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I just wanted to dump here some more representations of the Fibonacci prime spiral.
This article explains how the spiral is formed.
Page #32 (15) containing the original spiral
In my previous article, I explained how to continue the spiral and made an attempt to accrue as much spiral members as I could. It's not easy to do because of vast amounts of primes to compute and a very quickly rising Fibonacci sequence.
I didn't try to actually _look_ at how the spiral, if continued, would look like.
Here's what the spiral looks like, with 20 additional members.
Alternatively, we could look at it as a sequence of actual Fibonacci primes, not affected by the number 3301. This is how it would look like:
Spiral continued: raw fibprimes
And, just for the sake of it, original spiral and its' continuation taken modulo 29.
Yellow denotes primes. This looks a bit like that helicopter pattern hidden at some first unsolved pages, but not quite.
Need to look into it later.
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Keith Aprilnight (aprilnightk@tilde.team)
