43edo: Difference between revisions
ET parameter name, cleanup |
m adjust precision in infobox |
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{{Infobox ET | {{Infobox ET | ||
| Step size = 27. | | Step size = 27.90698¢ | ||
| Fifth = 25\43 | | Fifth = 25\43 (698¢) | ||
| Major 2nd = 7\43 | | Major 2nd = 7\43 (195¢) | ||
| Minor 2nd = 4\43 | | Minor 2nd = 4\43 (112¢) | ||
| Augmented 1sn = 3\43 | | Augmented 1sn = 3\43 (84¢) | ||
}} | }} | ||
'''43edo''' divides the [[octave]] into 43 [[equal]] parts. It is strongly associated with [[meantone]] temperament, especially 1/5-meantone. One step of 43 edo was named ''[[méride]]'' by Joseph Sauveur (1653-1716) in 1696. The méride and eptaméride were the first logarithmic interval measures proposed. Sauveur favoured 43-tone equal temperament because the small intervals are well represented in it. <ref>[http://www.huygens-fokker.org/docs/measures.html Stichting Huygens-Fokker: Logarithmic Interval Measures]</ref> | '''43edo''' divides the [[octave]] into 43 [[equal]] parts. It is strongly associated with [[meantone]] temperament, especially 1/5-meantone. One step of 43 edo was named ''[[méride]]'' by Joseph Sauveur (1653-1716) in 1696. The méride and eptaméride were the first logarithmic interval measures proposed. Sauveur favoured 43-tone equal temperament because the small intervals are well represented in it. <ref>[http://www.huygens-fokker.org/docs/measures.html Stichting Huygens-Fokker: Logarithmic Interval Measures]</ref> | ||