The Fibonacci Prism Array

Ok, when you put a prism up to light, it breaks down the light into it's various components (colors). I want to know what happens if you put a prism up to the light and then put another prism in the refracted part...say, for instance, in the middle of the red. Would it just spit out a bunch more red on the other end because no other colors are available? What if it spit out mostly red, but then a little bit of the edge was yellow. Then you would know that you are off by just a c-hair and you could adjust it accordingly. Then, put another prism in the middle of the refracted part of the second spectrums output. Redder still? Maybe. I bet if you kept on doing this, you would have the reddest red possible. I really want to try this. I bet it would be really cool if you set them all up in like some kind of fibonacci-esqu spiral (because the red shifts to one end). But wait! What happens if the reddest part of the red doesn't line up with a true fibonacci line of spiral? I bet whatever color does is the best color there is. Actually, that angle is probably contingent on the cut of the prism anyways. Well, let's just say that it is a 60 degree angle on all three sides so it will be a perfectly symmetrical triangle. Then, align the 'prism array' on the fibonacci line so that each prism is hit by the same color in the spectrum. Whatever color at the end will probably be the best color there is because fibonacci numbers are involved and light is a constant and as close to perfect as things get (besides maybe subatomic particles like neutrinos...those things can reach Earth faster than light can from exploding supernovae. I was amazed by that.) Anyways, I bet when you combine light with fibonacci, God does a little dance and angels explode all around.