Smallest number which can be decomposed into exactly n sums of three distinct positive cubes, but cannot be decomposed into more than one such sum containing the same cube.
A347362
Smallest number which can be decomposed into exactly n sums of three distinct positive cubes, but cannot be decomposed into more than one such sum containing the same cube.
Terms
- a(0) =36a(1) =1009a(2) =12384a(3) =82278a(4) =746992a(5) =5401404a(6) =15685704a(7) =26936064a(8) =137763072a(9) =251066304a(10) =857520000a(11) =618817536a(12) =3032856000a(13) =2050677000a(14) =6100691904a(15) =36013192704a(16) =16405416000a(17) =96569712000a(18) =48805535232a(19) =131243328000a(20) =611996202000a(21) =201153672000
External references
- oeis: A347362