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[return to "The largest number representable in 64 bits"]
1. tromp+oz[view] [source] 2026-02-02 21:14:38
>>tromp+(OP)
Please no more comments to the extent of "i can define a much larger number in only 1 bit". What makes my blog post (hopefully) interesting is that I consider tiny programs for computing huge numbers in non-cheating languages, that are not specifically equipped for doing so.
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2. LanceH+ys3[view] [source] 2026-02-03 16:04:25
>>tromp+oz
I found the problem itself to be poorly defined.

> What if we allow representations beyond plain data types? Since we want representations to remain computable, the most general kind of representation would be a program in some programming language. But the program must be small enough to fit in 64 bits.

If you bring in a whole programming language, you bring in a lot more than 64 bits. This all seems to be the math equivalent of saying you wrote a program in 2k when the first line is "import 'megalibrary'".

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