Smallest prime q such that, starting with q, there are prime(n)-1 consecutive primes = {1..prime(n)-1} modulo prime(n).
A206333
Smallest prime q such that, starting with q, there are prime(n)-1 consecutive primes = {1..prime(n)-1} modulo prime(n).
Terms
- a(0) =3a(1) =7a(2) =251a(3) =61223a(4) =23700022897
External references
- oeis: A206333