245333213

Properties

Appears in sequences

• Primes and gaps for the first 11 decreasing consecutive gaps.at n=2A033626
• First primes followed by sequences of exactly n monotonic decreasing prime gaps.at n=9A158940
• First term of the earliest sequence of n consecutive strong primes.at n=8A235874
• a(n) = smallest prime p(k) such that the gaps between the primes p(k), p(k+1), p(k+2), ..., p(k+n) are 2n, 2n-2, ... 6, 4, 2.at n=9A263049
• Smallest prime such that the next n prime gaps are in arithmetic progression.at n=9A349642
• Smallest prime such that the next n prime gaps are in arithmetic progression.at n=10A349642
• Prime numbersat n=13437901