User:Ahxq2016

Largely composite number is a number n that divisors number has not less than any divisors number of m which n∈{m∈Z
 * 0＜m≤n}.

Examples
The initial or smallest 5 largely composite numbers are listed in the table below (sequence A067128 in the OEIS). The number of divisors is given in the column labeled d(n). {| class="wikitable" style="text-align:left" ! Order ! LCN n ! prime factorization ! prime exponents ! number of prime factors ! d(n)
 * 1
 * 1
 * 0
 * 1
 * 2
 * 2
 * $$2$$
 * 1
 * 1
 * 2
 * 3
 * 3
 * $$3$$
 * 0,1
 * 1
 * 2
 * 4
 * 4
 * $$2^2$$
 * 2
 * 2
 * 3
 * 5
 * 6
 * $$2\cdot 3$$
 * 1,1
 * 2
 * 4
 * 5
 * 6
 * $$2\cdot 3$$
 * 1,1
 * 2
 * 4
 * 4