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Topic	Largest quantifiable number?
Trickfinger 12/26/19 9:30:47 PM #8:	DevsBro posted... Suppose there is a largest quantifier number. In the same way that " the number of degrees on a circle" defines 360, "the largest quantifiable number" would then define this number. In which case you can quantify a greater number by saying "the largest quantifiable number plus one." Therefore, does not exist. except no, because you can just stop there without going further --- I survived reading guys like you <cite>Trickfinger posted [p:932096938] in Largest qu... [t:78284664]...</cite> <quote>DevsBro posted... </cite> <quote>Suppose there is a largest quantifier number. In the same way that " the number of degrees on a circle" defines 360, "the largest quantifiable number" would then define this number. In which case you can quantify a greater number by saying "the largest quantifiable number plus one." Therefore, does not exist.</quote>except no, because you can just stop there without going further --- I survived reading guys like you</quote> ... Copied to Clipboard!
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