
(how i made these plots)
i've got a processing script that spits out different rgb(or hsb) colourspaces.
this is a rgb colour space with five shades of red, 3 shades of green, 3 shades of blue.
the way processing spits it out, i've got it giving me five slices that show all the red/green mixes for each shade of blue.
everything else i've done here is not automated, it's just me rearranging the raw data in a paint program.
first, I reslice the data so that i get my red ramps horizontally instead of green ramps - red has the most shades in the sample, so it gets longer ramps, so I want to look at those.
I get each of this second row of slices by taking one column from each slice of the original set. the first slice is just the set of first columns from the previous set, the second slice is all the second columns, the third slice is the third columns.
I got the third row of slices the same way, this time taking rows from the second set. so now i have all the red/blue ramps for my three shades of green - and all the red/green ramps for my three shades of blue.
In making these, I realised you can collect samples from both of these sets of data into a single set - so I made these five by five squares. the first one combines the first slice from the redgreens and the last slice from the redblues - essentially what this does is make L-shaped ramps - they carry around the edge of the colour cube, and so preserve saturation. in the first half of the ramp, green increases, and in the second half blue increases.
the second slice increases blue then green, but I produced it the same way - it combines the first slice of the redblues with the last of the redgreens.
for these other two 5 by 5 plots, i've taken the middle slices from the previous data and added the black-red ramp on top and the cyan-white ramp on the bottom. this produces ramps that take a z-shaped path through the colour cube - increasing blue then green then blue again. These are, I think, the best approximations of an angled line straight through the cube, and so they desaturate in the middle.
(gets interesting again here)
Okay, so i've been working with the hypothesis that the 'best' path from red to cyan here would be something like red-greyred-grey-greycyan-cyan.
but these slices suggest that the best paths of that length are red-darkyellow-grey-brightazure-cyan
or
red-darkrose-grey-brightspringgreen-cyan
which i never would've picked.
none of the best paths that go through any of greyred, grey and greycyan pass through more than one of those colours.