Although the first humans came to Australia 56,000 years ago and undoubtedly brought new diseases with them, human-borne diseases probably did not cause the mass extinction of large land animals and birds that took place over the following 10,000 years.
Evidence
More than 55 different species went extinct 10,000 years ago, and no single disease could be fatal to animals across that many different species.
Conclusion
Human-borne diseases probably did not cause the mass extinction of large land animals and birds 10,000 years ago.
Evaluate
There's no conditional logic or quantifiers in there, so this probably isn't a great contender for symbolizing / turning into algebra.
Instead, we should probably just figure out how we would object to this argument.
Given That no single disease could take out 55 completely different species,
How Could We Still Say That human diseases did probably cause those extinctions?
What if there were more than one disease? What if a dozen or so different human-borne diseases collectively took out those 55 species?
What is the abstract form of that objection? We can help ourselves here by reminding ourselves whenever we're doing Parallel Flaw that they love to test some of the Famous Flaws: - Necessary vs. Sufficient - Part vs. Whole - Unproven vs. Proven False - Correlation vs. Causality - Ad Hominem - Sampling
This is Part vs. Whole, since the premise and the conclusion are repeating the same trait: PREMISE any single disease could not kill those 55 CONCLUSION human diseases did not kill those 55
Goal
Let's look for an answer that says