Gecko lizards are found in any environment where there is an abundant population of gnats.
Conclusion (consequently)
The climate here must not be wet.
Intermediate Conclusion (must)
There aren't lots of gnats here.
Evidence (because)
There are no geckos here.
Anywhere you find lots of gnats, you'll find Geckos. Lots of gnats → Geckos
Gnats can survive only in wet climates. Gnats → wet climate
Evaluate
We're doing a Flaw question, and we see conditional logic indicators (any, only). What should we be thinking? We should deeply suspect that this is going to commit the #1 Famous Flaw, Necessary vs. Sufficient, which just means that the author presents a conditional logic premise and then botches using it by making an illegal reversal or negation.
The author draws two conclusions, so we should look at each one.
The first (intermediate) conclusion is that there must not be abundant gnats. Why? Because there are no geckos, and geckos are found in every environment with abundant gnats.
~Geckos → ~Lots of Gnats Here = ~Geckos Thus, Here = ~Lots of Gnats
This mini-argument seems airtight. It just applies a fact (no geckos) that triggers the contrapositive of the conditional in the first sentence (lots of gnats → geckos).
Okay the main conclusion was that the climate is not wet.
We were told that gnats survive only in a wet climate. Only / only if are necessary indicators (the only is sufficient), so the idea of "wet climate" goes on the right of the arrow.
Gnats → Wet climate ~Wet climate → ~Gnats
The author's move from the 2nd to last claim to the final claim is, But that move looks like this:
~Gnats → ~Wet climate
That's not what the rule said. It said "if yes gnats, then yes wet climate", but the author is trying to argue "if no gnats, then no wet climate". That's an illegal negation.
Goal
Look for an answer describing the author's Necessary vs. Sufficient error when it comes to the 2nd conditional (the gnats / wet climate one).
Or look for an answer making the conversational objection of, .