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Worth doesn't have to be absolute nor quantifiable. To use a mathematics analogy, you can have an ordered set without addition and subtraction, and it could eve
by Nav_Panel 7y ago
Worth doesn't have to be absolute nor quantifiable. To use a mathematics analogy, you can have an ordered set without addition and subtraction, and it could even be roughly ordered so you can't tell the difference between two adjacent elements.
- bluGill 7y agoWorth doesn't even have to be one measure. In math you can have two different ordering functions which give different results on the same input.