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slippery_slope
The slippery slope fallacy claims that a relatively small first step will inevitably lead to a chain of related events culminating in a significant, usually negative, outcome. The argument fails because it assumes each step in the chain is inevitable without demonstrating the causal links. While some slippery slopes are legitimate causal arguments, the fallacy occurs when the intermediate steps are unsupported.
"If we allow students to redo one test, soon they'll demand to redo every assignment, then they'll expect to pass without doing any work at all, and eventually diplomas will become meaningless."
If the government mandates warning labels on sugary drinks, next they'll ban soda entirely, then they'll control everything we eat, and before long we'll be living in a totalitarian state where the government dictates every meal.
If we let employees work from home on Fridays, they'll want to work remotely full-time, then they'll stop collaborating altogether, and eventually the entire company culture will collapse.
A ⇒ B ⇒ C ⇒ ... ⇒ Z (unjustified chain)
Binary (yes/no) questions an LLM must answer to identify this aspect:
Does the argument claim a chain of consequences from an initial action?
Type: binaryIs the chain of consequences presented without sufficient justification for each link?
Type: binaryIs the final predicted outcome extreme or catastrophic?
Type: binaryThe slippery slope fallacy claims that a relatively small first step will inevitably lead to a chain of related events culminating in a significant, usually negative, outcome. The argument fails because it assumes each step in the chain is inevitable without demonstrating the causal links. While some slippery slopes are legitimate causal arguments, the fallacy occurs when the intermediate steps are unsupported.
Fear of worst-case scenarios is a powerful motivator, and the narrative structure of a chain of events feels intuitively plausible even when each link is improbable.
Demand evidence for each link in the chain. Calculate the cumulative probability -- if each step has only a 30% chance, the whole chain is extremely unlikely.
Dominant in policy debates about regulation, drug legalization, censorship, and civil liberties. Also common in parenting ('if I let you stay up late once...').
Use these tools to detect, analyze, or train this aspect.