[seqfan] Re: Number of partitions of an n X n square

[Neil Sloane]

Paolo, Thanks for noticing that duplication. I have merged the two entries.
(Even with a quite small entry like this, this is not so easy to do,
especially when there are a- or b-files on the server that need to be
renamed.
I declared A140108 to be dead, but I did not delete it, since it has been
in the OEIS for many years.)
Neil


On Fri, Apr 12, 2013 at 3:22 AM, Paolo Lava <paoloplava at gmail.com> wrote:

> Hello Seqfans,
>
> I was thinking about partitions of an n X n square and I stumbled upon
> A034295 and A140108.
>
> They are the same sequence (A140108 has 4 terms more than the A034295 that
> is the oldest)
>
> Paolo
>
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