ππThereβs always a bigger number, therefore all numbers are small
so we got the heap paradox
if i have 1 grain of sand, it's not a heap
if i add 1 grain, it's still not a heap
and 1 more, still not a heap...
so when is it a heap?
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This proof holds true for big numbers.
Therefore, proven by contradiction, there are neither small, nor big numbers.
Thus, all numbers, and math by extension, are an illusion.
Therefore math is invented, not discovered.
Source:
https://www.facebook.com/photo/?fbid=1226879166292133