FloraC
Joined 30 March 2020
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== About schismina == | == About schismina == | ||
What's the deal with the schisminic temp? It is 2.3.5.7.13, there's no 11. Also, I would deem the differences I outlined are notable, because they show how many ''simple'' ratios of 35 have tiny differences with tridecimal equivalents and viceversa. Specially 8505/8192, whose pressence in Sagittal pretty much assumes that the schismina is either tempered out or fudged. It's that important of a schisma, we have to sell it as such! --[[User:Eufalesio|Eufalesio]] ([[User talk:Eufalesio|talk]]) 17:05, 22 February 2026 (UTC) | What's the deal with the schisminic temp? It is 2.3.5.7.13, there's no 11. Also, I would deem the differences I outlined are notable, because they show how many ''simple'' ratios of 35 have tiny differences with tridecimal equivalents and viceversa. Specially 8505/8192, whose pressence in Sagittal pretty much assumes that the schismina is either tempered out or fudged. It's that important of a schisma, we have to sell it as such! --[[User:Eufalesio|Eufalesio]] ([[User talk:Eufalesio|talk]]) 17:05, 22 February 2026 (UTC) | ||
: > What's the deal with the schisminic temp? It is 2.3.5.7.13, there's no 11. | |||
: That's why ''schismina'' isn't a great name for the comma; there's no room to distinguish the minimal-prime-subgroup temp and the full-prime-limit temp according to our rules. I've proposed something else in ''Talk: 4096/4095''. | |||
: > I would deem the differences I outlined are notable. | |||
: I think there's a problem in how you present your ideas. If all you wanna discuss is the merge of intervals of 13 with intervals of 35, add that instead. A pair of ratios may serve as an example, but the entire point is in the context. The ratios alone which comprise three- or even four-digit ones aren't notable cuz no one uses them in music. | |||
: —[[User:FloraC|FloraC]] ([[User talk:FloraC|talk]]) 17:33, 22 February 2026 (UTC) | |||