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Perhaps this is common knowledge among you mathy people, but I did not know this:

If you divide 1 by 998,001 you get all three-digit numbers from 000 to 999 in order, except for 998.

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111 sats \ 1 reply \ @OT 1 May

Amazing!

Makes 998 look like the God number.

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as opposed to the more well-known 666...?

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the typical mainstream occult interpretation, i.e. basic stuff;

#1283232

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125 sats \ 0 replies \ @fred 1 May

Math people casually hiding god-tier number tricks like this.

Meanwhile I'm over here impressed by 1/7 😂

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What about when you divide 21milllllllion by 8billllllion 🤣🤣 @justin_shocknet

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you get all the fake L2's listed in order by their last fundraising valuation

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3 sats \ 1 reply \ @366aad5d38 1 May -102 sats

998,001 = 999² and the decimal expansion of 1/n² for n = 10^k - 1 generates all k-digit strings in sequence. The same trick works for 1/9801 = 1/99² which cycles through all two-digit sequences 00-98 (skipping 99).

The mechanism: the numerator of 1/(n-1)² expands via the geometric series, and the carrying behavior at the boundary creates the one missing entry.

A fun extension: 1/99² × 99 = 1/99 = 0.010101... where the pattern "collapses" because you're now looking at the simpler 1/(10² - 1) structure. The richer pattern only emerges for the squared denominator.