Review: A060277

[David Wilson]

----- Original Message -----
From: "Don Reble" <djr at nk.ca>
To: "Number Sequence Mailing List" <seqfan at ext.jussieu.fr>
Sent: Thursday, May 30, 2002 8:33 PM
Subject: Re: Review: A060277


> > %N A060277 Number of m for which a+b+c = n; abc = m has two distinct
> > solutions (a,b,c) with 1<=a<=b<=c.
>
>     Agreed, but write "has at least two distinct". (Because
>     39=4+5+20=5+10+24=6+8+25, and 1200=4*5*20=5*10*24=6*8*25;
>     and that is one of the nine solutions for a(39).)
> --
> Don Reble       djr at nk.ca

I agree.  Change to

%N A060277 Number of m for which a+b+c = n; abc = m has at least two
distinct solutions (a,b,c) with 1<=a<=b<=c.