113edo
← 112edo | 113edo | 114edo → |
The 113 equal divisions of the octave (113edo), or the 113(-tone) equal temperament (113tet, 113et) when viewed from a regular temperament perspective, is the equal division of the octave into 113 parts of about 10.6 cents each.
Theory
113edo is distinctly consistent in the 13-odd-limit with a flat tendency. As a temperament, it tempers out the amity comma and the ampersand in the 5-limit; 225/224, 1029/1024 and 1071875/1062882 in the 7-limit; 243/242, 385/384, 441/440 and 540/539 in the 11-limit; 325/324, 364/363, 729/728, and 1625/1617 in the 13-limit. It notably supports the 5-limit amity temperament, 7-limit amicable temperament, 7- and 11-limit miracle temperament, and 13-limit manna temperament.
113edo is the 30th prime EDO.
Prime harmonics
Script error: No such module "primes_in_edo".
Regular temperament properties
Subgroup | Comma list | Mapping | Optimal 8ve stretch (¢) |
Tuning error | |
---|---|---|---|---|---|
Absolute (¢) | Relative (%) | ||||
2.3 | [-179 113⟩ | [⟨113 179]] | +0.338 | 0.338 | 3.18 |
2.3.5 | 1600000/1594323, 34171875/33554432 | [⟨113 179 262]] | +0.801 | 0.712 | 6.70 |
2.3.5.7 | 225/224, 1029/1024, 1071875/1062882 | [⟨113 179 262 317]] | +0.820 | 0.617 | 5.81 |
2.3.5.7.11 | 225/224, 243/242, 385/384, 980000/970299 | [⟨113 179 262 317 391]] | +0.604 | 0.700 | 6.59 |
2.3.5.7.11.13 | 225/224, 243/242, 325/324, 385/384, 1875/1859 | [⟨113 179 262 317 391 418]] | +0.575 | 0.643 | 6.05 |
Rank-2 temperaments
Periods per octave |
Generator (reduced) |
Cents (reduced) |
Associated ratio |
Temperaments |
---|---|---|---|---|
1 | 4\113 | 42.48 | 40/39 | Humorous |
1 | 6\113 | 63.72 | 28/27 | Sycamore / betic |
1 | 8\113 | 84.96 | 21/20 | Amicable / pseudoamical / pseudoamorous |
1 | 11\113 | 116.81 | 15/14~16/15 | Miracle / manna |
1 | 13\113 | 138.05 | 27/25 | Quartemka |
1 | 22\113 | 233.63 | 8/7 | Slendric |
1 | 27\113 | 286.73 | 13/11 | Gamity |
1 | 29\113 | 307.96 | 3200/2673 | Familia |
1 | 32\113 | 339.82 | 243/200 | Amity / houborizic |
1 | 34\113 | 360.06 | 16/13 | Phicordial |
1 | 37\113 | 392.92 | 2744/2187 | Emmthird |
1 | 47\113 | 499.12 | 4/3 | Gracecordial |
1 | 56\113 | 594.69 | 55/39 | Gaster |