<< 22-10-2026 >>

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07:39:36FromDiscord<b0rsuk> Oh, it's a finite sequence, so technically it's simple to write an O(1) solution and it won't be large. Unless you want Armstrong Numbers in other numeric bases as well.
07:40:38FromDiscord<b0rsuk> And there are a few quirks, such as when an Armstrong number ends in 0 then the next number will also be an Armstrong number.
07:41:04FromDiscord<pmunch> In reply to @longptr "Is Nim <--> wxWidgets": Not really, I don't think the wkWidgets bindings I used are still maintained. And Futhark unfortunately doesn't wrap C++ (yet)
07:41:42FromDiscord<pmunch> I'm actually planning on using WxWidgets as the target for the C++ wrapping effort in Futhark
07:45:20FromDiscord<pmunch> In reply to @b0rsuk "Oh, it's a *finite*": With 89 numbers no less, so you could just slap the ones that fit in an int into an array and iterate over them 😂
07:45:55FromDiscord<b0rsuk> Now I'm starting to think about balanced ternary. (1, 0, -1)
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