Talk:Tertian structure: Difference between revisions
From Xenharmonic Reference
Created page with " "In just intonation, there is no rational relationship in size between 25/24 and 36/35. The ratio of their sizes is log36/35(25/24) = 1.44908497." if you can create a rational relationship between 25/24 ani 36/35 isn1t that really important for tertian structure? idrk -KILI" |
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"In just intonation, there is no rational relationship in size between 25/24 and 36/35. The ratio of their sizes is log36/35(25/24) = 1.44908497." if you can create a rational relationship between 25/24 ani 36/35 isn1t that really important for tertian structure? idrk -KILI | "In just intonation, there is no rational relationship in size between 25/24 and 36/35. The ratio of their sizes is log36/35(25/24) = 1.44908497." if you can create a rational relationship between 25/24 ani 36/35 isn1t that really important for tertian structure? idrk -KILI | ||
"Common rank-3 temperaments can be expressed as tertian structures, and in fact, a tertian structure can always be thought of as a rank-3 temperament. These include Mint, Dicot.7, Keemic, and Mandos. | |||
Mint | |||
Ratio (36/35:25/24): 0:1" what does this mean, i can't read this strange fraction of a bajillion fractions, so the article should explain this notation and what it means - KILI | |||
Latest revision as of 18:51, 1 June 2026
"In just intonation, there is no rational relationship in size between 25/24 and 36/35. The ratio of their sizes is log36/35(25/24) = 1.44908497." if you can create a rational relationship between 25/24 ani 36/35 isn1t that really important for tertian structure? idrk -KILI
"Common rank-3 temperaments can be expressed as tertian structures, and in fact, a tertian structure can always be thought of as a rank-3 temperament. These include Mint, Dicot.7, Keemic, and Mandos. Mint Ratio (36/35:25/24): 0:1" what does this mean, i can't read this strange fraction of a bajillion fractions, so the article should explain this notation and what it means - KILI
