9843019

Properties

Appears in sequences

• Smallest starting prime for n consecutive primes in arithmetic progression.at n=4A006560
• Initial prime in set of (at least) 4 consecutive primes in arithmetic progression with difference 30.at n=19A052243
• 5 consecutive primes differ by a multiple of 2n starting at a(n).at n=14A054702
• Initial primes of sets of 5 consecutive primes in arithmetic progression.at n=0A059044
• Array read by antidiagonals, n >= 2, m >= 0: T(n,m) is the smallest prime p = prime(k) such that all n-th differences of (prime(k), ..., prime(k+n+m)) are zero.at n=3A349644
• Prime numbersat n=654926