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2023 in Base 37
01-06-2023, 12:58 PM (This post was last modified: 01-06-2023 07:52 PM by pier4r.)
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RE: 2023 in Base 37
Nice bit of trivia!

An extension would be: find the decimal numbers (and the transforming base) in which one can write HP35, HP71, HP50G and so on. I believe the base 37 would suffice in most cases.

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Messages In This Thread
2023 in Base 37 - Joe Horn - 01-06-2023, 12:21 PM
RE: 2023 in Base 37 - pier4r - 01-06-2023 12:58 PM
RE: 2023 in Base 37 - John Keith - 01-06-2023, 06:34 PM
RE: 2023 in Base 37 - Maximilian Hohmann - 01-06-2023, 01:05 PM
RE: 2023 in Base 37 - toml_12953 - 01-06-2023, 08:07 PM
RE: 2023 in Base 37 - pier4r - 01-06-2023, 07:58 PM
RE: 2023 in Base 37 - John Keith - 01-06-2023, 08:25 PM
RE: 2023 in Base 37 - pier4r - 01-07-2023, 11:39 AM
RE: 2023 in Base 37 - Gerald H - 01-07-2023, 04:06 AM
RE: 2023 in Base 37 - brouhaha - 01-07-2023, 06:23 AM
RE: 2023 in Base 37 - mfleming - 01-07-2023, 09:59 PM
RE: 2023 in Base 37 - John Keith - 01-20-2023, 07:41 PM



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