a(n) is the least positive k such that for each of the first 2*n primes p, at least one of the n consecutive integers k to k + n - 1 is divisible by p.
A364530
a(n) is the least positive k such that for each of the first 2*n primes p, at least one of the n consecutive integers k to k + n - 1 is divisible by p.
Terms
- a(0) =6a(1) =14a(2) =154a(3) =1273a(4) =986a(5) =60605a(6) =138411a(7) =587074a(8) =11682411a(9) =53882397a(10) =1419040497a(11) =10970441168a(12) =162901726271a(13) =162901726270
External references
- oeis: A364530