a(n) = 3*p^5+12*p^4+44*p^3+170*p^2+707*p+2455 +(4*p^2+44*p+291)*gcd(p-1,3) +(p^2+19*p+135)*gcd(p-1,4) +(3*p+31)*gcd(p-1,5) +4*gcd(p-1,7) +5*gcd(p-1,8) +gcd(p-1,9), where p = prime(n).
A270866
a(n) = 3*p^5+12*p^4+44*p^3+170*p^2+707*p+2455 +(4*p^2+44*p+291)*gcd(p-1,3) +(p^2+19*p+135)*gcd(p-1,4) +(3*p+31)*gcd(p-1,5) +4*gcd(p-1,7) +5*gcd(p-1,8) +gcd(p-1,9), where p = prime(n).
Terms
- a(0) =5808a(1) =9911a(2) =34317a(3) =113147a(4) =750735a(5) =1600573a(6) =5546909a(7) =9380741a(8) =23316851a(9) =71271069a(10) =98488755a(11) =233043067a(12) =384847485a(13) =485930975a(14) =751588475a(15) =1356370173a(16) =2299880351a(17) =2710679045a(18) =4306310927a(19) =5734323819a(20) =6578172579a(21) =9721485395a(22) =12413061671a(23) =17537591045a(24) =26866372821
External references
- oeis: A270866