12541132800
domain: N
Appears in sequences
- Compositorial numbers: product of first n composite numbers.at n=10A036691
- n! divided by its squarefree kernel.at n=18A049614
- n! divided by its squarefree kernel.at n=19A049614
- Prime factorials divided by their corresponding primorials.at n=7A092435
- A049614(n)/A131685(n).at n=17A131978
- A049614(n)/A131685(n).at n=18A131978
- Integral quotients of products of first k consecutive composites divided by their sums: products (dividends).at n=3A141090
- a(n) = product of numbers k <= n such that not all proper divisors of k are divisors of n.at n=18A158978
- a(n) = n! / Product_{p prime < n}.at n=18A300902
- a(n) = n!/d where d is the maximum divisor of n! with equal prime exponents.at n=19A336619