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For a given a_i we need the longest subsequence that ends with a value v such that 372. Missax
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Appending a_i yields a subsequence of length ℓ_\max+1 . No longer subsequence ending at a_i can exist, because any such subsequence must have a predecessor that is feasible and therefore its length is bounded by ℓ_\max. Updating the tree with (ℓ_\max+1, a_i) preserves the invariant. ∎ If you are planning to share content or
This numeric fetishism allows platforms like Missax to build a loyal "completionist" audience—viewers who feel compelled to watch every number in sequence (366 to 379, for example). Updating the tree with (ℓ_\max+1, a_i) preserves the