Comments by "Zach B" (@zachb1706) on "Math's Fundamental Flaw" video.

  1. Infinity is not a number, you can however measure it’s relative size - just not in the normal way we’d measure size.
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  2.  @We-Do-NOT-Consent-303  cardinality allows us to distinguish between infinite sets of different sizes.
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  3. That’s the point. You can’t list an uncountably infinite set of numbers. The word “uncountable” is stupid, there’s no way to “count” an infinite set of numbers. Howsoever you can in a sense list them, or at least write a set of rules that will list them. For uncountably infinite numbers, no such list can be made.
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  4. The physical universe is far more complicated than we know. We can only approximate the truth
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