local result; result := rec(); result.comment := "S4(17) as 290 x 290 matrices over Z (reducible over Z(b17))\n"; result.symmetricforms := [ ]; result.antisymmetricforms := [ ]; result.hermitianforms := [ ]; result.centralizeralgebra := [ IdentityMat(290), [[143,-231,28,-559,-73,166,-177,197,-165,239,144,-8,-251,-107,-22, 126,-136,260,-6,36,-68,-140,336,34,-303,135,-186,-349,-180,162,44, -74,241,-163,138,-324,150,225,-151,216,-48,-95,74,567,-62,40,313, -225,-469,-159,286,178,159,-302,-285,169,-202,-138,70,282,-135,59, -405,356,-225,-58,103,38,269,-501,10,182,179,40,-98,-140,-158,-92, 107,356,-51,-166,216,-80,161,78,-111,201,-135,-223,-192,152,113, -93,-31,139,-36,-268,-373,173,384,27,67,184,41,83,-176,266,-130, -5,138,144,-52,62,-107,-368,177,247,-381,41,193,120,-60,110,-398, -3,-287,-231,149,-109,-121,72,-35,192,-66,121,-52,-264,-69,250,36, -55,-39,372,92,223,-155,-215,189,119,-99,262,185,-330,22,-121,-39, 222,-120,142,66,-287,120,66,155,229,260,-35,47,195,30,106,213,144, 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