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Hi,
I'm currently facing some technical issue. I have a black & white image, with a transparent background. In addition, I have a (linear) gradient, from one color (yellow) to another (purple). I'm trying to create a replica of the B&W image, such as each gray pixel turn into a pixel colored in the same proportion of yellow/purple as it was colored in white/black.
There is another way of describing this probleme : let's assume you have a bicolor picture, and you know the two main colors (each pixel being colored with a combination of those two). Simply apply a B&W filter to your image. Then, given the two initial colors, how can you reconstitute the first picture ?
If you have any idea to do this, feel free to volunteer your answer !
Thanks a lot 🙂
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Use a gradient adjustment layer. That will convert the black to white tones into the colours you set in the gradient adjustment layer properties.
Dave
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There are two kinds of gradient adjustment layers, so for this purpose make sure you select Gradient Map, not Gradient Fill.
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Hello, I was wondering if someone can advise on a method (if there is one) to do this with two gradients to be applied depending on grayscale value being above or below a certain amount (i.e if the rgb value is 127,127,127 or below, apply gradient A and if it's over 127 apply gradient B)?
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Why don’t you »pack« both gradients into one gradient?
If that isn’t possible a more involved scenario (utilizing Blend If and Adjustment Layers) may be necessary. But that should be don in 16bit.
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Great, thank you very much (and again for the very quick response!)
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