Today's observation: "base 10" is meaningless in the idea of distinguishing bases. No matter what base (>=2) that I'm in, "base 10" refers to that base!
Then say "base ten". "Ten" represents a strict quantity since it's in English. "10" is the numeric representation of "ten" in decimal. It's also the numeric representation of "two" in binary.
"10" is the numeric representation of "ten" in decimal. It's also the numeric representation of "two" in binary.
I think that was the point--"10" is also 16 in Hex, and 8 in Octal. This carries over to all bases. If I made up base 36, where the first 10 digits were the numbers, and this was followed by the 26 letters of the alphabet, number 36 would be represented by "10".
I'm fully aware. If Mike is complaining that the nomenclature of "10" is ambiguous, I'm offering a non-ambiguous alternative, and reasonings as to why it is non-ambiguous.
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I think that was the point--"10" is also 16 in Hex, and 8 in Octal. This carries over to all bases. If I made up base 36, where the first 10 digits were the numbers, and this was followed by the 26 letters of the alphabet, number 36 would be represented by "10".
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Yeesh.
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