65edo: Difference between revisions

Intervals: unify precision and styling improvements
+infobox; improve intro
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'''65edo''' divides the [[octave]] into 65 equal parts of 18.4615 cents each.  
{{Infobox ET
| Prime factorization = 5 × 13
| Step size = 18.46154¢
| Fifth = 38\65 ≈ 702¢
| Major 2nd = 11\65 ≈ 203¢
| Minor 2nd = 5\65 ≈ 92¢
| Augmented 1sn = 6\65 ≈ 111¢
}}
The '''65 equal divisions of the octave''' ('''65edo'''), or '''65(-tone) equal temperament''' ('''65tet''', '''65et''') when viewed from a [[regular temperament]] perspective, divides the [[octave]] into 65 [[equal]] parts of about 18.5 [[cent]]s each.  


== Theory ==
== Theory ==
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[[Category:Sensipent]]
[[Category:Sensipent]]
[[Category:Würschmidt]]
[[Category:Würschmidt]]
{{todo| unify precision }}