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... action of the proposition itself, but the fact that its existence was completely counter-intuitive.
Simply put, let three numbers be a, b, and c, where c=a+b. If these three numbers were relatively prime, then to multiply the prime factors of these three numbers to get d. It seemed like d would obviously be larger than c.
For example, let a=2, b=7, c=a+b=9, d=2×7×3=42, d was obviously much larger than c.
However, this was completely contrary to people’s intuition.
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