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GIMPS has discovered a new largest known prime number: 2^{82589933}1 (24,862,048 digits) The smaller of the only two fivedigit palindromic primes formed from two primes (17 and 971), one of which is the sum of the digits of the other. [Silva] The smallest palindromic prime that splits up in two ways into both reversals of two emirps: (17, 971) ; (179, 71). [Beedassy] The 17971st and 17972nd triangular numbers are the first consecutive pair of triangular number to have at least 1000 prime numbers between them (1010). [Gaydos] A palindromic prime whose periodic final digits of the sequence are centered hexagonal numbers. [Green] A palindromic prime p such that sod(p)^nod(p) + sigma(p)^d(p) is prime. Note that nod = number of digits. [Sariyar]
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