WholePowers​(AngouriMath.​Entity)

(e^(-1/x) - 1)^12 and (e^(-1/x) - 1)^24 have the same nodes, and a chain whose divisor is
a reciprocal power, x^n / (1 / g^k), doubles k at every step, since the derivative of
1/g^k is over g^(2k): the limit of (-ln(2)/ln(x))^(e^x - 1) at 0 from the right
went 6, 12, 24, ... and did not finish in ten minutes, the inner limits expanding the powers. A
derivative lowers the degrees of a chain that is getting somewhere; so the same room as for the
nodes, the larger of eight more and three fifths again.