1,1
Prime gaps associated with A053302.
a(17) is probably 1220 and a(19) is probably 1296. - Robert G. Wilson v, Mar 16 2004
Table of n, a(n) for n=1..16.
Thomas R. Nicely, First occurrence prime gaps
Eric Weisstein's World of Mathematics, Prime Gaps
a(1) = 4 from 7 to 11. a(2) = 8 from 89 to 97. a(3) = 20 from 887 to 907.
a(5)=72 because the 5-digit prime 31397 begins a gap of 72.
p_k's are in A053302. Cf. A005250, A002386. Essentially the same as A038460.
Sequence in context: A034733 A152233 A301896 * A097164 A133628 A280486
Adjacent sequences: A053300 A053301 A053302 * A053304 A053305 A053306
nonn
Enoch Haga, Mar 05 2000
a(16) from Eric W. Weisstein, Mar 05 2004
approved
