59edt: Difference between revisions
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Created page with "'''59EDT''' is the equal division of the third harmonic into 59 parts of 32.2365 cents each, corresponding to 37.2249 edo. It is related to the regular te..." Tags: Mobile edit Mobile web edit |
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=Related regular temperaments= | =Related regular temperaments= | ||
==149&186 temperament== | |||
===5-limit=== | |||
Comma: |118 12 -59> | |||
POTE generator: ~3125/3072 = 32.2390 | |||
Map: [<1 0 2|, <0 59 12|] | |||
EDOs: 37, 149, 186, 335, 484, 521 | |||
==335&2159 temperament== | ==335&2159 temperament== | ||
===5-limit=== | ===5-limit=== | ||
Revision as of 01:43, 27 February 2019
59EDT is the equal division of the third harmonic into 59 parts of 32.2365 cents each, corresponding to 37.2249 edo. It is related to the regular temperament which tempers out |413 -347 59> in the 5-limit, which is supported by 335, 1489, 1824, 2159, 2494, 2829, and 3164 EDOs.
Related regular temperaments
149&186 temperament
5-limit
Comma: |118 12 -59>
POTE generator: ~3125/3072 = 32.2390
Map: [<1 0 2|, <0 59 12|]
EDOs: 37, 149, 186, 335, 484, 521
335&2159 temperament
5-limit
Comma: |413 -347 59>
POTE generator: ~|-119 100 -17> = 32.2373
Map: [<1 0 -7|, <0 59 347|]
EDOs: 335, 1489, 1824, 2159, 2494, 2829, 3164