Again the colours repeat in regular patterns.
$P_2 | P_2, P_4, P_8, \ldots$
$P_3 | P_3, P_6, P_9, \ldots$
$P_4 | P_4, P_8, P_{12}, \ldots$
$P_5 | P_5, P_{10}, P_{15}, \ldots$
So this is almost exactly like the counting numbers. The 'P-primes' are P₂,P₃, P₅, P₇, ...
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