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[return to "The largest number representable in 64 bits"]
1. nivert+Ob2[view] [source] 2026-02-03 07:49:32
>>tromp+(OP)
The correct answer is:

the largest number representable in 1 bit is any number (including +infinity and beyond).

This article describing various Rube Goldberg machines, there is no need to agree on different ways of representing numbers when one can set a single bit to 1 to represent any desired pre-defined number, or 0 to represent its absence (or the number 0).

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2. tromp+xz3[view] [source] 2026-02-03 16:32:50
>>nivert+Ob2
A Rube Goldberg machine is one intentionally designed to perform a simple task in a comically overcomplicated way, usually consisting of a series of simple unrelated devices.

Programs like Melo and w128 are the opposite, performing a hard task with the simplest means, using only a few highly inter-related parts.

Your proposed representation is exactly the kind of cheating, to get the results you want, that the article purposely avoids.

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