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%I #1 Feb 19 2004 03:00:00
%S 1,1,7,1,5,29,1,13,101,601,1,4,13,49,319,1,19,223,2041,16087,116929,1,
%T 11,151,407,3781,16069,130757,1,25,131,1627,17443,56809,526961,
%U 4778489,1,7,62,436,1061,2936,30683,155683,1561933
%N Triangle read by rows: T(n,k) = numerator of P(n, k) = 1 - n!/(n^k*(n-k)!).
%C Triangle of numbers P(n,k) begins:
%C .............................1/2
%C ......................1/3...........7/9
%C ...............1/4...........5/8............29/32
%C .........1/5.........13/25.........101/125..........601/625
%C ...1/6.........4/9..........13/18...........49/54...............319/324
%e a(8) = 13 because 13 is numerator of 13/25 = P(3,5) = T(
%e a(15) = 319 because 319 is numerator of 319/324 = P(6,6)
%Y Cf. A089206, A088141.
%K frac,nonn,tabl
%O 1,3
%A Artemario Tadeu Medeiros da Silva (artemario(AT)uol.com.br), Dec 09 2003
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