Student: If a person has an immunity to infection by a microorganism, then that microorganism does not cause them to develop harmful symptoms.
Conclusion (it follows that)
Many people have an immunity to infection by staphylococcus.
Evidence (since)
If you have immunity → then don't develop to infection by X harmful symptoms
Many people don't develop harmful symptoms from staphylococcus.
Evaluate
Whenever we're doing Flaw or Parallel Flaw and we see Conditional Logic, we suspect that we're about to see the #1 famous flaw of them all -- Necessary vs. Sufficient, which just means that the author presents a conditional rule in the evidence and then applies that rule in an illegal backwards or opposite fashion.
EXAMPLE If you go to Harvard Law, you'll be a good lawyer. Tanya is a good lawyer. Thus, Tanya attended Harvard Law.
This argument gave us a conditional in the first sentence, then gave us a premise saying that many people are the Right Side of that conditional rule. Then it concluded that many people are the Left Side of that rule.
Goal
So we need two premises, one a conditional logic rule and one a factual claim about the outcome of the rule. The conclusion then should be a factual claim about the trigger of the rule.
Premise 1: A → B Premise 2: Thing X is B. Conclusion: Thing X is A.