User talk:Inthar: Difference between revisions

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:::: Okay, I now have the val for 159edo up to the 19-limit. It is {{val|159 252 369 446 550 588 650 675}}. Using this, and checking against the quartisma's monzo, which, as Flora mentioned, is {{monzo|24 -6 0 1 -5}}. I did the calculations as per the procedure documented on [[monzo]] and got "0" as my result- this is hard confirmation that 159edo tempers out the quartisma. Now we need to do the same thing for other EDOs... --[[User:Aura|Aura]] ([[User talk:Aura|talk]]) 14:27, 7 September 2020 (UTC)

::::::Aura, I found the problem with 94edo: 3*<24 38 67 83] + <22 35 62 76] = <94 149 263 325] is not the patent val of 94edo which is <94 149 264 325]. You have to be careful when adding up edos to get other edos of the same temperament. The val resulting from adding two vals ''a '' and ''b'' will temper out all commas of ''a''&''b'' temperament, but is not guaranteed to be patent. [[User:IlL|IlL]] ([[User talk:IlL|talk]]) 14:29, 7 September 2020 (UTC)

::::::Aura, I found the problem with 94edo: 3*<24 38 67 83] + <22 35 62 76] = <94 149 263 325] is not the patent val of 94edo which is <94 149 264 325]. You have to be careful when adding up edos to get other edos of the same temperament. The val resulting from adding two vals ''a '' and ''b'' will temper out all commas of ''a''&''b'' temperament (i.e. all commas tempered out by both ''a'' and ''b''), but is not guaranteed to be patent. [[User:IlL|IlL]] ([[User talk:IlL|talk]]) 14:29, 7 September 2020 (UTC)

Revision as of 14:29, 7 September 2020 view source Inthar (talk \| contribs) autopatrolled, emailconfirmed 15,004 edits m →Quartismic EDOs Tags: Mobile edit Mobile web edit ← Older edit		Revision as of 14:31, 7 September 2020 view source Inthar (talk \| contribs) autopatrolled, emailconfirmed 15,004 edits m →Quartismic EDOs Tags: Mobile edit Mobile web edit Newer edit →
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	:::: Okay, I now have the val for 159edo up to the 19-limit. It is {{val\|159 252 369 446 550 588 650 675}}. Using this, and checking against the quartisma's monzo, which, as Flora mentioned, is {{monzo\|24 -6 0 1 -5}}. I did the calculations as per the procedure documented on [[monzo]] and got "0" as my result- this is hard confirmation that 159edo tempers out the quartisma. Now we need to do the same thing for other EDOs... --[[User:Aura\|Aura]] ([[User talk:Aura\|talk]]) 14:27, 7 September 2020 (UTC)		:::: Okay, I now have the val for 159edo up to the 19-limit. It is {{val\|159 252 369 446 550 588 650 675}}. Using this, and checking against the quartisma's monzo, which, as Flora mentioned, is {{monzo\|24 -6 0 1 -5}}. I did the calculations as per the procedure documented on [[monzo]] and got "0" as my result- this is hard confirmation that 159edo tempers out the quartisma. Now we need to do the same thing for other EDOs... --[[User:Aura\|Aura]] ([[User talk:Aura\|talk]]) 14:27, 7 September 2020 (UTC)
	::::::Aura, I found the problem with 94edo: 3*<24 38 67 83] + <22 35 62 76] = <94 149 263 325] is not the patent val of 94edo which is <94 149 264 325]. You have to be careful when adding up edos to get other edos of the same temperament. The val resulting from adding two vals ''a '' and ''b'' will temper out all commas of ''a''&''b'' temperament, but is not guaranteed to be patent. [[User:IlL\|IlL]] ([[User talk:IlL\|talk]]) 14:29, 7 September 2020 (UTC)		::::::Aura, I found the problem with 94edo: 3*<24 38 67 83] + <22 35 62 76] = <94 149 263 325] is not the patent val of 94edo which is <94 149 264 325]. You have to be careful when adding up edos to get other edos of the same temperament. The val resulting from adding two vals ''a '' and ''b'' will temper out all commas of ''a''&''b'' temperament (i.e. all commas tempered out by both ''a'' and ''b''), but is not guaranteed to be patent. [[User:IlL\|IlL]] ([[User talk:IlL\|talk]]) 14:29, 7 September 2020 (UTC)