# Find one algorithm that works nicely in all cases, so we don't have
# to maintain a piece of code which uses two different schemes.
And what if there isn't a single algorithm that fits all the needs?
Not every question has an answer.
G'day!
-- n i c h o l a s j l e o n
/ elegance through simplicity /
/ good fortune through truth / http://mrnick.binary9.net
/ simplicity is elegant / mailto:nicholas@binary9.net
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