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Adopting the binary numeral system for everyday use in the future?


szputnyik

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Is it my cultural inertia speaking when I say I need words and not individual letters?

I will admit that people can think in binary, but I feel it would slow things down since the data is so not-compressed.

The idea of a rocket is one object in my mind. Not 6 letters that I later derive to be a rocket. You say rocket, I picture cylinder. It would be unwieldy to s-a-y-[space]-r-o-c-k-e-t.

The human mind can learn more than 2 symbols. Why would you restrict it to 2?

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People can think in binary. Link

Your link proves my point more than it does yours. "They find that the former Mangarevans combined base-10 representation with a binary system. They had number words for 1 to 10, and then for 10 multiplied by several powers of 2. The word takau (which Bender and Beller denote as K) means 10; paua (P) means 20; tataua (T) is 40; and varu (V) stands for 80. In this notation, for example, 70 is TPK and 57 is TK7"

Symbol heavy. Not binary.

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I personally wouldn't restrict it to two, but that doesn't mean it's not possible.

We have words for orders of magnitude; hundred, thousand, million, etc. We don't say 1-0-0-0-0-0-0, we say million. I think it is safe to assume we would develop a word for 1000000 in binary, too.

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That's a good point, I guess coming from a physics background, I'm biased towards more compressible numbers (which is why I vote for a move towards hexadecimal). You run out of orders of magnitude a lot less quickly with 10^x than you do with 2^x

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There are 10 kinds of people in the world. Those who understand binary and those who don't

On a more serious note, I can agree with hexadecimal. If I am thinking it through right, a base-9 or base-16 system would have a rational number for the square root of 2

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On a more serious note, I can agree with hexadecimal. If I am thinking it through right, a base-9 or base-16 system would have a rational number for the square root of 2

Afraid not, an irrational number is irrational in every rational base. And if you use an irrational base, you have other problems.

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a full adder isnt that complicated. its only like 5 gates per bit. all of the bitwise operations are 1 gate per bit. shift registers take a flipflop per bit (about 5 gates). and with all those you can construct basic operators and from there every math operation known to man (to a finite approximation).

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