All historians are able to spot trends.
Conclusion (Thus)
Anyone who can distinguish the significant from the insignificant is a historian.
Evidence
All historians are able to spot trends.
Anyone able to spot trends is able to distinguish the significant from the insignificant.
Evaluate
When the arguments we read on Parallel or Parallel Flaw have conditional logic and repeating symbols (able to spot trends and historian and distinguishing significance all show up twice), then it lends itself well to writing an algebraic recipe for how the argument works.
All H's can spot trends. X → Y All trend-spotters can distinguish. Y → Z So, all distinguishers are H's. Z → X
It looks like the conclusion is flawed by trying to reverse the chain of logic created by the two premises.
The two premises link up, X → Y → Z
able to able to Historian → spot trends → distinguish sig vs. insig
So a valid conclusion would be saying,
able to Historian → distinguish sig vs. insig
But this conclusion is doing the reverse, saying that if you're the right side then you're the left side.
Goal
Let's look for this pattern. There should be two conditional premises that chain together. And then the conclusion should be concluding a conditional that is an illegal reversal of the endpoints of the chain.
prem 1: X → Y (X → Y → Z) prem 2: Y → Z
conc: Z → X