Talk:Erdős-Nicolas numbers
Is there a special structure for those numbers
prime decomposition of Erdős-Nicolas numbers OEIS:A194472 - Erdős–Nicolas numbers
Sum 1..n:Div_Cnt: n : Pots
6 8 : 24 :2^3*3
31 36 : 2016 :2^5*3^2*7
43 48 : 8190 :2*3^2*5*7*13
66 72 : 42336 :2^5*3^3*7^2
66 72 : 45864 :2^3*3^2*7^2*13
68 72 : 392448 :2^8*3*7*73
113 120 : 714240 :2^9*3^2*5*31
115 120 : 1571328 :2^9*3^2*11*31
280 288 : 61900800 :2^11*3*5^2*13*31
142 144 : 91963648 :2^8*7*19*37*73
258 264 : 211891200 :2^10*3*5^2*31*89
426 432 : 1931236608 :2^8*3*7^2*19*37*73
329 336 : 2013143040 :2^13*3^2*5*43*127
331 336 : 4428914688 :2^13*3^2*11*43*127
238 240 : 10200236032 :2^14*7*19*31*151
714 720 : 214204956672 :2^14*3*7^2*19*31*151
2670 2688 : 104828758917120 :2^20*3^3*5*7^3*17*127
4591 4608 : 916858574438400 :2^15*3^3*5^2*11^2*31*43*257
4591 4608 : 967609154764800 :2^15*3^3*5^2*17^2*19*31*257
4312 4320 : 93076753068441600 :2^14*3*5^2*19*31^2*83*151*331
4024 4032 : 215131015678525440 :2^20*3*5*13^2*31*61*127*337
11509 11520 : 1371332329173024768 :2^17*3^4*11^3*19*31*37*61*73