Fish with teeth specialized for scraping algae occur in both Flower Lake and Blue Lake.
Conclusion (thus)
The algae-scraping specialization evolved more than once.
Evidence
There are fish with an algae-scraping specialization in both Flower Lake and Blue Lake.
If they are closely related, then the algae-scraping specialization evolved only once.
But genetic tests show that they're not closely related.
Evaluate
Whenever we're doing Flaw and we come across a Conditional premise (in this case, signified by If), we know to be on red alert for the #1 Famous Flaw, confusing Necessary with Sufficient.
This flaw is when the author presents a conditional premise, like "If X, then Y" and then either argues via an illegal reversal (Pam is Y. Thus Pam is X) or via an illegal negation (Pam is not X. Thus Pam is not Y).
This was our conditional premise:
the two fish are → , algae-scraping closely related evolved only once
An illegal reversal would sound like,
An illegal negation would sound like, .
That second argument, the illegal negation, is exactly what this author did. She established the two fish are not closely related (the trigger isn't true) and then concluded from that that algae-scraping evolved more than once (the outcome isn't true).
Goal
Since this is such a famous flaw, we'd head to the answers hoping to find the classic Necessary vs. Sufficient answer choice.
Sometimes they give us a more conversational objection to these arguments, rather than naming their formal error, which would sound like
But we only worry about that if we have to.