lina 0.2.2

Linear algebra library with a focus on 3D applications like games (i.e. low-dimensional vectors and matrices)
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Returns the inverse of this matrix, if it exists. If the determinant of
this matrix is 0, then it is not invertible and `None` is returned. The
inverted matrix "undoes" the transformation of `self`, meaning that
`m * m.inverted()` is the identity matrix. The inverted matrix represents the
opposite/inverse transformation.