If there is an election, you can either vote or not.
Conclusion (so)
Following an election, either you will have the satisfaction of knowing you influenced an election's results, or you will have no right to complain about them.
Election → Have Satisfaction or No Right to Complain
Evidence
Election → Vote or ~Vote
Vote → Have Satisfaction
~Vote → No Right to Complain
Evaluate
There is a lot of conditional logic and copycat language, so this would work nicely for diagramming the structure. But it's also pretty fair to conversationalize: .
It's a valid argument since we're forced to walk through one of the two doors in the binary of vote or not vote, and there are rules telling us what consequence we definitely face in either case, so we're definitely going to arrive at one or the other consequence.
Goal
The structural recipe looks something like P: A → B or ~B P: B → Y P: ~B → Z C: A → Y or Z
I'd start by making sure we have a binary (like vote or not-vote) and then we have a rule for each of those two options.