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[ July 16, 2001 ]
A Pandigital Programming Challenge
based on Amarnath Murthy's (email) sequence A061604.

A pandigital number is a number containing all ten digits from 0 to 9.
For the sake of this topic we allow multiplicity of the digits.
Amarnath Murthy submitted integer sequence A061604 to Sloane's
database in May 2001, displaying the smallest pandigital multiples of n.

multiplicand nmultiplier mpandigital n*m
110234567891023456789
25117283991023456798
33411522631023456789
42558644741023457896
52046935791023467895
61705761331023456798
71462081141023456798
81279322371023457896
91137174211023456789
101234567891234567890
11etc.etc.

As you can see all the pandigitals in the right column are ten (10) digits
long for these first few values of n. What I like to ask you now is to find
the smallest set (n,m) so that n*m is a pandigital number of at least
eleven (11) digits.
I hope you enjoy this programming challenge !

A000110 Prime Curios! Prime Puzzle
Wikipedia 110 Le nombre 110
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