3,Z(27)^23,Z(27)^9,Z(27)^8,Z(27)^17,Z(27)^20,
 Z(27)^10,Z(27)^16,Z(27)^13,Z(27)^6,Z(27)^6,Z(27)^6,Z(27)^24,Z(27)^18,Z(27)^18,
 Z(27)^13,Z(27)^5,0*Z(27),Z(27)^2,Z(27)^7,0*Z(27),Z(27)^7,Z(27)^14,Z(27)^4,Z(27)^23,
 Z(27)^18,Z(27)^14,Z(27)^25,Z(27)^25,Z(27)^18,Z(27)^23,Z(27)^5,Z(27)^13,Z(27)^9,
 Z(27)^22,Z(27)^5,Z(27)^23,Z(27)^20,Z(27)^13,Z(27)^2,Z(27)^6,Z(27)^17,Z(27)^16,
 Z(27)^3,Z(27)^14,Z(27)^3,Z(27)^23],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^25,Z(27)^21,Z(27)^17,Z(27)^8,Z(27)^17,Z(27)^26,Z(27)^24,Z(27)^14,Z(27)^6,
 Z(27)^7,Z(27)^22,Z(27)^5,Z(27)^13,Z(27)^23,Z(27)^23,Z(27)^14,Z(27)^10,Z(27)^14,
 Z(27)^26,Z(27)^24,Z(27)^19,Z(27)^18,Z(27)^26,Z(27)^16,Z(27)^25,Z(27)^7,Z(27)^25,
 Z(27)^9,Z(27)^25,Z(27)^6,Z(27)^21,Z(27)^11,Z(27)^11,Z(27)^7,Z(27)^14,Z(27)^10,
 Z(27)^7,Z(27)^2,0*Z(27),Z(27)^26,Z(27)^8,Z(27)^10,Z(27)^20,Z(27)^23,Z(27)^12,
 Z(27)^15,Z(27)^3,Z(27)^1,0*Z(27),Z(27)^25,Z(27)^20,Z(27)^14,Z(27)^23,Z(27)^11,
 Z(27)^15,0*Z(27),Z(27)^13,Z(27)^15,Z(27)^4,Z(27)^22,Z(27)^10,Z(27)^19,Z(27)^1,
 Z(27)^15,Z(27)^25,Z(27)^8,Z(27)^3,Z(27)^17,Z(27)^19,Z(27)^10,Z(27)^6,Z(27)^10,
 Z(27)^15,0*Z(27),Z(27)^12,Z(27)^9,Z(27)^7,Z(27)^21,Z(27)^2,Z(27)^4,0*Z(27),Z(27)^26,
 Z(27)^20,Z(27)^17,Z(27)^20,Z(27)^23,Z(27)^8,Z(27)^12,Z(27)^25,Z(27)^15,Z(27)^4,
 Z(27)^20,Z(27)^20,Z(27)^16,Z(27)^5,Z(27)^3,Z(27)^24,Z(27)^9,Z(27)^7,Z(27)^11,
 Z(27)^17,Z(27)^2,Z(27)^10,Z(27)^17,Z(27)^20,Z(27)^13,Z(27)^25,Z(27)^7,Z(27)^1,
 Z(27)^25,Z(27)^8,Z(27)^25,Z(27)^12,Z(27)^12,Z(27)^5,Z(27)^11,Z(27)^3,Z(27)^22,
 Z(27)^1,Z(27)^20,Z(27)^20,Z(27)^25,Z(27)^18,Z(27)^22,Z(27)^9,Z(27)^16,Z(27)^25,
 Z(27)^16,Z(27)^4,Z(27)^9,Z(27)^10,Z(27)^22,Z(27)^5,Z(27)^20,Z(27)^21,Z(27)^4,
 Z(27)^21,Z(27)^10,Z(27)^17,Z(27)^11,Z(27)^10,Z(27)^3,Z(27)^1,Z(27)^11,Z(27)^22,
 Z(27)^20,Z(27)^22,Z(27)^14,Z(27)^23,Z(27)^1,0*Z(27),Z(27)^1,Z(27)^6,Z(27)^14,
 Z(27)^13,Z(27)^25,Z(27)^6,Z(27)^11,Z(27)^19,Z(27)^16,Z(27)^11,Z(27)^19,Z(27)^23,
 Z(27)^10,Z(27)^18,Z(27)^5,Z(27)^4,Z(27)^25,Z(27)^1,Z(27)^2,Z(27)^15,Z(27)^17,
 Z(27)^9,Z(27)^7,Z(27)^21,Z(27)^22,Z(27)^15,Z(27)^3,Z(27)^26,Z(27)^22,Z(27)^10,
 0*Z(27),Z(27)^20,Z(27)^15,Z(27)^15,Z(27)^12,Z(27)^9,Z(27)^7,Z(27)^22,Z(27)^3,
 Z(27)^5,Z(27)^7,Z(27)^23,Z(27)^6,Z(27)^5,Z(27)^2,Z(27)^19,Z(27)^3,Z(27)^5,Z(27)^13,
 0*Z(27),Z(27)^11,Z(27)^13,Z(27)^14,Z(27)^11,Z(27)^20,Z(27)^8,Z(27)^12,Z(27)^25,
 Z(27)^2,Z(27)^20,Z(27)^17,Z(27)^22,Z(27)^1,Z(27)^1,Z(27)^6,Z(27)^19,Z(27)^6,
 Z(27)^2,Z(27)^4,Z(27)^11,Z(27)^4,Z(27)^5,Z(27)^7,Z(27)^14,Z(27)^5,0*Z(27),Z(27)^24,
 Z(27)^17,Z(27)^10,Z(27)^4,Z(27)^9,Z(27)^10,Z(27)^3,Z(27)^20,Z(27)^8,Z(27)^19,
 Z(27)^15,0*Z(27),Z(27)^21,Z(27)^19,Z(27)^19,Z(27)^20,Z(27)^5,Z(27)^20,Z(27)^3,
 Z(27)^9,Z(27)^5,Z(27)^12,Z(27)^26,Z(27)^12,Z(27)^2,0*Z(27),Z(27)^15,Z(27)^17,
 Z(27)^6,Z(27)^26,Z(27)^10,Z(27)^2,Z(27)^23,Z(27)^7,Z(27)^18,Z(27)^2,Z(27)^22,
 Z(27)^17,Z(27)^7,Z(27)^10,Z(27)^18,Z(27)^10,Z(27)^13,Z(27)^16,Z(27)^2,Z(27)^19,
 Z(27)^5,Z(27)^10,Z(27)^9,Z(27)^19,Z(27)^15,Z(27)^19,Z(27)^13,0*Z(27),Z(27)^10,
 Z(27)^1,Z(27)^6,Z(27)^24,Z(27)^16,Z(27)^16,Z(27)^21,Z(27)^15,Z(27)^2,Z(27)^25,
 Z(27)^14,Z(27)^16,Z(27)^14,Z(27)^24,Z(27)^12,Z(27)^21,Z(27)^21,Z(27)^22,Z(27)^19,
 Z(27)^12,Z(27)^10,Z(27)^12,Z(27)^24,Z(27)^13,Z(27)^6,Z(27)^7,0*Z(27),Z(27)^2,
 Z(27)^11,Z(27)^9,Z(27)^16,Z(27)^19,Z(27)^4,Z(27)^6,Z(27)^17,Z(27)^2,Z(27)^11,
 Z(27)^25,Z(27)^7,Z(27)^5,Z(27)^5,Z(27)^8,Z(27)^10,Z(27)^25,Z(27)^8,Z(27)^6,Z(27)^14,
 Z(27)^13,Z(27)^5,Z(27)^23,Z(27)^9,Z(27)^16,Z(27)^20,Z(27)^5,Z(27)^2,Z(27)^26,
 Z(27)^17,Z(27)^5,Z(27)^5,Z(27)^24,Z(27)^3,Z(27)^3,Z(27)^23,Z(27)^17,Z(27)^10,
 Z(27)^7,Z(27)^16,Z(27)^6,Z(27)^3,Z(27)^18],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^19,Z(27)^8,Z(27)^10,Z(27)^1,Z(27)^15,0*Z(27),Z(27)^17,Z(27)^25,Z(27)^2,
 Z(27)^5,Z(27)^11,Z(27)^23,Z(27)^8,Z(27)^15,Z(27)^16,Z(27)^10,0*Z(27),Z(27)^14,
 Z(27)^20,Z(27)^24,Z(27)^16,Z(27)^7,Z(27)^11,Z(27)^8,Z(27)^25,Z(27)^20,Z(27)^1,
 Z(27)^5,Z(27)^23,Z(27)^3,Z(27)^20,Z(27)^5,Z(27)^18,Z(27)^2,Z(27)^15,Z(27)^26,
 Z(27)^23,Z(27)^4,Z(27)^7,Z(27)^12,Z(27)^18,Z(27)^16,Z(27)^23,Z(27)^16,Z(27)^24,
 Z(27)^2,Z(27)^23,Z(27)^6,Z(27)^5,Z(27)^6,Z(27)^6,Z(27)^18,Z(27)^15,Z(27)^21,
 Z(27)^9,Z(27)^21,Z(27)^7,Z(27)^22,Z(27)^22,Z(27)^23,Z(27)^26,Z(27)^23,Z(27)^10,
 Z(27)^3,Z(27)^11,Z(27)^2,Z(27)^11,Z(27)^20,Z(27)^26,Z(27)^22,Z(27)^22,Z(27)^15,
 Z(27)^3,Z(27)^14,Z(27)^23,Z(27)^14,Z(27)^5,Z(27)^1,Z(27)^12,Z(27)^12,0*Z(27),
 Z(27)^10,Z(27)^4,Z(27)^2,Z(27)^20,Z(27)^6,Z(27)^6,Z(27)^16,0*Z(27),Z(27)^6,Z(27)^8,
 Z(27)^23,Z(27)^3,Z(27)^12,Z(27)^5,Z(27)^2,Z(27)^19,Z(27)^11,Z(27)^11,Z(27)^20,
 Z(27)^21,0*Z(27),Z(27)^18,Z(27)^5,Z(27)^9,Z(27)^10,Z(27)^23,Z(27)^1,Z(27)^18,
 Z(27)^26,Z(27)^2,Z(27)^7,Z(27)^20,Z(27)^19,Z(27)^13,Z(27)^13,Z(27)^11,Z(27)^3,
 Z(27)^9,Z(27)^2,Z(27)^1,Z(27)^6,Z(27)^2,Z(27)^10,Z(27)^24,Z(27)^14,Z(27)^6,Z(27)^7,
 Z(27)^4,Z(27)^21,Z(27)^24,Z(27)^25,Z(27)^13,Z(27)^24,Z(27)^8,Z(27)^12,Z(27)^12,
 Z(27)^19,Z(27)^6,Z(27)^25,Z(27)^17,Z(27)^12,Z(27)^12,Z(27)^3,Z(27)^15,Z(27)^22,
 Z(27)^23,Z(27)^2,Z(27)^21,Z(27)^13,Z(27)^8,Z(27)^23,Z(27)^24,Z(27)^9,Z(27)^13,
 Z(27)^25,Z(27)^3,Z(27)^1,Z(27)^17,Z(27)^9,Z(27)^16,Z(27)^10,Z(27)^24,Z(27)^16,
 Z(27)^19,Z(27)^1,Z(27)^8,Z(27)^9,Z(27)^24,Z(27)^11,Z(27)^13,Z(27)^20,Z(27)^2,
 0*Z(27),Z(27)^15,Z(27)^7,Z(27)^1,Z(27)^17,Z(27)^15,Z(27)^15,Z(27)^21,Z(27)^20,
 Z(27)^10,Z(27)^20,Z(27)^21,Z(27)^11,Z(27)^22,Z(27)^12,Z(27)^23,Z(27)^6,Z(27)^20,
 Z(27)^16,Z(27)^18,Z(27)^9,Z(27)^17,Z(27)^9,Z(27)^8,Z(27)^4,Z(27)^7,Z(27)^6,Z(27)^16,
 Z(27)^1,Z(27)^16,Z(27)^11,Z(27)^25,Z(27)^26,Z(27)^2,Z(27)^15,Z(27)^14,Z(27)^10,
 Z(27)^10,Z(27)^17,Z(27)^9,Z(27)^26,Z(27)^13,Z(27)^15,Z(27)^18,Z(27)^11,Z(27)^11,
 Z(27)^24,Z(27)^4,Z(27)^10,Z(27)^23,Z(27)^3,Z(27)^15,Z(27)^18,Z(27)^13,Z(27)^26,
 Z(27)^3,Z(27)^26,Z(27)^9,Z(27)^18,Z(27)^7,Z(27)^26,Z(27)^22,Z(27)^14,Z(27)^6,
 Z(27)^22,Z(27)^14,Z(27)^4,0*Z(27),Z(27)^8,Z(27)^11,Z(27)^6,Z(27)^13,Z(27)^3,
 Z(27)^24,Z(27)^8,Z(27)^12,Z(27)^12,Z(27)^6,Z(27)^3,Z(27)^8,Z(27)^17,Z(27)^8,
 Z(27)^8,Z(27)^7,Z(27)^26,Z(27)^23,Z(27)^26,Z(27)^4,Z(27)^15,Z(27)^10,Z(27)^9,
 Z(27)^9,Z(27)^15,Z(27)^10,Z(27)^24,Z(27)^9,Z(27)^7,Z(27)^21,Z(27)^24,Z(27)^2,
 Z(27)^5,Z(27)^21,Z(27)^14,Z(27)^13,Z(27)^18,Z(27)^12,Z(27)^11,Z(27)^16,Z(27)^24,
 Z(27)^15,Z(27)^10,Z(27)^12,Z(27)^20,Z(27)^9,0*Z(27),Z(27)^18,Z(27)^22,Z(27)^1,
 Z(27)^8,Z(27)^15,Z(27)^11,Z(27)^7,Z(27)^13,Z(27)^20,Z(27)^20,Z(27)^14,Z(27)^11,
 Z(27)^3,Z(27)^17,Z(27)^7,Z(27)^3,0*Z(27),Z(27)^5,Z(27)^23,Z(27)^19,Z(27)^6,Z(27)^25,
 Z(27)^8,Z(27)^6,Z(27)^23,Z(27)^6,0*Z(27),Z(27)^3,Z(27)^8,0*Z(27),Z(27)^11,Z(27)^18,
 Z(27)^16,Z(27)^21,Z(27)^12,Z(27)^18,Z(27)^16,Z(27)^7,Z(27)^25,Z(27)^14,Z(27)^15,
 Z(27)^4,Z(27)^20,Z(27)^3,0*Z(27),Z(27)^19,Z(27)^9,Z(27)^14,Z(27)^6,Z(27)^4,Z(27)^18,
 Z(27)^14,Z(27)^16,Z(27)^6,0*Z(27),Z(27)^4,Z(27)^25,Z(27)^24,Z(27)^6,Z(27)^7,
 Z(27)^18,Z(27)^15,Z(27)^16],
[Z(27)^5,Z(27)^10,Z(27)^3,Z(27)^6,Z(27)^10,Z(27)^15,Z(27)^10,Z(27)^22,Z(27)^16,
 0*Z(27),Z(27)^10,Z(27)^7,Z(27)^17,Z(27)^26,Z(27)^1,Z(27)^6,Z(27)^15,Z(27)^18,
 Z(27)^22,Z(27)^4,Z(27)^7,Z(27)^18,Z(27)^12,Z(27)^10,Z(27)^17,Z(27)^5,Z(27)^23,
 Z(27)^10,Z(27)^18,Z(27)^5,Z(27)^8,Z(27)^5,Z(27)^3,Z(27)^20,Z(27)^25,Z(27)^2,
 Z(27)^16,Z(27)^5,Z(27)^16,0*Z(27),Z(27)^7,Z(27)^17,Z(27)^20,Z(27)^4,Z(27)^10,
 Z(27)^15,Z(27)^4,Z(27)^25,Z(27)^18,Z(27)^12,Z(27)^18,Z(27)^7,Z(27)^25,Z(27)^13,
 Z(27)^8,0*Z(27),Z(27)^1,Z(27)^12,Z(27)^24,Z(27)^1,Z(27)^21,Z(27)^19,Z(27)^5,
 Z(27)^10,Z(27)^22,Z(27)^21,Z(27)^15,Z(27)^8,Z(27)^6,Z(27)^14,Z(27)^8,Z(27)^23,
 Z(27)^5,Z(27)^5,Z(27)^8,Z(27)^7,0*Z(27),Z(27)^18,Z(27)^11,Z(27)^14,Z(27)^19,
 Z(27)^14,Z(27)^24,Z(27)^6,Z(27)^3,Z(27)^16,0*Z(27),Z(27)^5,Z(27)^9,Z(27)^6,Z(27)^16,
 Z(27)^16,0*Z(27),Z(27)^19,Z(27)^24,Z(27)^10,Z(27)^20,Z(27)^14,Z(27)^23,Z(27)^9,
 Z(27)^15,Z(27)^3,Z(27)^22,Z(27)^8,Z(27)^12,Z(27)^10,Z(27)^7,Z(27)^7,Z(27)^21,
 0*Z(27),Z(27)^13,Z(27)^22,Z(27)^8,Z(27)^19,Z(27)^5,Z(27)^6,Z(27)^1,Z(27)^6,Z(27)^8,
 Z(27)^5,0*Z(27),Z(27)^15,Z(27)^26,Z(27)^7,Z(27)^7,Z(27)^24,Z(27)^9,Z(27)^24,
 Z(27)^11,Z(27)^21,Z(27)^8,Z(27)^20,Z(27)^22,0*Z(27),Z(27)^5,Z(27)^8,Z(27)^18,
 Z(27)^13,Z(27)^2,Z(27)^8,Z(27)^21,Z(27)^11,Z(27)^8,Z(27)^26,Z(27)^8,Z(27)^18,
 Z(27)^11,Z(27)^12,Z(27)^13,Z(27)^21,Z(27)^14,Z(27)^9,Z(27)^6,Z(27)^14,Z(27)^6,
 Z(27)^13,Z(27)^19,Z(27)^5,Z(27)^11,Z(27)^22,Z(27)^7,Z(27)^5,Z(27)^2,Z(27)^8,
 Z(27)^23,Z(27)^16,Z(27)^26,Z(27)^26,Z(27)^19,Z(27)^7,Z(27)^6,Z(27)^14,Z(27)^21,
 Z(27)^3,Z(27)^15,Z(27)^25,Z(27)^22,Z(27)^10,Z(27)^9,Z(27)^25,Z(27)^4,Z(27)^11,
 Z(27)^17,Z(27)^23,0*Z(27),Z(27)^18,Z(27)^2,Z(27)^4,Z(27)^4,Z(27)^4,Z(27)^2,Z(27)^25,
 Z(27)^23,Z(27)^16,Z(27)^2,0*Z(27),Z(27)^10,Z(27)^8,Z(27)^10,0*Z(27),Z(27)^11,
 Z(27)^8,0*Z(27),Z(27)^22,Z(27)^8,Z(27)^7,Z(27)^18,Z(27)^10,Z(27)^19,Z(27)^25,
 Z(27)^15,Z(27)^25,Z(27)^14,Z(27)^26,Z(27)^1,Z(27)^26,Z(27)^9,Z(27)^25,Z(27)^21,
 Z(27)^2,Z(27)^15,Z(27)^23,Z(27)^22,Z(27)^24,Z(27)^1,Z(27)^16,Z(27)^19,Z(27)^19,
 Z(27)^7,Z(27)^25,Z(27)^15,Z(27)^12,Z(27)^18,Z(27)^11,Z(27)^3,Z(27)^5,Z(27)^9,
 Z(27)^4,Z(27)^21,Z(27)^10,Z(27)^14,Z(27)^15,Z(27)^4,Z(27)^10,Z(27)^1,Z(27)^12,
 Z(27)^26,Z(27)^25,Z(27)^23,Z(27)^15,Z(27)^26,Z(27)^16,Z(27)^22,Z(27)^12,Z(27)^17,
 Z(27)^26,Z(27)^18,Z(27)^5,Z(27)^13,Z(27)^18,Z(27)^21,Z(27)^7,Z(27)^21,Z(27)^18,
 0*Z(27),Z(27)^1,Z(27)^16,Z(27)^1,Z(27)^24,Z(27)^21,Z(27)^10,Z(27)^7,Z(27)^7,
 Z(27)^3,Z(27)^17,Z(27)^16,Z(27)^4,0*Z(27),Z(27)^20,0*Z(27),Z(27)^6,Z(27)^14,
 Z(27)^17,Z(27)^18,Z(27)^19,Z(27)^5,Z(27)^26,Z(27)^17,Z(27)^13,Z(27)^20,Z(27)^22,
 Z(27)^24,Z(27)^25,Z(27)^17,Z(27)^20,Z(27)^18,Z(27)^18,Z(27)^3,Z(27)^17,Z(27)^8,
 Z(27)^21,Z(27)^24,Z(27)^4,Z(27)^11,Z(27)^26,0*Z(27),Z(27)^17,Z(27)^12,Z(27)^24,
 Z(27)^5,Z(27)^11,Z(27)^5,Z(27)^22,Z(27)^21,Z(27)^6,Z(27)^4,Z(27)^21,Z(27)^20,
 Z(27)^13,Z(27)^21,Z(27)^10,Z(27)^20,Z(27)^18,Z(27)^18,Z(27)^21,Z(27)^2,Z(27)^22,
 Z(27)^23,Z(27)^26,Z(27)^6,Z(27)^17,Z(27)^23,Z(27)^6,0*Z(27),Z(27)^2,Z(27)^14,
 Z(27)^6,Z(27)^18,Z(27)^10,Z(27)^19,Z(27)^2,Z(27)^11,Z(27)^5,Z(27)^15,Z(27)^9,
 Z(27)^7,Z(27)^13,Z(27)^17,Z(27)^8,Z(27)^26,Z(27)^12],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^16,Z(27)^7,Z(27)^10,Z(27)^24,Z(27)^26,Z(27)^5,Z(27)^19,Z(27)^25,Z(27)^8,
 Z(27)^20,Z(27)^17,Z(27)^23,Z(27)^4,Z(27)^19,0*Z(27),Z(27)^2,Z(27)^20,Z(27)^13,
 Z(27)^19,Z(27)^17,Z(27)^6,Z(27)^23,Z(27)^17,Z(27)^24,Z(27)^13,Z(27)^5,Z(27)^6,
 Z(27)^12,Z(27)^15,Z(27)^14,Z(27)^14,Z(27)^11,Z(27)^1,Z(27)^12,Z(27)^15,Z(27)^23,
 Z(27)^26,Z(27)^12,Z(27)^15,Z(27)^6,Z(27)^23,Z(27)^2,Z(27)^14,Z(27)^2,Z(27)^18,
 Z(27)^22,Z(27)^10,Z(27)^8,Z(27)^18,Z(27)^20,Z(27)^24,Z(27)^8,Z(27)^2,Z(27)^9,
 Z(27)^15,Z(27)^17,Z(27)^13,Z(27)^13,Z(27)^15,Z(27)^7,Z(27)^2,Z(27)^14,Z(27)^1,
 Z(27)^23,Z(27)^21,Z(27)^1,Z(27)^11,Z(27)^11,Z(27)^12,Z(27)^11,Z(27)^23,Z(27)^25,
 Z(27)^1,Z(27)^26,Z(27)^8,Z(27)^17,Z(27)^24,Z(27)^12,Z(27)^15,Z(27)^15,Z(27)^13,
 Z(27)^5,Z(27)^17,Z(27)^20,Z(27)^22,Z(27)^5,Z(27)^4,0*Z(27),Z(27)^4,Z(27)^4,Z(27)^9,
 Z(27)^26,Z(27)^26,Z(27)^13,Z(27)^24,Z(27)^21,Z(27)^21,0*Z(27),Z(27)^10,Z(27)^16,
 Z(27)^4,Z(27)^13,Z(27)^16,Z(27)^18,Z(27)^3,Z(27)^20,Z(27)^14,Z(27)^12,Z(27)^16,
 Z(27)^23,Z(27)^7,Z(27)^26,Z(27)^17,Z(27)^15,Z(27)^26,Z(27)^3,Z(27)^15,Z(27)^19,
 Z(27)^12,Z(27)^17,Z(27)^2,Z(27)^2,Z(27)^24,Z(27)^10,Z(27)^20,Z(27)^16,Z(27)^18,
 Z(27)^26,Z(27)^12,Z(27)^4,Z(27)^24,Z(27)^13,Z(27)^17,Z(27)^9,Z(27)^19,0*Z(27),
 Z(27)^11,Z(27)^5,Z(27)^24,Z(27)^14,Z(27)^4,Z(27)^20,Z(27)^23,Z(27)^17,Z(27)^20,
 Z(27)^18,Z(27)^9,Z(27)^6,Z(27)^18,Z(27)^15,Z(27)^8,Z(27)^5,Z(27)^15,0*Z(27),
 Z(27)^20,Z(27)^16,Z(27)^7,Z(27)^8,Z(27)^25,Z(27)^24,Z(27)^3,Z(27)^19,Z(27)^6,
 Z(27)^18,Z(27)^21,Z(27)^16,Z(27)^16,Z(27)^11,Z(27)^20,Z(27)^4,Z(27)^3,Z(27)^15,
 0*Z(27),Z(27)^9,0*Z(27),Z(27)^17,Z(27)^5,Z(27)^17,0*Z(27),Z(27)^21,Z(27)^19,
 Z(27)^15,Z(27)^20,Z(27)^16,Z(27)^3,Z(27)^26,Z(27)^21,Z(27)^4,Z(27)^13,Z(27)^15,
 Z(27)^16,Z(27)^7,Z(27)^8,Z(27)^17,Z(27)^12,Z(27)^6,Z(27)^14,Z(27)^20,Z(27)^10,
 Z(27)^25,Z(27)^2,Z(27)^15,Z(27)^11,Z(27)^4,Z(27)^25,Z(27)^7,Z(27)^23,Z(27)^22,
 Z(27)^17,Z(27)^17,Z(27)^6,Z(27)^4,Z(27)^26,Z(27)^18,Z(27)^21,Z(27)^22,Z(27)^1,
 Z(27)^20,Z(27)^12,Z(27)^21,Z(27)^19,Z(27)^20,Z(27)^6,Z(27)^17,Z(27)^1,Z(27)^18,
 Z(27)^25,Z(27)^6,0*Z(27),Z(27)^20,Z(27)^10,Z(27)^25,Z(27)^19,Z(27)^1,Z(27)^12,
 Z(27)^23,Z(27)^12,Z(27)^20,Z(27)^26,Z(27)^7,Z(27)^26,Z(27)^14,Z(27)^23,Z(27)^8,
 Z(27)^6,Z(27)^23,Z(27)^25,0*Z(27),Z(27)^11,Z(27)^16,Z(27)^14,Z(27)^14,Z(27)^4,
 Z(27)^16,Z(27)^16,Z(27)^14,Z(27)^6,Z(27)^4,Z(27)^12,Z(27)^25,Z(27)^4,Z(27)^25,
 Z(27)^6,Z(27)^22,Z(27)^21,Z(27)^3,Z(27)^16,Z(27)^22,Z(27)^19,Z(27)^8,Z(27)^15,
 Z(27)^23,Z(27)^22,Z(27)^21,Z(27)^7,Z(27)^2,Z(27)^9,Z(27)^26,Z(27)^16,Z(27)^15,
 Z(27)^20,Z(27)^6,Z(27)^23,Z(27)^19,Z(27)^22,Z(27)^17,Z(27)^21,Z(27)^2,Z(27)^19,
 Z(27)^19,Z(27)^16,Z(27)^4,Z(27)^12,Z(27)^26,Z(27)^6,Z(27)^26,Z(27)^22,Z(27)^7,
 Z(27)^17,Z(27)^9,Z(27)^2,Z(27)^26,Z(27)^13,Z(27)^14,Z(27)^26,Z(27)^3,Z(27)^2,
 Z(27)^19,Z(27)^4,Z(27)^5,Z(27)^4,Z(27)^6,0*Z(27),Z(27)^13,Z(27)^7,Z(27)^19,Z(27)^16,
 Z(27)^18,Z(27)^20,Z(27)^17,Z(27)^3,Z(27)^23,Z(27)^3,Z(27)^20,Z(27)^16,Z(27)^18,
 Z(27)^17,Z(27)^6,Z(27)^17,0*Z(27),Z(27)^15,Z(27)^19,Z(27)^21,Z(27)^18,Z(27)^19,
 Z(27)^10,Z(27)^11,Z(27)^3,Z(27)^1,Z(27)^26,Z(27)^2,Z(27)^6,Z(27)^2,Z(27)^7,Z(27)^14,
 Z(27)^14,Z(27)^4,Z(27)^24,Z(27)^15,Z(27)^5,Z(27)^25],
[Z(27)^2,Z(27)^12,Z(27)^24,Z(27)^4,Z(27)^18,Z(27)^24,Z(27)^24,Z(27)^19,Z(27)^8,
 Z(27)^15,Z(27)^4,Z(27)^6,Z(27)^24,Z(27)^22,Z(27)^16,Z(27)^26,Z(27)^22,Z(27)^6,
 Z(27)^20,Z(27)^15,Z(27)^3,Z(27)^15,Z(27)^7,Z(27)^20,Z(27)^8,Z(27)^21,Z(27)^3,
 Z(27)^4,Z(27)^25,Z(27)^26,Z(27)^16,Z(27)^22,Z(27)^22,Z(27)^4,Z(27)^19,Z(27)^7,
 Z(27)^22,Z(27)^22,Z(27)^7,Z(27)^16,Z(27)^21,Z(27)^22,Z(27)^24,0*Z(27),Z(27)^20,
 Z(27)^7,Z(27)^6,Z(27)^24,Z(27)^10,Z(27)^17,Z(27)^9,Z(27)^11,Z(27)^22,Z(27)^3,
 Z(27)^10,0*Z(27),Z(27)^6,Z(27)^7,Z(27)^25,Z(27)^12,Z(27)^14,Z(27)^5,Z(27)^12,
 Z(27)^6,Z(27)^1,Z(27)^20,Z(27)^15,Z(27)^7,Z(27)^19,Z(27)^23,Z(27)^22,Z(27)^19,
 Z(27)^5,Z(27)^5,Z(27)^26,Z(27)^21,Z(27)^14,Z(27)^20,Z(27)^7,Z(27)^21,Z(27)^22,
 Z(27)^9,Z(27)^5,0*Z(27),0*Z(27),Z(27)^5,Z(27)^26,Z(27)^9,Z(27)^26,Z(27)^2,Z(27)^15,
 Z(27)^11,Z(27)^21,Z(27)^15,Z(27)^8,Z(27)^3,Z(27)^8,Z(27)^6,Z(27)^16,Z(27)^13,
 Z(27)^22,Z(27)^5,Z(27)^9,Z(27)^20,Z(27)^5,Z(27)^22,Z(27)^16,Z(27)^8,Z(27)^9,
 Z(27)^16,Z(27)^6,Z(27)^11,Z(27)^17,Z(27)^14,Z(27)^19,Z(27)^20,Z(27)^22,Z(27)^6,
 Z(27)^11,Z(27)^9,Z(27)^4,Z(27)^19,Z(27)^8,Z(27)^23,Z(27)^16,Z(27)^14,Z(27)^16,
 Z(27)^9,0*Z(27),Z(27)^10,Z(27)^9,Z(27)^24,Z(27)^25,Z(27)^5,Z(27)^15,Z(27)^21,
 Z(27)^10,Z(27)^17,Z(27)^12,Z(27)^8,Z(27)^13,Z(27)^20,Z(27)^4,Z(27)^22,Z(27)^10,
 Z(27)^22,0*Z(27),Z(27)^25,Z(27)^16,Z(27)^6,Z(27)^13,Z(27)^12,Z(27)^3,Z(27)^22,
 Z(27)^8,Z(27)^3,Z(27)^11,Z(27)^15,Z(27)^7,Z(27)^21,Z(27)^24,Z(27)^19,Z(27)^19,
 Z(27)^23,Z(27)^10,Z(27)^20,Z(27)^3,Z(27)^18,Z(27)^13,Z(27)^9,0*Z(27),Z(27)^26,
 Z(27)^9,Z(27)^15,Z(27)^14,Z(27)^23,Z(27)^14,Z(27)^12,Z(27)^12,Z(27)^13,Z(27)^2,
 Z(27)^9,Z(27)^22,Z(27)^16,Z(27)^4,Z(27)^14,Z(27)^11,Z(27)^14,Z(27)^7,Z(27)^19,
 Z(27)^16,Z(27)^3,Z(27)^1,Z(27)^14,Z(27)^10,Z(27)^7,Z(27)^12,Z(27)^10,Z(27)^12,
 Z(27)^8,Z(27)^22,Z(27)^17,Z(27)^20,Z(27)^11,Z(27)^10,Z(27)^19,Z(27)^15,Z(27)^22,
 Z(27)^9,Z(27)^8,Z(27)^13,Z(27)^6,Z(27)^7,Z(27)^17,Z(27)^21,Z(27)^15,0*Z(27),
 Z(27)^14,Z(27)^13,Z(27)^8,Z(27)^18,Z(27)^15,Z(27)^16,Z(27)^4,Z(27)^2,Z(27)^24,
 Z(27)^5,0*Z(27),Z(27)^15,Z(27)^26,Z(27)^2,Z(27)^8,Z(27)^12,Z(27)^26,Z(27)^16,
 Z(27)^19,Z(27)^13,Z(27)^5,Z(27)^11,Z(27)^5,Z(27)^19,Z(27)^23,Z(27)^9,Z(27)^1,
 Z(27)^21,Z(27)^24,Z(27)^1,Z(27)^22,Z(27)^22,Z(27)^14,Z(27)^5,Z(27)^1,Z(27)^14,
 Z(27)^12,Z(27)^14,Z(27)^20,Z(27)^20,Z(27)^24,Z(27)^9,Z(27)^9,Z(27)^19,Z(27)^11,
 Z(27)^21,Z(27)^4,Z(27)^1,Z(27)^10,Z(27)^26,Z(27)^2,Z(27)^23,Z(27)^19,Z(27)^15,
 Z(27)^25,0*Z(27),Z(27)^1,Z(27)^18,Z(27)^13,Z(27)^12,Z(27)^26,Z(27)^20,Z(27)^21,
 Z(27)^25,Z(27)^15,Z(27)^21,Z(27)^24,Z(27)^14,Z(27)^13,Z(27)^2,Z(27)^23,Z(27)^10,
 Z(27)^8,Z(27)^16,Z(27)^17,Z(27)^15,Z(27)^24,Z(27)^20,Z(27)^20,Z(27)^8,Z(27)^15,
 Z(27)^15,Z(27)^23,Z(27)^25,Z(27)^11,0*Z(27),Z(27)^10,Z(27)^19,Z(27)^11,Z(27)^15,
 Z(27)^5,Z(27)^6,Z(27)^24,Z(27)^4,Z(27)^26,Z(27)^13,Z(27)^16,Z(27)^9,Z(27)^10,
 Z(27)^21,Z(27)^13,Z(27)^25,Z(27)^9,Z(27)^21,Z(27)^17,Z(27)^12,Z(27)^14,Z(27)^6,
 Z(27)^21,Z(27)^16,Z(27)^1,Z(27)^9,Z(27)^15,Z(27)^15,Z(27)^21,Z(27)^7,Z(27)^11,
 Z(27)^24,Z(27)^8,Z(27)^15,Z(27)^13,Z(27)^8,0*Z(27),Z(27)^3,0*Z(27),Z(27)^9,0*Z(27),
 Z(27)^5,Z(27)^21,Z(27)^7,Z(27)^11,Z(27)^18,Z(27)^6,Z(27)^16],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^26,Z(27)^14,Z(27)^17,Z(27)^26,Z(27)^5,Z(27)^25,Z(27)^4,Z(27)^5,Z(27)^18,
 Z(27)^23,Z(27)^5,Z(27)^12,0*Z(27),Z(27)^9,Z(27)^6,Z(27)^26,Z(27)^11,Z(27)^16,
 Z(27)^7,Z(27)^17,Z(27)^11,Z(27)^15,Z(27)^3,Z(27)^9,Z(27)^8,Z(27)^24,Z(27)^15,
 Z(27)^1,Z(27)^10,Z(27)^2,Z(27)^24,Z(27)^23,Z(27)^1,Z(27)^19,Z(27)^10,Z(27)^6,
 Z(27)^17,Z(27)^11,Z(27)^12,Z(27)^8,Z(27)^17,Z(27)^21,Z(27)^10,0*Z(27),Z(27)^10,
 Z(27)^20,Z(27)^22,0*Z(27),Z(27)^1,Z(27)^26,Z(27)^5,Z(27)^3,Z(27)^17,Z(27)^10,
 Z(27)^17,Z(27)^7,Z(27)^25,Z(27)^10,Z(27)^14,Z(27)^25,Z(27)^9,Z(27)^3,Z(27)^6,
 Z(27)^14,Z(27)^23,Z(27)^12,Z(27)^23,Z(27)^11,0*Z(27),Z(27)^16,Z(27)^2,Z(27)^4,
 Z(27)^18,Z(27)^24,Z(27)^17,Z(27)^6,Z(27)^15,Z(27)^1,Z(27)^2,Z(27)^13,Z(27)^2,
 Z(27)^17,Z(27)^21,Z(27)^13,Z(27)^16,Z(27)^26,Z(27)^19,Z(27)^17,Z(27)^2,Z(27)^21,
 Z(27)^17,Z(27)^20,Z(27)^12,0*Z(27),Z(27)^26,Z(27)^19,Z(27)^1,Z(27)^3,Z(27)^6,
 Z(27)^22,Z(27)^1,Z(27)^1,Z(27)^22,Z(27)^8,Z(27)^13,Z(27)^26,Z(27)^13,Z(27)^13,
 Z(27)^22,Z(27)^19,Z(27)^11,Z(27)^12,Z(27)^16,Z(27)^8,Z(27)^5,Z(27)^20,Z(27)^25,
 Z(27)^3,Z(27)^7,Z(27)^10,Z(27)^14,Z(27)^6,Z(27)^22,Z(27)^21,Z(27)^9,Z(27)^16,
 Z(27)^8,Z(27)^3,Z(27)^13,Z(27)^4,Z(27)^4,Z(27)^9,Z(27)^5,Z(27)^7,Z(27)^21,Z(27)^13,
 Z(27)^15,Z(27)^8,Z(27)^1,Z(27)^19,Z(27)^16,Z(27)^2,Z(27)^24,Z(27)^15,Z(27)^13,
 Z(27)^8,Z(27)^16,Z(27)^2,Z(27)^11,Z(27)^18,Z(27)^23,Z(27)^22,Z(27)^21,Z(27)^13,
 Z(27)^15,Z(27)^2,Z(27)^4,Z(27)^14,Z(27)^25,Z(27)^9,Z(27)^11,Z(27)^20,Z(27)^11,
 Z(27)^12,Z(27)^9,Z(27)^11,Z(27)^16,Z(27)^5,Z(27)^2,Z(27)^2,Z(27)^8,Z(27)^25,
 Z(27)^26,Z(27)^3,Z(27)^2,Z(27)^14,Z(27)^5,Z(27)^13,Z(27)^12,Z(27)^16,0*Z(27),
 Z(27)^7,Z(27)^4,0*Z(27),Z(27)^8,Z(27)^13,Z(27)^11,Z(27)^12,Z(27)^3,Z(27)^3,Z(27)^22,
 Z(27)^9,Z(27)^2,0*Z(27),Z(27)^11,Z(27)^2,Z(27)^18,Z(27)^6,Z(27)^2,Z(27)^25,Z(27)^17,
 Z(27)^10,Z(27)^16,0*Z(27),Z(27)^23,Z(27)^6,Z(27)^16,Z(27)^17,Z(27)^7,Z(27)^3,
 Z(27)^15,Z(27)^9,Z(27)^13,Z(27)^13,Z(27)^23,Z(27)^24,Z(27)^26,Z(27)^1,Z(27)^16,
 Z(27)^13,Z(27)^18,Z(27)^10,Z(27)^22,Z(27)^13,Z(27)^9,Z(27)^17,Z(27)^10,Z(27)^23,
 Z(27)^15,0*Z(27),Z(27)^4,Z(27)^6,Z(27)^17,Z(27)^3,Z(27)^15,Z(27)^17,Z(27)^22,
 Z(27)^5,Z(27)^11,Z(27)^15,Z(27)^23,Z(27)^15,Z(27)^11,Z(27)^1,Z(27)^15,Z(27)^23,
 Z(27)^7,Z(27)^6,Z(27)^11,Z(27)^14,Z(27)^8,Z(27)^5,Z(27)^24,Z(27)^23,Z(27)^14,
 Z(27)^7,Z(27)^26,Z(27)^11,Z(27)^20,Z(27)^18,Z(27)^16,Z(27)^22,Z(27)^18,Z(27)^4,
 Z(27)^9,Z(27)^8,Z(27)^10,Z(27)^19,Z(27)^13,Z(27)^16,Z(27)^8,Z(27)^13,Z(27)^2,
 Z(27)^10,Z(27)^14,Z(27)^7,Z(27)^10,Z(27)^12,Z(27)^12,Z(27)^16,Z(27)^8,Z(27)^1,
 Z(27)^17,Z(27)^17,0*Z(27),0*Z(27),Z(27)^20,Z(27)^1,Z(27)^8,Z(27)^5,Z(27)^4,Z(27)^9,
 Z(27)^25,Z(27)^4,Z(27)^22,Z(27)^13,Z(27)^5,Z(27)^24,Z(27)^1,Z(27)^8,Z(27)^7,
 Z(27)^5,Z(27)^24,Z(27)^7,Z(27)^18,Z(27)^6,Z(27)^17,0*Z(27),Z(27)^1,Z(27)^17,
 Z(27)^1,Z(27)^22,Z(27)^15,Z(27)^21,Z(27)^22,Z(27)^3,Z(27)^11,Z(27)^11,Z(27)^6,
 Z(27)^8,Z(27)^11,Z(27)^1,Z(27)^26,Z(27)^26,Z(27)^10,Z(27)^21,Z(27)^6,Z(27)^24,
 Z(27)^7,Z(27)^8,Z(27)^25,Z(27)^7,Z(27)^2,Z(27)^18,Z(27)^2,Z(27)^9,Z(27)^7,Z(27)^3,
 Z(27)^24,Z(27)^20,Z(27)^12,Z(27)^4,0*Z(27),Z(27)^13,Z(27)^16,Z(27)^11,Z(27)^10,
 Z(27)^13,Z(27)^14,Z(27)^12,Z(27)^21],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^19,Z(27)^21,Z(27)^22,Z(27)^5,Z(27)^8,Z(27)^2,Z(27)^19,Z(27)^18,Z(27)^21,
 Z(27)^10,Z(27)^8,Z(27)^7,Z(27)^10,Z(27)^2,Z(27)^26,Z(27)^15,Z(27)^22,Z(27)^9,
 Z(27)^26,Z(27)^14,Z(27)^1,Z(27)^19,Z(27)^12,Z(27)^18,Z(27)^10,Z(27)^20,Z(27)^21,
 Z(27)^13,Z(27)^21,Z(27)^5,Z(27)^3,Z(27)^21,Z(27)^3,Z(27)^4,Z(27)^22,Z(27)^24,
 Z(27)^4,Z(27)^1,Z(27)^8,Z(27)^25,Z(27)^25,Z(27)^19,Z(27)^11,Z(27)^1,Z(27)^18,
 Z(27)^11,Z(27)^26,Z(27)^19,Z(27)^19,Z(27)^6,Z(27)^9,Z(27)^25,Z(27)^12,Z(27)^8,
 Z(27)^2,Z(27)^15,0*Z(27),Z(27)^19,Z(27)^8,Z(27)^10,Z(27)^20,Z(27)^7,Z(27)^15,
 Z(27)^8,Z(27)^14,Z(27)^9,Z(27)^17,Z(27)^2,Z(27)^21,Z(27)^23,Z(27)^21,Z(27)^23,
 0*Z(27),Z(27)^11,Z(27)^1,Z(27)^21,Z(27)^17,Z(27)^24,Z(27)^16,Z(27)^14,Z(27)^6,
 0*Z(27),Z(27)^21,Z(27)^23,Z(27)^26,Z(27)^7,Z(27)^5,Z(27)^1,0*Z(27),Z(27)^3,Z(27)^13,
 Z(27)^23,Z(27)^12,Z(27)^12,Z(27)^14,Z(27)^21,Z(27)^10,Z(27)^18,Z(27)^3,Z(27)^4,
 Z(27)^18,Z(27)^26,Z(27)^11,Z(27)^25,Z(27)^24,Z(27)^10,Z(27)^11,Z(27)^2,Z(27)^1,
 Z(27)^26,Z(27)^2,Z(27)^12,Z(27)^7,Z(27)^9,Z(27)^21,Z(27)^25,Z(27)^15,Z(27)^5,
 Z(27)^2,Z(27)^26,Z(27)^14,Z(27)^15,Z(27)^19,Z(27)^12,Z(27)^15,Z(27)^21,Z(27)^25,
 Z(27)^26,Z(27)^2,Z(27)^7,Z(27)^4,Z(27)^12,Z(27)^9,Z(27)^20,Z(27)^2,Z(27)^21,
 Z(27)^19,Z(27)^25,0*Z(27),Z(27)^4,Z(27)^2,Z(27)^2,Z(27)^12,Z(27)^14,Z(27)^21,
 Z(27)^21,Z(27)^12,Z(27)^26,0*Z(27),Z(27)^21,Z(27)^13,Z(27)^19,Z(27)^16,Z(27)^1,
 Z(27)^23,Z(27)^25,Z(27)^19,Z(27)^17,Z(27)^26,Z(27)^3,Z(27)^16,Z(27)^6,Z(27)^11,
 Z(27)^21,Z(27)^14,Z(27)^7,Z(27)^17,Z(27)^20,Z(27)^20,Z(27)^2,Z(27)^1,Z(27)^21,
 Z(27)^15,Z(27)^14,Z(27)^1,Z(27)^5,Z(27)^18,Z(27)^7,Z(27)^10,Z(27)^25,Z(27)^21,
 Z(27)^11,Z(27)^10,Z(27)^12,Z(27)^10,Z(27)^20,Z(27)^5,Z(27)^9,Z(27)^21,Z(27)^17,
 Z(27)^19,Z(27)^20,Z(27)^21,Z(27)^20,0*Z(27),Z(27)^12,Z(27)^8,Z(27)^15,Z(27)^5,
 Z(27)^11,Z(27)^13,Z(27)^10,Z(27)^5,0*Z(27),Z(27)^13,Z(27)^25,Z(27)^22,Z(27)^14,
 Z(27)^5,Z(27)^24,Z(27)^3,Z(27)^9,Z(27)^5,Z(27)^23,Z(27)^8,Z(27)^26,Z(27)^11,
 Z(27)^2,Z(27)^14,Z(27)^10,Z(27)^8,Z(27)^14,Z(27)^13,Z(27)^20,Z(27)^6,Z(27)^22,
 Z(27)^8,Z(27)^17,Z(27)^4,Z(27)^9,Z(27)^11,Z(27)^5,Z(27)^19,Z(27)^11,Z(27)^20,
 0*Z(27),Z(27)^10,Z(27)^5,Z(27)^19,Z(27)^11,Z(27)^3,Z(27)^13,Z(27)^4,Z(27)^7,
 Z(27)^24,Z(27)^10,Z(27)^1,Z(27)^21,Z(27)^6,Z(27)^18,Z(27)^22,Z(27)^25,Z(27)^24,
 Z(27)^15,Z(27)^16,Z(27)^21,Z(27)^10,Z(27)^26,Z(27)^6,Z(27)^12,Z(27)^4,Z(27)^8,
 Z(27)^19,Z(27)^9,Z(27)^15,Z(27)^10,Z(27)^4,Z(27)^2,Z(27)^10,Z(27)^24,Z(27)^21,
 Z(27)^15,Z(27)^26,Z(27)^7,Z(27)^24,Z(27)^3,Z(27)^21,Z(27)^25,Z(27)^14,Z(27)^18,
 Z(27)^23,Z(27)^2,Z(27)^15,Z(27)^6,Z(27)^21,Z(27)^10,0*Z(27),Z(27)^14,Z(27)^19,
 Z(27)^23,Z(27)^9,Z(27)^2,Z(27)^14,Z(27)^6,Z(27)^9,Z(27)^23,Z(27)^21,Z(27)^5,
 Z(27)^9,Z(27)^24,Z(27)^13,Z(27)^20,Z(27)^15,Z(27)^13,Z(27)^16,Z(27)^4,Z(27)^20,
 Z(27)^15,Z(27)^9,Z(27)^26,Z(27)^18,Z(27)^24,Z(27)^6,Z(27)^22,Z(27)^21,Z(27)^22,
 Z(27)^12,Z(27)^24,Z(27)^16,Z(27)^11,Z(27)^6,0*Z(27),Z(27)^7,Z(27)^4,Z(27)^23,
 Z(27)^9,Z(27)^5,Z(27)^18,Z(27)^5,Z(27)^12,Z(27)^1,Z(27)^15,Z(27)^2,Z(27)^21,
 Z(27)^3,Z(27)^24,Z(27)^21,Z(27)^16,Z(27)^4,Z(27)^7,Z(27)^20,Z(27)^24,Z(27)^8,
 Z(27)^9,Z(27)^23,Z(27)^6,Z(27)^9,Z(27)^18,Z(27)^1,Z(27)^2,Z(27)^12],
[Z(27)^10,Z(27)^3,Z(27)^9,Z(27)^4,Z(27)^20,Z(27)^24,Z(27)^18,Z(27)^16,Z(27)^17,
 Z(27)^3,Z(27)^2,0*Z(27),Z(27)^26,Z(27)^25,Z(27)^5,Z(27)^24,Z(27)^14,Z(27)^7,
 Z(27)^7,Z(27)^19,Z(27)^12,Z(27)^2,Z(27)^21,Z(27)^4,Z(27)^18,Z(27)^7,Z(27)^12,
 Z(27)^13,Z(27)^25,Z(27)^16,Z(27)^17,Z(27)^8,Z(27)^1,Z(27)^6,Z(27)^13,Z(27)^8,
 Z(27)^1,Z(27)^16,Z(27)^19,Z(27)^25,Z(27)^18,Z(27)^5,Z(27)^10,Z(27)^13,Z(27)^5,
 Z(27)^6,Z(27)^25,Z(27)^7,Z(27)^24,Z(27)^13,Z(27)^4,Z(27)^10,Z(27)^15,Z(27)^22,
 Z(27)^12,Z(27)^14,Z(27)^7,Z(27)^19,Z(27)^22,Z(27)^24,Z(27)^17,Z(27)^14,Z(27)^8,
 Z(27)^26,Z(27)^5,Z(27)^1,0*Z(27),Z(27)^4,Z(27)^26,Z(27)^18,Z(27)^19,Z(27)^2,
 Z(27)^10,Z(27)^5,Z(27)^26,0*Z(27),Z(27)^15,Z(27)^5,Z(27)^23,Z(27)^6,Z(27)^17,
 Z(27)^13,Z(27)^19,Z(27)^20,Z(27)^8,Z(27)^14,Z(27)^2,0*Z(27),Z(27)^20,0*Z(27),
 Z(27)^16,Z(27)^6,Z(27)^25,Z(27)^20,Z(27)^7,Z(27)^3,Z(27)^14,Z(27)^17,Z(27)^11,
 Z(27)^23,Z(27)^10,Z(27)^11,Z(27)^1,Z(27)^25,Z(27)^10,Z(27)^5,Z(27)^24,Z(27)^7,
 Z(27)^18,Z(27)^18,Z(27)^10,Z(27)^1,Z(27)^24,Z(27)^12,Z(27)^26,Z(27)^10,Z(27)^21,
 Z(27)^19,Z(27)^21,Z(27)^17,Z(27)^21,Z(27)^12,Z(27)^15,Z(27)^9,Z(27)^3,Z(27)^12,
 Z(27)^5,Z(27)^17,Z(27)^15,Z(27)^13,Z(27)^16,Z(27)^6,Z(27)^20,Z(27)^2,Z(27)^22,
 Z(27)^14,0*Z(27),Z(27)^23,Z(27)^19,Z(27)^20,Z(27)^10,Z(27)^22,Z(27)^23,Z(27)^22,
 Z(27)^1,0*Z(27),Z(27)^11,Z(27)^10,Z(27)^15,Z(27)^5,Z(27)^13,Z(27)^13,Z(27)^8,
 Z(27)^21,Z(27)^7,Z(27)^14,Z(27)^9,Z(27)^2,Z(27)^7,Z(27)^18,Z(27)^21,Z(27)^10,
 Z(27)^13,Z(27)^23,Z(27)^10,Z(27)^19,Z(27)^18,Z(27)^2,Z(27)^18,Z(27)^3,Z(27)^14,
 Z(27)^8,Z(27)^26,Z(27)^12,Z(27)^26,Z(27)^22,Z(27)^3,Z(27)^20,Z(27)^6,Z(27)^15,
 Z(27)^17,Z(27)^24,Z(27)^20,Z(27)^24,Z(27)^25,Z(27)^7,0*Z(27),Z(27)^12,Z(27)^14,
 0*Z(27),Z(27)^21,Z(27)^12,Z(27)^19,Z(27)^19,Z(27)^16,Z(27)^2,Z(27)^16,Z(27)^14,
 Z(27)^4,Z(27)^6,Z(27)^5,0*Z(27),Z(27)^23,Z(27)^2,0*Z(27),Z(27)^16,Z(27)^3,Z(27)^12,
 Z(27)^24,Z(27)^18,Z(27)^12,Z(27)^7,Z(27)^1,Z(27)^8,Z(27)^7,Z(27)^1,Z(27)^2,Z(27)^21,
 Z(27)^10,Z(27)^5,Z(27)^22,Z(27)^6,Z(27)^19,Z(27)^1,Z(27)^9,Z(27)^20,Z(27)^16,
 Z(27)^13,Z(27)^19,0*Z(27),Z(27)^4,Z(27)^7,Z(27)^16,Z(27)^22,Z(27)^25,Z(27)^3,
 Z(27)^24,Z(27)^20,Z(27)^9,Z(27)^22,Z(27)^3,Z(27)^18,Z(27)^1,Z(27)^13,0*Z(27),
 Z(27)^24,Z(27)^19,Z(27)^14,Z(27)^26,Z(27)^4,Z(27)^25,Z(27)^21,Z(27)^2,Z(27)^19,
 Z(27)^14,Z(27)^24,Z(27)^1,Z(27)^17,Z(27)^17,Z(27)^2,Z(27)^25,Z(27)^15,Z(27)^8,
 Z(27)^23,Z(27)^24,Z(27)^7,Z(27)^13,Z(27)^16,Z(27)^9,Z(27)^25,Z(27)^26,Z(27)^13,
 Z(27)^26,Z(27)^11,Z(27)^18,0*Z(27),Z(27)^19,Z(27)^24,Z(27)^20,Z(27)^8,Z(27)^20,
 Z(27)^21,Z(27)^19,Z(27)^11,Z(27)^11,Z(27)^14,Z(27)^8,Z(27)^16,Z(27)^19,Z(27)^16,
 Z(27)^3,Z(27)^25,Z(27)^7,Z(27)^13,Z(27)^26,Z(27)^25,Z(27)^25,Z(27)^16,Z(27)^21,
 Z(27)^20,Z(27)^19,Z(27)^15,Z(27)^23,Z(27)^1,Z(27)^16,Z(27)^19,Z(27)^9,Z(27)^5,
 Z(27)^3,Z(27)^16,Z(27)^18,Z(27)^18,Z(27)^2,Z(27)^26,Z(27)^6,Z(27)^20,Z(27)^18,
 Z(27)^2,Z(27)^23,Z(27)^4,Z(27)^12,Z(27)^6,Z(27)^13,Z(27)^22,0*Z(27),Z(27)^18,
 Z(27)^17,Z(27)^1,Z(27)^26,Z(27)^25,Z(27)^25,Z(27)^24,Z(27)^24,Z(27)^1,Z(27)^11,
 Z(27)^15,Z(27)^21,Z(27)^8,Z(27)^14,Z(27)^26,Z(27)^15,Z(27)^9,Z(27)^12,Z(27)^18,
 Z(27)^8,Z(27)^19,Z(27)^1,Z(27)^4,Z(27)^2,Z(27)^16,Z(27)^14],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),Z(27)^26,0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27)],
[Z(27)^5,Z(27)^4,Z(27)^2,Z(27)^26,Z(27)^19,Z(27)^26,Z(27)^6,Z(27)^8,Z(27)^20,
 Z(27)^16,Z(27)^11,Z(27)^8,0*Z(27),Z(27)^23,Z(27)^25,Z(27)^26,Z(27)^6,Z(27)^26,
 Z(27)^5,Z(27)^6,Z(27)^25,Z(27)^18,Z(27)^4,Z(27)^3,Z(27)^15,Z(27)^22,Z(27)^21,
 Z(27)^22,Z(27)^11,Z(27)^9,Z(27)^19,Z(27)^23,Z(27)^19,Z(27)^17,Z(27)^9,Z(27)^19,
 Z(27)^3,Z(27)^14,Z(27)^24,Z(27)^2,Z(27)^19,Z(27)^21,Z(27)^9,Z(27)^12,Z(27)^24,
 Z(27)^24,Z(27)^4,Z(27)^16,Z(27)^20,Z(27)^9,Z(27)^6,Z(27)^23,Z(27)^5,Z(27)^8,
 Z(27)^20,Z(27)^13,Z(27)^15,Z(27)^21,Z(27)^3,Z(27)^18,Z(27)^22,Z(27)^26,Z(27)^13,
 Z(27)^24,Z(27)^23,Z(27)^26,Z(27)^19,Z(27)^23,Z(27)^6,Z(27)^7,Z(27)^25,Z(27)^26,
 Z(27)^25,Z(27)^13,Z(27)^20,Z(27)^7,0*Z(27),Z(27)^15,Z(27)^23,Z(27)^18,Z(27)^21,
 Z(27)^24,Z(27)^1,Z(27)^16,0*Z(27),Z(27)^17,Z(27)^12,Z(27)^15,Z(27)^3,Z(27)^3,
 Z(27)^11,0*Z(27),Z(27)^8,Z(27)^1,Z(27)^4,Z(27)^21,Z(27)^21,Z(27)^26,Z(27)^21,
 Z(27)^1,Z(27)^1,Z(27)^8,Z(27)^21,Z(27)^9,Z(27)^10,Z(27)^3,Z(27)^23,Z(27)^17,
 Z(27)^23,Z(27)^9,Z(27)^15,Z(27)^9,Z(27)^26,Z(27)^23,Z(27)^7,Z(27)^15,Z(27)^3,
 Z(27)^18,Z(27)^23,Z(27)^23,Z(27)^2,Z(27)^26,Z(27)^15,Z(27)^20,Z(27)^26,Z(27)^6,
 Z(27)^3,Z(27)^11,Z(27)^7,Z(27)^8,Z(27)^19,Z(27)^7,Z(27)^8,Z(27)^6,Z(27)^15,Z(27)^6,
 Z(27)^10,Z(27)^22,Z(27)^20,Z(27)^5,Z(27)^10,Z(27)^19,Z(27)^25,Z(27)^17,Z(27)^9,
 Z(27)^10,Z(27)^1,0*Z(27),Z(27)^10,Z(27)^16,0*Z(27),Z(27)^13,Z(27)^10,Z(27)^13,
 Z(27)^14,Z(27)^3,Z(27)^18,Z(27)^23,Z(27)^22,Z(27)^22,Z(27)^14,0*Z(27),Z(27)^15,
 Z(27)^19,Z(27)^2,Z(27)^9,Z(27)^15,Z(27)^14,Z(27)^13,Z(27)^15,Z(27)^5,Z(27)^8,
 Z(27)^18,Z(27)^13,Z(27)^26,Z(27)^24,Z(27)^25,Z(27)^17,Z(27)^25,Z(27)^9,Z(27)^1,
 Z(27)^2,Z(27)^3,Z(27)^24,Z(27)^1,Z(27)^18,Z(27)^16,Z(27)^1,Z(27)^16,Z(27)^18,
 Z(27)^26,Z(27)^11,Z(27)^21,Z(27)^13,Z(27)^5,Z(27)^14,Z(27)^4,Z(27)^8,Z(27)^1,
 Z(27)^22,Z(27)^7,Z(27)^14,Z(27)^3,Z(27)^22,Z(27)^24,Z(27)^10,Z(27)^11,Z(27)^15,
 Z(27)^25,Z(27)^20,Z(27)^16,Z(27)^20,Z(27)^8,Z(27)^26,Z(27)^8,Z(27)^17,Z(27)^15,
 Z(27)^20,Z(27)^25,Z(27)^2,Z(27)^1,Z(27)^16,Z(27)^25,Z(27)^10,Z(27)^1,Z(27)^23,
 Z(27)^13,0*Z(27),Z(27)^26,Z(27)^19,Z(27)^25,Z(27)^9,Z(27)^6,Z(27)^2,Z(27)^18,
 Z(27)^3,Z(27)^4,Z(27)^19,Z(27)^18,Z(27)^13,Z(27)^3,0*Z(27),Z(27)^3,Z(27)^16,
 Z(27)^25,Z(27)^13,Z(27)^7,Z(27)^20,Z(27)^12,Z(27)^3,Z(27)^4,Z(27)^18,Z(27)^13,
 Z(27)^24,Z(27)^5,Z(27)^8,Z(27)^6,Z(27)^16,Z(27)^24,Z(27)^23,Z(27)^4,Z(27)^18,
 Z(27)^26,Z(27)^7,Z(27)^11,Z(27)^21,Z(27)^4,Z(27)^23,Z(27)^21,Z(27)^6,Z(27)^25,
 Z(27)^23,Z(27)^8,Z(27)^8,Z(27)^7,Z(27)^18,0*Z(27),Z(27)^11,Z(27)^11,Z(27)^20,
 Z(27)^26,Z(27)^25,Z(27)^4,Z(27)^18,Z(27)^3,0*Z(27),0*Z(27),Z(27)^25,Z(27)^17,
 Z(27)^8,Z(27)^9,Z(27)^19,Z(27)^14,Z(27)^18,Z(27)^17,Z(27)^2,Z(27)^13,Z(27)^4,
 Z(27)^7,Z(27)^3,Z(27)^9,Z(27)^6,Z(27)^18,Z(27)^14,Z(27)^15,Z(27)^25,Z(27)^3,
 Z(27)^6,Z(27)^10,Z(27)^21,Z(27)^5,Z(27)^9,Z(27)^19,Z(27)^11,Z(27)^24,Z(27)^5,
 Z(27)^1,Z(27)^9,Z(27)^9,Z(27)^20,Z(27)^19,Z(27)^22,0*Z(27),Z(27)^4,Z(27)^1,Z(27)^4,
 Z(27)^19,0*Z(27),Z(27)^20,Z(27)^16,Z(27)^20,Z(27)^6,0*Z(27),Z(27)^21,Z(27)^24,
 Z(27)^9,Z(27)^22,Z(27)^22,Z(27)^13,Z(27)^22,Z(27)^7,Z(27)^20,Z(27)^6,Z(27)^13,
 Z(27)^15,Z(27)^8,0*Z(27),Z(27)^10,Z(27)^4,Z(27)^11,Z(27)^6],
[Z(27)^20,Z(27)^17,Z(27)^7,Z(27)^21,Z(27)^4,Z(27)^21,Z(27)^16,Z(27)^8,Z(27)^15,
 Z(27)^13,Z(27)^15,Z(27)^14,Z(27)^9,Z(27)^18,Z(27)^18,Z(27)^22,Z(27)^24,Z(27)^17,
 Z(27)^1,Z(27)^18,Z(27)^14,Z(27)^12,Z(27)^22,Z(27)^14,Z(27)^8,Z(27)^12,Z(27)^20,
 Z(27)^9,Z(27)^24,Z(27)^16,Z(27)^20,Z(27)^20,Z(27)^20,Z(27)^26,Z(27)^3,Z(27)^4,
 Z(27)^8,Z(27)^6,Z(27)^3,Z(27)^2,Z(27)^18,Z(27)^18,Z(27)^4,Z(27)^26,Z(27)^24,
 Z(27)^6,Z(27)^25,Z(27)^18,Z(27)^21,Z(27)^6,0*Z(27),Z(27)^24,Z(27)^9,Z(27)^26,
 Z(27)^22,Z(27)^2,0*Z(27),Z(27)^4,Z(27)^11,Z(27)^1,Z(27)^16,Z(27)^7,Z(27)^16,
 Z(27)^2,Z(27)^1,Z(27)^16,Z(27)^14,Z(27)^24,Z(27)^7,Z(27)^19,Z(27)^22,Z(27)^10,
 Z(27)^10,Z(27)^21,Z(27)^11,Z(27)^6,Z(27)^10,Z(27)^21,Z(27)^16,Z(27)^26,Z(27)^25,
 Z(27)^9,Z(27)^11,Z(27)^5,Z(27)^7,Z(27)^14,Z(27)^19,Z(27)^4,Z(27)^26,Z(27)^6,
 Z(27)^17,Z(27)^16,Z(27)^9,Z(27)^21,Z(27)^10,Z(27)^26,Z(27)^21,Z(27)^12,Z(27)^8,
 Z(27)^11,Z(27)^14,Z(27)^12,Z(27)^8,Z(27)^16,Z(27)^18,Z(27)^10,Z(27)^4,Z(27)^24,
 Z(27)^16,Z(27)^18,Z(27)^26,Z(27)^6,Z(27)^18,Z(27)^3,Z(27)^26,Z(27)^23,Z(27)^1,
 Z(27)^3,Z(27)^9,0*Z(27),Z(27)^16,Z(27)^12,Z(27)^3,Z(27)^13,Z(27)^8,Z(27)^9,Z(27)^5,
 Z(27)^21,Z(27)^20,Z(27)^16,Z(27)^2,Z(27)^24,Z(27)^20,Z(27)^18,0*Z(27),Z(27)^26,
 Z(27)^10,Z(27)^11,Z(27)^2,Z(27)^20,Z(27)^7,Z(27)^16,Z(27)^19,Z(27)^13,Z(27)^10,
 Z(27)^26,Z(27)^4,Z(27)^2,Z(27)^17,Z(27)^21,Z(27)^20,Z(27)^20,Z(27)^7,Z(27)^7,
 Z(27)^8,Z(27)^18,Z(27)^17,Z(27)^19,Z(27)^15,Z(27)^17,Z(27)^22,Z(27)^13,Z(27)^12,
 Z(27)^19,Z(27)^8,Z(27)^3,Z(27)^1,Z(27)^5,Z(27)^26,Z(27)^14,Z(27)^1,Z(27)^21,
 Z(27)^12,Z(27)^18,Z(27)^26,Z(27)^21,Z(27)^2,Z(27)^18,Z(27)^14,Z(27)^8,Z(27)^11,
 Z(27)^2,Z(27)^21,Z(27)^13,Z(27)^13,Z(27)^20,Z(27)^14,Z(27)^15,Z(27)^23,Z(27)^14,
 Z(27)^4,Z(27)^18,Z(27)^4,Z(27)^13,Z(27)^22,Z(27)^13,Z(27)^17,Z(27)^23,Z(27)^11,
 0*Z(27),Z(27)^17,Z(27)^14,Z(27)^26,Z(27)^8,Z(27)^2,Z(27)^1,Z(27)^11,Z(27)^25,
 Z(27)^11,Z(27)^18,Z(27)^13,Z(27)^22,Z(27)^3,Z(27)^11,Z(27)^7,Z(27)^21,Z(27)^7,
 Z(27)^5,Z(27)^17,Z(27)^14,Z(27)^22,Z(27)^22,Z(27)^19,Z(27)^17,Z(27)^23,Z(27)^1,
 Z(27)^19,Z(27)^9,Z(27)^8,Z(27)^8,Z(27)^19,Z(27)^4,Z(27)^14,Z(27)^9,0*Z(27),Z(27)^23,
 Z(27)^22,Z(27)^4,Z(27)^4,Z(27)^22,Z(27)^7,Z(27)^16,Z(27)^21,Z(27)^11,0*Z(27),
 Z(27)^25,Z(27)^9,0*Z(27),Z(27)^10,Z(27)^12,Z(27)^6,Z(27)^10,Z(27)^19,Z(27)^22,
 Z(27)^9,Z(27)^14,Z(27)^18,Z(27)^20,Z(27)^4,Z(27)^1,Z(27)^9,Z(27)^18,Z(27)^22,
 Z(27)^26,Z(27)^10,Z(27)^8,Z(27)^15,Z(27)^16,Z(27)^11,Z(27)^23,Z(27)^17,Z(27)^12,
 Z(27)^6,Z(27)^2,Z(27)^15,Z(27)^22,Z(27)^16,Z(27)^26,Z(27)^21,Z(27)^2,Z(27)^12,
 Z(27)^5,Z(27)^20,Z(27)^8,Z(27)^9,Z(27)^11,Z(27)^21,0*Z(27),Z(27)^18,Z(27)^20,
 Z(27)^5,Z(27)^13,Z(27)^16,Z(27)^2,Z(27)^5,Z(27)^1,Z(27)^8,Z(27)^16,Z(27)^25,
 Z(27)^20,Z(27)^7,Z(27)^10,Z(27)^2,Z(27)^3,Z(27)^6,Z(27)^15,Z(27)^3,Z(27)^2,Z(27)^10,
 Z(27)^7,Z(27)^18,Z(27)^23,Z(27)^15,Z(27)^13,Z(27)^8,Z(27)^5,Z(27)^26,Z(27)^15,
 Z(27)^10,Z(27)^10,Z(27)^10,Z(27)^19,Z(27)^16,Z(27)^12,Z(27)^4,Z(27)^11,Z(27)^5,
 Z(27)^20,Z(27)^16,Z(27)^16,Z(27)^13,Z(27)^17,Z(27)^14,Z(27)^19,Z(27)^16,Z(27)^17,
 Z(27)^12,Z(27)^14,Z(27)^11,Z(27)^5,Z(27)^4,Z(27)^11,Z(27)^2,Z(27)^23,Z(27)^20,
 Z(27)^7,Z(27)^9,Z(27)^25,Z(27)^11,Z(27)^1,Z(27)^4],
[0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
 0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),0*Z(27),
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];