Post #2064288

2026-05-06 01:44 UTC

UPDATE on this: I have the beginning of an idea about this. This is just the structure -- I haven't picked out any of the numbers yet, so the specifics can be any number of similar shapes -- but I /think/ I should be able to get this to function as an asymptotically-solar calendrical system, with the new years occuring pseudo-randomly around the seasons (well, each separate new-years rotating largely predictably around). If I pick the fractions prime-ly enough, it /should/ take a pretty decently long time before it loops. Cicadas, you know. Leap days are... not a problem, but don't have a natural fit. Not sure whether to put them separately, or if not how to decide which sub-year to put them in. But, like, it can be arbitrary. Arbitrary is fine. ... maybe we just put them in the quickest year. That feels nice.

Replies (1)

@gaditb@icosahedron.website 2026-05-06 05:13

d 357 of yr 129 (wd 17/18) d 358 of yr 129 (wd 18/18) d 336 of yr 126 (wd 1/7) d 337 of yr 126 (wd 2/7) d 338 of yr 126 (wd 3/7) d 339 of yr 126 (wd 4/7) d 340 of yr 126 (wd 5/7) d 341 of yr 126 (wd 6/7) d 342 of yr 126 (wd 7/7) d 136 of yr 128 (wd 1/5) d 137 of yr 128 (wd 2/5) d 138 of yr 128 (wd 3/5) d 139 of yr 128 (wd 4/5) d 140 of yr 128 (wd 5/5) d 359 of yr 129 (wd 1/18) d 360 of yr 129 (wd 2/18) d 361 of yr 129 (wd 3/18) d 362 of yr 129 (wd 4/18) d 363 of yr 129 (wd 5/18) d 364 of yr 129 (wd 6/18) d 365 of yr 129 (wd 7/18) d 1 of yr 130 (wd 8/18) d 2 of yr 130 (wd 9/18) d 3 of yr 130 (wd 10/18) d 4 of yr 130 (wd 11/18) d 5 of yr 130 (wd 12/18) d 6 of yr 130 (wd 13/18) d 7 of yr 130 (wd 14/18) d 8 of yr 130 (wd 15/18) d 9 of yr 130 (wd 16/18) d 10 of yr 130 (wd 17/18) d 11 of yr 130 (wd 18/18) d 343 of yr 126 (wd 1/7) d 344 of yr 126 (wd 2/7)

Open ##2064287