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Redmond-Sun conjecture
In mathematics, the Redmond-Sun conjecture (raised by Stephen Redmond and Zhi-Wei Sun in 2006) states that an interval [x^m,y^n] with x,y,m,nin{2,3,ldots} contains primes with only finitely many exceptions. Namely, those exceptional intervals [x^m,y^n] are as follows:
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