Canright's subdivision to SP Steps

David Canright's technique for subdividing intervals into what superparticular
step-sizes do exist as factors of that interval ratio (a brief excerpt is quoted
below):

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http://members.telocity.com/~acanright/super/index.htm
[http://members.telocity.com/~acanright/super/index.htm]

appears to be similar to Pierre Lamothe'stechnique for subdividing a
superparticular ratio into its (superparticular rational factors), but is
generalized for the case of a "non-superparticular" starting ratio (or
interval), as well as being "iterative". Further operational "algorithmic" clues
are at:

http://members.telocity.com/~acanright/super/app.htm
[http://members.telocity.com/~acanright/super/app.htm]

Gratefully, J Gill