Invert Cubic Bezier Curve I am trying to 'invert' a path.
Lines are fairly easy as they just need to be multiplied by -1, however, I am struggling to convert the bezier curve path into its inverse.
The relevant code is:
c0,0,1.628,34.086-32.059,34.086
c-33.688,0-32.059-34.086-32.059-34.086

where c denotes the start of a new curve.
For clarification purposes, inverse means that if the curve is starting from right to left, then after inverse, it would start from left to right & vice versa.
Here is a link.

If I understand correctly what you ask, it should be quite simple: to invert horizontally multiply by $-1$ (of course we are using relative coordinates) all the first coordinate of every couple.
Example: the inverse of c 1 2 3 4 5 6 should be c -1 2 -3 4 -5 6.
At least I hope this is what you are asking for.
