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I use this for 2.3.5.7.11.13 subgroup.
I use this for 2.3.5.7.11.13 subgroup.


This is a hamormonismic, [[364/363|minor minthmic]]. A [[rastmic]], and a [[352/351|major minthmic]], which ends up it's also a [[Grossma|grossmic]].
This is a [[parahemif]].


see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13&reduce=on&weights=weil&target=&edos=58&submit_edo=submit&commas=]{{Harmonics in equal|57.925}}
see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13&reduce=on&weights=weil&target=&edos=58&submit_edo=submit&commas=]{{Harmonics in equal|57.925}}
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ed24.04706c~49.9021edo [[50edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=50&submit_edo=submit&commas=] this one can't deal with harmonisma but i'm okay with it
ed24.04706c~49.9021edo [[50edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=50&submit_edo=submit&commas=] this one can't deal with harmonisma but i'm okay with it


ed14.93521~80.347edo [[80edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=80&submit_edo=submit&commas=]
ed14.93521~80.347edo [[80edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=80&submit_edo=submit&commas=] this is a [[gentle]].


ed11.66952c~102.832edo [[103edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=103h&submit_edo=submit&commas= 103h]
ed11.66952c~102.832edo [[103edo]] see[https://sintel.pythonanywhere.com/result?subgroup=2%2C3%2C5%2C7%2C11%2C13%2C17%2C19&reduce=on&weights=weil&target=&edos=103h&submit_edo=submit&commas= 103h]