来自在线整数百科全书的问候语!搜索:ID:A324318,其中1A-1为1A-1,A3243180S,A324318 0,0,2,566367075,8035193,353500,86361447,n,A324318,在A324315(无平方整数M>1,如果素数P除以M,然后M的p位数至少为P)小于10 ^ N·C %A324318,无平方整数小于10 ^ n的数为0, 6, 61,608, 6083, 60794,607926, 6079291, 60792694,607927124,…http://oei.org/i(见A0534 62).{%A324318 Bernd C. Kellner和Jonathan Sondow,幂和分母,阿梅尔。数学月,124(2017),695-709。DOI:104169/A.M.th.L.124.8695,阿西夫:一千七百零五点零三八五七%H A324318 Bernd C. Kellner和Jonathan Sondow,关于CalMekes和多边形数、伯努利多项式和Base-P数字的和, arXiv:1902.10672 [math.NT] 2019. %e A324318 There are two terms of A324315 less than 10^3, namely, 231 and 561, so a(3) = 2. %Y A324318 Cf. A053462, A324315, A324316, A324317, A324319, A324320, A324369, A324370, A324371, A324404, A324405. %K A324318 nonn,base,more %O A324318 1,3 %A A324318 _Bernd C. Kellner_ and _Jonathan Sondow_, Feb 23 2019 # Content is available under The OEIS End-User License Agreement: http://oeis.org/LICENSE