In the hyper moser notation, The \(M\) is the Hyper moser symbol needed to perform this notation, to make it into to using this notation, which means the the M is the hyper moser.
And the \(n\) in the M(n,m) indicates the number in the shape.
And the \(m\) in the M(n,m) indicates the shape that are 2+m, because the M(n,1) is n in the triangle, with 3 sides. so M(n,0) is 2 sides. So, we have to plus 2 if we want to use the fomula. if the m is 1, then is 2+1 sides = 3 sides, then n in the shape of the triangle. Then the m=2 is n in the square. and etc.
\(a\)\(l\)\(t\) 04:55, March 31, 2013 (UTC)
I will no longer watch this page. \(a\)\(l\)\(t\) 11:15, April 6, 2013 (UTC)
- Thanks! Moser is M(2,Mega-2) indicates the number 2 in the M(2,2)-gon. So mega indicates the number 2 in the square. AarexTiao 20:35, February 13, 2014 (UTC)
It's ill-defined[]
There's no rule applicable to M(2,0,2,0,2) Ham numbers (talk) 01:43, 17 November 2023 (UTC)