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We knew n!=n(n-1)! Hence 1!=1(1-1)! 1!=0! But m!=n! implies m=n So, 1!=0! implies 1=0 How to resolve such paradox?
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There are infinity prime numbers. If infinity itself is not a prime. there would be only finite primes! In order to solve many mathematical paradoxes, infinity should be taken both even and odd...
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