5 Mar
2012
5 Mar
'12
5:40 a.m.
Yes, I did. I viewed these sequences as permutations of 0..(b-1) instead of as b-digit numbers. Victor On Mon, Mar 5, 2012 at 4:21 AM, Gareth McCaughan <gareth.mccaughan@pobox.com> wrote:
On Monday 05 March 2012 05:23:17 Hans Havermann wrote:
Victor Miller:
I wrote a backtracking program to calculate the number of such sequences for base b=2 through 13. Here are the numbers 2,6,14,20,27,68,41,29,58,20,0,18.
I believe that you may have included in your count numbers that begin with a zero.
Quite right, too. Don't you think that's more natural?
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