If we reduce the numbers range from ]-inf;inf[ to [-10;10] I'd say 12.
I've been thinking about this much more than I probably should.. I can see many ways how one could map ]-inf;inf[ to ]-10;10[. But how would one map it to [-10;10]?
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I'd simply map it via ((Value - OldRangeMin) / (OldRangeMax - OldRangeMin)) * (NewRangeMax - NewRangeMin) + NewRangeMin With the standard problems that come with infinity. What would the mathemagicians approach be? First assuming actual boundaries of inf? ^^
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I don't see how any expression of this form would ever map ]-inf;inf[ to [-10;10]. Everything that looks like this would always map either ]-inf;inf[ to ]-10;10[, or [-inf;inf] to [-10;10], but never ]-inf;inf[ to [-10;10].
End of conversation
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