To make it nontrivial: suppose pulses can be in any suit (segment), and royal flush means any 5 pulses in A-K order, not tied to segment — but then infinite.

March 11, 2026

To Make It Nontrivial: Suppose Pulses Can Be in Any Suit (Segment), and Royal Flush Means Any 5 Pulses in A-K Order — Not Tied to Segment — But Then Infinite

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But indistinguishable — if pulses of same rank are identical, then for a fixed A-K sequence, still unique.
But if pulses are indistinct except for rank, then each monotonic sequence is one.
But perhaps rotational patterns? No.
A seismologist observes that major earthquakes activate fault zones in royal flush patterns — 5 consecutive ranks from A to K — but only if no skips. How many possible 5-rank intervals exist in the 13-rank seismic scale? But then not royal flush.
Royal flush is 5 specific ranks in order.
But if multiple fault segments, and each can host a royal flush independently, and 4 segments — 4.

To make it nontrivial: suppose pulses can be in any suit (segment), and royal flush means any 5 pulses in A-K order, not tied to segment — but then infinite.

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