Usage

You make transformation matrices with the following commands:

* svg.transform.translate_matrix(tx, ty=0): Returns a matrix that will translate in x and y

* svg.transform.scale_matrix(sx, sy=None): Returns a matrix that will scale in x and y

* svg.transform.rotate_matrix(r, cx=0, cy=0): Returns a matrix that will rotate, with optional offset

* svg.transform.skewx_matrix(ax): Returns a matrix that will skew in the x axis

* svg.transform.skewy_matrix(ay): Returns a matrix that will skew in the y axis

* svg.transform.matrix_matrix(a, b, c, d, e, f): Returns a free form translation matrix

For example like this:

>>> from svg import transform
>>>
>>> transform.translate_matrix(5, 8)
array([[ 1,  0,  5],
      [ 0,  1, 10],
      [ 0,  0,  1]])

You use this matrix by applying a matrix multiplication:

>>> from array import array
>>>
>>> old_x = 10
>>> old_y = 10
>>>
>>> res = transform.translate_matrix(5, 8) @ array("f", [old_x, old_y, 1])
>>> new_x = res[0]
>>> new_y = res[1]
>>> new_x, new_y
15.0, 18.0

You can also create transformation matrices directly from the SVG transform attributes:

>>> transform.parse("translate(-10 -20) scale(2) rotate(45) translate(5 10)")
array([[  1.05064398,  -1.70180705, -21.7648506 ],
       [  1.70180705,   1.05064398,  -0.98452498],
       [  0.        ,   0.        ,   1.        ]])

0.1b1 (2023-05-01)

• First release