CritDeathX
Joined 9 February 2020
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::::: 2/1 - 2-1=1 (1/1), 2+1=3 (3/1) | ::::: 2/1 - 2-1=1 (1/1), 2+1=3 (3/1) | ||
::::: 6/5 - 6-5=1 (1/5), 6+5=11 (11/5) | ::::: 6/5 - 6-5=1 (1/5), 6+5=11 (11/5) | ||
::::: 5/4 - 5-4=1 (1/5), 5+4=9 (9/ | ::::: 5/4 - 5-4=1 (1/5), 5+4=9 (9/5) | ||
::::: 4/3 - 4-3=1 (1/3), 4+3=7 (7/3) | ::::: 4/3 - 4-3=1 (1/3), 4+3=7 (7/3) | ||
::::: 16/11 - 16-11=5 (5/11), 16+11=27 (27/11) | ::::: 16/11 - 16-11=5 (5/11), 16+11=27 (27/11) | ||
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:::::: With that in mind, 3/2- with the result following the formula of n/(2^x)- should be counted. However, in the case of 5/3, the powers of two are in the numerator, so they don't count. --[[User:Aura|Aura]] ([[User talk:Aura|talk]]) 19:01, 12 September 2020 (UTC) | :::::: With that in mind, 3/2- with the result following the formula of n/(2^x)- should be counted. However, in the case of 5/3, the powers of two are in the numerator, so they don't count. --[[User:Aura|Aura]] ([[User talk:Aura|talk]]) 19:01, 12 September 2020 (UTC) | ||
::::::: Yes, there is an error with 5/4! Lemme fix that and we'll be good. | |||
::::::: On the topic of n/(2^x), that seems like a decent way of treating 2^x in this system. If you do find any exceptions to the rule, do tell me. | |||
::::::: On the topic of otonal & utonal intervals, its possible that they need different ways of figuring out sonance, although its unclear to me how different we should treat them. --[[User:CritDeathX|CritDeathX]] ([[User talk:CritDeathX|talk]]) 19:10, 12 September 2020 (UTC) | |||