=> CofactorMatrix(
m1x1, m1x2, m1x3, m1x4, m1x5, m1x6,
m2x1, m2x2, m2x3, m2x4, m2x5, m2x6,
m3x1, m3x2, m3x3, m3x4, m3x5, m3x6,
m4x1, m4x2, m4x3, m4x4, m4x5, m4x6,
m5x1, m5x2, m5x3, m5x4, m5x5, m5x6,
m6x1, m6x2, m6x3, m6x4, m6x5, m6x6);
=> InverseMatrix(
m1x1, m1x2, m1x3, m1x4, m1x5, m1x6,
m2x1, m2x2, m2x3, m2x4, m2x5, m2x6,
m3x1, m3x2, m3x3, m3x4, m3x5, m3x6,
m4x1, m4x2, m4x3, m4x4, m4x5, m4x6,
m5x1, m5x2, m5x3, m5x4, m5x5, m5x6,
m6x1, m6x2, m6x3, m6x4, m6x5, m6x6);
=> AdjointMatrix(m1x1, m1x2, m1x3, m1x4, m1x5, m1x6, m2x1, m2x2, m2x3, m2x4, m2x5, m2x6, m3x1, m3x2, m3x3, m3x4, m3x5, m3x6, m4x1, m4x2, m4x3, m4x4, m4x5, m4x6, m5x1, m5x2, m5x3, m5x4, m5x5, m5x6, m6x1, m6x2, m6x3, m6x4, m6x5, m6x6);
=> CofactorMatrix(
m1x1, m1x2, m1x3, m1x4, m1x5,
m2x1, m2x2, m2x3, m2x4, m2x5,
m3x1, m3x2, m3x3, m3x4, m3x5,
m4x1, m4x2, m4x3, m4x4, m4x5,
m5x1, m5x2, m5x3, m5x4, m5x5);
=> InverseMatrix(
m1x1, m1x2, m1x3, m1x4, m1x5,
m2x1, m2x2, m2x3, m2x4, m2x5,
m3x1, m3x2, m3x3, m3x4, m3x5,
m4x1, m4x2, m4x3, m4x4, m4x5,
m5x1, m5x2, m5x3, m5x4, m5x5);
=> AdjointMatrix(m1x1, m1x2, m1x3, m1x4, m1x5, m2x1, m2x2, m2x3, m2x4, m2x5, m3x1, m3x2, m3x3, m3x4, m3x5, m4x1, m4x2, m4x3, m4x4, m4x5, m5x1, m5x2, m5x3, m5x4, m5x5);