Hi list, Anyone know a straightforward way to find the axis-aligned bounding box for an ellipse given: * center x * center y * radius x * radius y * arbitrary affine transformation applied using an svg-style 3x3 matrix
Right now I'm just doing the trivial calculation for the bbox of the untransformed ellipse, then multiplying the matrix times those coordinates. That gives me a box that includes the ellipse, but I'd like to get the tightest fitting one. Thanks, Jonathan
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