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Objection@lemmy.ml ⁨1⁩ ⁨week⁩ ago

The example used to illustrate the No True Scotsman fallacy in no way means that it only covers similarly minor things. That’s not how logic works, you’ve completely missed the point.

The claim “No Scotsman puts sugar on his porridge,” is falsifiable, because we can first determine whether someone is a Scotsman and then check if they put sugar on their porridge or not. But if it’s, “No true Scotsman puts sugar on his porridge,” where a true Scotsman is defined as someone who would never put sugar on their porridge, then it’s a truism, it’s just saying, “People who don’t put sugar on their porridge don’t put sugar on their porridge (also, this has something to do with Scotsmen for some reason).” It’s not predictive and it’s not falsifiable, and it’s just as true for any other group of people defined the same way.

Likewise, if you’re saying “No true Christian would ever commit mass murder,” then it’s a meaningless claim because you’re defining a “true Christian” as someone who would never commit mass murder. So really the claim is, “People who don’t commit mass murder don’t commit mass murder (also, this has something to do with Christians for some reason).” If I define a true Buddhist or a true Muslim or a true Communist or a true Liberal or a true man or whatever else as being someone of that group who doesn’t commit mass murder, then it’s just as true of any of those groups as it is of Christianity. The claim that “true Christians” or “bible-believing Christians” don’t commit mass murder is a meaningless truism, it’s not predictive and it’s not falsifiable, even if someone you think is a true, bible-believing Christian and has every appearance of being so goes off and commits mass murder, you only conclude that you were wrong about the person being a true Christian. And that would be equally true of any other group or ideology you apply the standard to.

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