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The default form of XYB has X = B = 0 for achromatic colors. This was
done by altering the XYB transform matrix to do the LMS to XYB
conversion and apply B - Y, but we had done so incorrectly. The matrix
that incorporates this change should have been:
XYB_LMS_TO_XYB = [
[0.5, -0.5, 0.0],
[0.5, 0.5, 0.0],
[-0.5, -0.5, 1.0]
]
We mistakenly applied the logic in reverse applying to the forward
transform which should have been in the inverse transform and vice
versa. It resulted in the same X = B = 0, but non achromatic colors
were not quite right.
With all of that said, instead of using a clever matrix to do the XYB
transform and subtract Y from B, we now use the standard matrix and then
just subtract Y from B at the end. We verified both were equivalent, but
the later approach makes it more clear what we are doing.
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The default form of XYB has X = B = 0 for achromatic colors. This was done by altering the XYB transform matrix to do the LMS to XYB conversion and apply B - Y, but we had done so incorrectly. The matrix that incorporates this change should have been:
XYB_LMS_TO_XYB = [
[0.5, -0.5, 0.0],
[0.5, 0.5, 0.0],
[-0.5, -0.5, 1.0]
]
We mistakenly applied the logic in reverse applying to the forward transform which should have been in the inverse transform and vice versa. It resulted in the same X = B = 0, but non achromatic colors were not quite right.
With all of that said, instead of using a clever matrix to do the XYB transform and subtract Y from B, we now use the standard matrix and then just subtract Y from B at the end. We verified both were equivalent, but the later approach makes it more clear what we are doing.