Leaven claims that the problem of finding factors or primes is astronomical. This is ridiculous. It is very easy to determine if a 3-digit number is prime. The largest factor you have to check is 31, and 2, 3, 5, 7 and 11 are all very easy to check, leaving only 6 factors to check. In addition, powers of primes for 3-digit numbers are MUCH easier to check: there are only 11 primes that have squares, only 4 that have cubes, and higher than this there are only powers of 2 and 3, and those are trivial. In short, the calculations should be simple. Not astronomical.
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05/03/2025 alle ore 09:34
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