Six consecutive integers with increasing values of sigma start at these numbers; i.e., sigma(x) < sigma(x+1) < ... < sigma(x+5).

A028965

Six consecutive integers with increasing values of sigma start at these numbers; i.e., sigma(x) < sigma(x+1) < ... < sigma(x+5).

Terms

    a(0) =36721681a(1) =69514441a(2) =96375121a(3) =151676521a(4) =165370201a(5) =230678521a(6) =240103321a(7) =245370121a(8) =339063721a(9) =343388041a(10) =347425921a(11) =351676321a(12) =357081721a(13) =455460001a(14) =461586121a(15) =500865361a(16) =630955321a(17) =774378601a(18) =863747881a(19) =979521721a(20) =1019063041a(21) =1043567521a(22) =1075999921

External references