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Now, we impose the condition that species A must be analyzed before species B. In any permutation of the 5 species, for every pair A and B, A appears either before B or after B, with equal likelihood. Thus, exactly half of all permutations satisfy the condition that A comes before B.
So, the number of valid sequences is:
\frac{5!}{2} = \frac{120}{2} = 60

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