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  #1 (permalink)  
Old 06-20-2005, 06:11 PM
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Join Date: Feb 2003
Posts: 430
Evil Gradient Challenge #2

Evil Gradient Challenge #2

I was dinking around the other day and was in need some some specific gradients based on the full spectrum and luminosity. When I got the gradients that I needed, it occurred to me that it would make for a good "evil gradient challenge".

Start with something very colourful. This is just the full spectrum left/right with luminosity up/down. Should be pretty easy to see the jagged line across the center.

Use whatever to derive a linear gradient and a mirrored gradient.

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Old 06-20-2005, 06:14 PM
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Evil Gradient Challenge #2

The target gradients.

- I did not use Displace one bit
- Both derived directly from the colourfal graphic
- A series of ChOps for one of them
- Selective Colour for the other one
- All stock tools; I did not 'cheat' this time, but don't let that stop you from trying

Enjoy
and
play.fiddle.learn

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Old 06-22-2005, 04:07 PM
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Evil Gradient Challenge #2

Here is a big hint for how I did the linear gradient:

http://www.botzilla.com/house/RayPS.html

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Old 06-23-2005, 05:01 AM
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Join Date: May 2003
Posts: 474
Evil Gradient Challenge #2

Owww... you hurt my brain....

Pretty interesting stuff. I can't follow more than 50% of it; but, it's cool.

So you displaced two channels of a linear and a reflected gradient?

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Old 06-27-2005, 05:37 PM
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Evil Gradient Challenge #2

In the first post there is a colourful graphic attached.
Using that graphic, I derived the two greyscale gradients in the second post.

I did not use Displace to derive either of them.
I did post a link with Displace in it, but there is another trick in there that I used to get one of the gradients.

Massive Hint for one of the gradients:
Extract Saturation

I know some of you folks know how to do that.

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Old 06-27-2005, 11:39 PM
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Evil Gradient Challenge #2

Quote:
Originally Posted by Moth
Owww... you hurt my brain....

Pretty interesting stuff. I can't follow more than 50% of it; but, it's cool.

So you displaced two channels of a linear and a reflected gradient?
Yeah, me too.
I'm reading all your "technical slop", and having to keep re-reading to understand it all. It's cool stuff, but heavy on the techno babel.

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