624edo: Difference between revisions
Created page with "'''624EDO''' is the equal division of the octave into 624 parts of 1.92308 cents each. It is consistent to the 27-limit, tempering out 6115295232/..." Tags: Mobile edit Mobile web edit |
m Sort key |
||
| Line 1: | Line 1: | ||
'''624EDO''' is the [[EDO|equal division of the octave]] into 624 parts of 1.92308 [[cent]]s each. It is consistent to the [[27-odd-limit|27-limit]], tempering out 6115295232/6103515625 (vishnuzma) and |-69, 45, -1⟩ (counterschisma) in the 5-limit; 250047/250000, 2460375/2458624, and 134217728/133984375 in the 7-limit; 9801/9800, 46656/46585, 131072/130977, and 151263/151250 in the 11-limit; 1716/1715, 2080/2079, 4096/4095, 34398/34375, and 39366/39325 in the 13-limit; 936/935, 1701/1700, 2025/2023, and 2058/2057 in the 17-limit; 1521/1520, 2376/2375, 2432/2431, and 3328/3325 in the 19-limit; 2024/2023, 2025/2024, and 3888/3887 in the 23-limit. | '''624EDO''' is the [[EDO|equal division of the octave]] into 624 parts of 1.92308 [[cent]]s each. It is consistent to the [[27-odd-limit|27-limit]], tempering out 6115295232/6103515625 (vishnuzma) and |-69, 45, -1⟩ (counterschisma) in the 5-limit; 250047/250000, 2460375/2458624, and 134217728/133984375 in the 7-limit; 9801/9800, 46656/46585, 131072/130977, and 151263/151250 in the 11-limit; 1716/1715, 2080/2079, 4096/4095, 34398/34375, and 39366/39325 in the 13-limit; 936/935, 1701/1700, 2025/2023, and 2058/2057 in the 17-limit; 1521/1520, 2376/2375, 2432/2431, and 3328/3325 in the 19-limit; 2024/2023, 2025/2024, and 3888/3887 in the 23-limit. | ||
[[Category:Equal divisions of the octave]] | [[Category:Equal divisions of the octave|###]] <!-- 3-digit number --> | ||