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We have previously established that if we pick alow or ahigh, the error can’t exceed one tick of the numerator, which works out to ± 1/b. As a practical example, if we’re trying to approximate r = 2 using b = 5, the best inexact solutions are 9/5 = 1.8 on the low side and 11/5 = 2.2 on the high side; they both have an error of 1/b = 0.2.

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By appropriately scaling the perturbation amount for each colour channel separately, we can also extend this to work with palettes where is different for each colour component, provided that they are still regularly spaced. Unfortunately, the less regular the palette is, the less effective this technique becomes. If we wish to leverage the strengths of ordered dithering for use with irregular or arbitrary palettes, a more general solution is needed.

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