10^0.043429 ~= e^0.1
10^0.0043429 ~= e^0.01
10^0.00043429 ~= e^0.001
So that gives some insight into the algorithm that is being used
10^0.0043429 ~= e^0.01
10^0.00043429 ~= e^0.001
So that gives some insight into the algorithm that is being used
base exponent (6 digits)
10 0.043429
11 0.041703
12 0.040243
2 0.144271
3 0.091024
4 0.072135
1000 0.014476
(the calculated exponent for two is actually 0.144270, but since it ends in zero the first failure occurs at 0.144271)