The prime wells on a torus

φ = log₂(n) / 7  ·  wraps around the hole
θ = depth k / 7  ·  goes through the tube
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p = 2
p = 3
p = 5
p = 7
p = 11
p = 13
composite
multiply× 1 · 0 stays
each prime p traces
a helix on the torus
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The geometry appears
The horn torus is drawn from latitude and meridian curves.
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