

A071787


Continued exponent expansion of the power series 1/(1x); odd terms being numerators and even terms being denominators of the rational terms of the expansion: 1/(1x) = e^[(a(1)/a(2))*x*e^[(a(3)/a(4))*x*e^[(a(5)/a(6))*x*e^[...]]]].


1



1, 1, 1, 2, 5, 12, 47, 120, 12917, 33840, 329458703, 874222560, 4526064144016687091, 12096849691539466560, 4339254722819592663241773932837977109
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