8332512563
This number is a prime.
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The smallest Honaker prime that equals p^3 + q^2 + r where
p, q, r are three consecutive primes {2027, 2029, 2039}. [Bajpai]
Submitted: 2019-10-08 00:46:49; Last Modified: 2019-10-08 01:01:21.
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