matrix := [ [Z(121)^9,Z(121)^60,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120, 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^107,Z(121)^84,Z(121)^95,Z(121)^99,Z(121)^27,Z(121)^17,Z(121)^90,Z(121)^62, 0*Z(121),Z(121)^106,Z(121)^8,Z(121)^81,Z(121)^13,0*Z(121),0*Z(121),Z(121)^100, 0*Z(121),Z(121)^97,Z(121)^119,Z(121)^72,0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^52,Z(121)^46,Z(121)^25,Z(121)^69,Z(121)^68,Z(121)^107,Z(121)^60,Z(121)^82, 0*Z(121),Z(121)^76,Z(121)^98,Z(121)^51,Z(121)^50,0*Z(121),0*Z(121),Z(121)^109, 0*Z(121),Z(121)^106,Z(121)^8,Z(121)^81,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),Z(121)^120,0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^74,Z(121)^72,Z(121)^82,Z(121)^69,Z(121)^30,Z(121)^107,Z(121)^60,Z(121)^27, 0*Z(121),Z(121)^115,Z(121)^17,Z(121)^90,Z(121)^78,0*Z(121),0*Z(121),Z(121)^79, 0*Z(121),Z(121)^37,Z(121)^59,Z(121)^12,0*Z(121),Z(121)^37,Z(121)^59,Z(121)^12, 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^99,Z(121)^91,Z(121)^36,Z(121)^69,Z(121)^63,Z(121)^26,Z(121)^99,Z(121)^106, 0*Z(121),Z(121)^27,Z(121)^68,Z(121)^21,Z(121)^97,Z(121)^68,Z(121)^21,0*Z(121), 0*Z(121),Z(121)^49,Z(121)^59,Z(121)^12,0*Z(121),Z(121)^100,0*Z(121),0*Z(121), Z(121)^59,Z(121)^12,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^53,Z(121)^113,Z(121)^105,Z(121)^108,Z(121)^7,Z(121)^5,Z(121)^30,Z(121)^118, Z(121)^30,0*Z(121),Z(121)^109,Z(121)^21,Z(121)^109,Z(121)^106,0*Z(121),0*Z(121), Z(121)^21,0*Z(121),Z(121)^37,Z(121)^12,0*Z(121),0*Z(121),Z(121)^100,0*Z(121), Z(121)^97,0*Z(121),Z(121)^12,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121), Z(121)^120,0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^30,Z(121)^86,Z(121)^74,Z(121)^39,Z(121)^53,Z(121)^77,Z(121)^30,Z(121)^58, 0*Z(121),Z(121)^85,Z(121)^107,Z(121)^60,Z(121)^87,0*Z(121),0*Z(121),Z(121)^37, 0*Z(121),Z(121)^46,Z(121)^68,Z(121)^21,0*Z(121),Z(121)^46,Z(121)^68,Z(121)^21, 0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^23,Z(121)^83,Z(121)^90,Z(121)^39,0*Z(121),Z(121)^116,Z(121)^69,Z(121)^76, 0*Z(121),Z(121)^81,Z(121)^38,Z(121)^111,Z(121)^106,Z(121)^38,Z(121)^111,0*Z(121), 0*Z(121),Z(121)^97,Z(121)^68,Z(121)^21,0*Z(121),Z(121)^109,0*Z(121),0*Z(121), Z(121)^68,Z(121)^21,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^17,Z(121)^103,Z(121)^13,Z(121)^78,Z(121)^97,Z(121)^10,Z(121)^120,Z(121)^88, Z(121)^120,0*Z(121),Z(121)^87,Z(121)^111,Z(121)^118,Z(121)^76,0*Z(121),0*Z(121), Z(121)^111,0*Z(121),Z(121)^16,Z(121)^21,0*Z(121),0*Z(121),Z(121)^109,0*Z(121), Z(121)^106,0*Z(121),Z(121)^21,0*Z(121),0*Z(121),0*Z(121),0*Z(121),0*Z(121)], [Z(121)^25,Z(121)^13,Z(121)^8,Z(121)^39,Z(121)^6,Z(121)^116,Z(121)^69,Z(121)^115, 0*Z(121),Z(121)^12,Z(121)^77,Z(121)^30,Z(121)^37,Z(121)^77,Z(121)^30,Z(121)^37, 0*Z(121),Z(121)^40,Z(121)^119,Z(121)^72,0*Z(121),Z(121)^71,Z(121)^119,Z(121)^72, Z(121)^119,Z(121)^72,0*Z(121),Z(121)^119,Z(121)^72,0*Z(121),0*Z(121),0*Z(121)], [Z(121)^2,Z(121)^26,Z(121)^102,Z(121)^78,Z(121)^97,Z(121)^20,Z(121)^120,Z(121)^7, Z(121)^120,0*Z(121),Z(121)^5,Z(121)^30,Z(121)^49,Z(121)^115,0*Z(121),Z(121)^49, Z(121)^30,0*Z(121),Z(121)^111,Z(121)^72,0*Z(121),0*Z(121),Z(121)^10,Z(121)^72, Z(121)^37,0*Z(121),Z(121)^72,Z(121)^37,0*Z(121),Z(121)^72,0*Z(121),0*Z(121)], [Z(121)^19,Z(121)^80,Z(121)^104,Z(121)^78,Z(121)^16,Z(121)^113,Z(121)^39,Z(121)^58, Z(121)^39,Z(121)^58,Z(121)^46,Z(121)^81,Z(121)^49,Z(121)^83,Z(121)^81,0*Z(121), Z(121)^81,Z(121)^49,Z(121)^37,Z(121)^72,Z(121)^81,0*Z(121),0*Z(121),0*Z(121), Z(121)^61,Z(121)^72,Z(121)^72,Z(121)^100,0*Z(121),0*Z(121),Z(121)^72,0*Z(121)], [Z(121)^81,Z(121)^40,Z(121)^30,Z(121)^9,Z(121)^60,Z(121)^86,Z(121)^39,Z(121)^85, 0*Z(121),Z(121)^116,Z(121)^47,Z(121)^120,Z(121)^46,Z(121)^47,Z(121)^120,Z(121)^46, 0*Z(121),Z(121)^49,Z(121)^8,Z(121)^81,0*Z(121),Z(121)^76,Z(121)^8,Z(121)^81, Z(121)^8,Z(121)^81,0*Z(121),Z(121)^8,Z(121)^81,0*Z(121),0*Z(121),0*Z(121)], [Z(121)^5,Z(121)^83,Z(121)^42,Z(121)^48,Z(121)^67,Z(121)^116,Z(121)^90,Z(121)^97, Z(121)^90,0*Z(121),Z(121)^21,Z(121)^120,Z(121)^58,Z(121)^85,0*Z(121),Z(121)^58, Z(121)^120,0*Z(121),Z(121)^120,Z(121)^81,0*Z(121),0*Z(121),Z(121)^7,Z(121)^81, Z(121)^46,0*Z(121),Z(121)^81,Z(121)^46,0*Z(121),Z(121)^81,0*Z(121),0*Z(121)], [Z(121)^31,Z(121)^41,Z(121)^109,Z(121)^48,Z(121)^106,Z(121)^106,Z(121)^9,Z(121)^28, Z(121)^9,Z(121)^28,Z(121)^16,Z(121)^51,Z(121)^58,Z(121)^71,Z(121)^51,0*Z(121), Z(121)^51,Z(121)^58,Z(121)^46,Z(121)^81,Z(121)^51,0*Z(121),0*Z(121),0*Z(121), Z(121)^21,Z(121)^81,Z(121)^81,Z(121)^109,0*Z(121),0*Z(121),Z(121)^81,0*Z(121)], [Z(121)^97,Z(121)^90,Z(121)^119,Z(121)^48,Z(121)^106,Z(121)^104,Z(121)^9,Z(121)^67, Z(121)^9,Z(121)^67,Z(121)^55,Z(121)^90,Z(121)^109,Z(121)^13,Z(121)^90,Z(121)^109, Z(121)^90,Z(121)^109,Z(121)^97,Z(121)^12,Z(121)^90,Z(121)^109,Z(121)^97,Z(121)^12, Z(121)^113,Z(121)^12,Z(121)^12,Z(121)^111,Z(121)^12,Z(121)^12,Z(121)^12,Z(121)^12], [Z(121)^63,Z(121)^88,Z(121)^95,Z(121)^18,Z(121)^76,Z(121)^97,Z(121)^99,Z(121)^37, Z(121)^99,Z(121)^37,Z(121)^25,Z(121)^60,Z(121)^118,Z(121)^119,Z(121)^60,Z(121)^118, Z(121)^60,Z(121)^118,Z(121)^106,Z(121)^21,Z(121)^60,Z(121)^118,Z(121)^106,Z(121)^21, Z(121)^2,Z(121)^21,Z(121)^21,Z(121)^110,Z(121)^21,Z(121)^21,Z(121)^21,Z(121)^21] ];