# Problem 571: Super Pandigital Numbers
A positive number is pandigital in base b if it contains all digits from
0 to b - 1 at least once when written in base b. A n-super-pandigital
number is a number that is simultaneously pandigital in all bases from 2
to n inclusively. For example
978 = 11110100102 = 11000203 = 331024 = 124035 is the smallest
5-super-pandigital number. Similarly, 1093265784 is the smallest
10-super-pandigital number. The sum of the 10 smallest
10-super-pandigital numbers is 20319792309. What is the sum of the 10
smallest 12-super-pandigital numbers?