The smallest start of a run of exactly n consecutive positive integers for which the number of exponential divisors of their factorials is strictly decreasing.
A388846
The smallest start of a run of exactly n consecutive positive integers for which the number of exponential divisors of their factorials is strictly decreasing.
Terms
- a(0) =1a(1) =7a(2) =20a(3) =79a(4) =131a(5) =1040a(6) =960a(7) =1386a(8) =11451a(9) =58924a(10) =112559a(11) =169458a(12) =767186a(13) =287358a(14) =8914348a(15) =1700634a(16) =8164372a(17) =176195964a(18) =71280725a(19) =150479502
External references
- oeis: A388846