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--- weekcountingproblem [2026/02/13 02:28] – [Possible Solutions] thehomeland
+++ weekcountingproblem [2026/02/13 02:42] (current) – [Possible Solutions] thehomeland
@@ Line 33: / Line 33: @@
 ----
-Let's explore adding 2 leap weeks every 6 months: insert a 6m0w leap-week every 6 months, as a separate count from the normal 6m, so that we go 5m2w, 5m3w, 6m, 6m0w, 6m1w, 6m2w? That would show up as:
+Let's explore adding 1 leap weeks every 6 months: insert a 6m0w leap-week every 6 months, as a separate count from the normal 6m, so that we go 5m2w, 5m3w, 6m, 6m0w, 6m1w, 6m2w. That would show up as:
 ^ 1 count ^ 5 counts ^ 9 counts ^ 13 counts ^ 17 counts ^
@@ Line 53: / Line 51: @@
 ^ 38 counts ^ 42 counts ^ 46 counts ^ 51 counts ^ 52 counts ^
-| 8m1w | 9m1w | 10m1w | 11m1w | 12m1w |
+| 8m1w | 9m1w | 10m1w | 11m1w | 1y1w |
 | 8m2w | 9m2w | 10m2w | 11m2w |  |
 | 8m3w | 9m3w | 10m3w | 11m3w |  |
-| 9m | 10m | 11m | 12m |   |
+| 9m | 10m | 11m | 1y |   |
-|   |    |   | 12m0w |   |
+|   |    |   | 1y0w |   |
+This seems like a viable solution, but wouldn't that therefore make the start of the next count of 1y2w be the starting count for the next 52, whereas the start of the first 52 was 0m0w?

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