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Public  05/23/16  10xp  Math  100.0% 
A number for which every pair of consecutive digits has a difference of one is called a step number. For example 234321 is a step number. A pandigital number in a base B contains every digit from 0 to B1 at least once. Let F(B,ND) denote the number of pandigital step numbers in base B with ND or less digits. You are given: F(7, 100) % 10^{20} = 1717291099033442979 F(10, 1000) % 10^{20} = 45956531342004698861 What is F(19, 1919^{19}) % 10^{20} ? [My timing: <10s]
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