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The if statement removed always evaluates to true by the following lemma:
Lemma 1:
The confirmation count of the N-th recent lockout (zero-index) is greater than N.
Proof by contradiction: If the Nth recent lockout has a confirmation count less than or equal to N, then, due to the monotonicity of confirmation counts, the (N-1)th most recent lockout must be less than or equal to (N-1). Applying induction, the first most recent lockout (index = 0) must have a confirmation count less less than or equal to 0. However, it is impossible for a vote to have a confirmation count of 0. So there is a contradiction.