Discriminant of the pure cubic field Q(m^(1/3)), where m = A004709(n) is the n-th cubefree number.

Terms

a(0) =1a(1) =-108a(2) =-243a(3) =-108a(4) =-675a(5) =-972a(6) =-1323a(7) =-243a(8) =-300a(9) =-3267a(10) =-972a(11) =-4563a(12) =-5292a(13) =-6075a(14) =-867a(15) =-972a(16) =-1083a(17) =-2700a(18) =-11907a(19) =-13068a(20) =-14283a(21) =-675a(22) =-2028a(23) =-588a(24) =-22707a(25) =-24300a(26) =-25947a(27) =-29403a(28) =-31212a(29) =-3675