User contributions for Xenllium

19 January 2019

• 08:3208:32, 19 January 2019 diff hist +6 10ed11 minor edit Tags: Mobile edit Mobile web edit
• 08:2908:29, 19 January 2019 diff hist +89 10ed11 No edit summary Tags: Mobile edit Mobile web edit
• 07:2507:25, 19 January 2019 diff hist +1,005 N 10ed11 Created page with "'''10ED11''' is the equal division of the 11th harmonic into 10 parts of 415.1318 cents each. It is related to the 19-limit temperament which tempers out 57/..."
• 06:3706:37, 19 January 2019 diff hist +1 m User:Xenllium/Ed10 No edit summary
• 06:3706:37, 19 January 2019 diff hist +1,084 N User:Xenllium/Ed11 Created page with "'''Ed11''' means '''Division of the Eleventh Harmonic (11/1) into n equal parts'''. =Division of the eleventh harmonic into n equal parts= The eleventh harmonic is particula..."
• 06:2606:26, 19 January 2019 diff hist +970 N 11ed10 Created page with "'''11ED10''' is the equal division of the 10th harmonic into 11 parts of 362.3922 cents each. It is related to the Marvel temperaments|submajor temperament..."
• 05:5505:55, 19 January 2019 diff hist +1,207 N User:Xenllium/Ed10 Created page with "'''Ed10''' means '''Division of the Tenth Harmonic (10/1) into n equal parts'''. =Division of the tenth harmonic into n equal parts= The tenth harmonic is particularly wide..."
• 05:2605:26, 19 January 2019 diff hist +153 31ed8 No edit summary Tags: Mobile edit Mobile web edit
• 05:2305:23, 19 January 2019 diff hist +9 73ed7 No edit summary Tags: Mobile edit Mobile web edit
• 05:1905:19, 19 January 2019 diff hist +290 N 84edt Created page with "'''Division of the third harmonic into 84 equal parts''' (84edt) is practically identical to 53 edo, but with the 3/1 rather than the 2/1 being just. The oct..." Tags: Mobile edit Mobile web edit
• 05:1605:16, 19 January 2019 diff hist +9 65edt No edit summary Tags: Mobile edit Mobile web edit
• 05:0705:07, 19 January 2019 diff hist +73 54edt No edit summary Tags: Mobile edit Mobile web edit
• 04:4304:43, 19 January 2019 diff hist +2,731 N 54edt Created page with "'''Division of the third harmonic into 54 equal parts''' (54edt) is related to 34 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 2..." Tags: Mobile edit Mobile web edit
• 03:1703:17, 19 January 2019 diff hist −1 Equal-step tuning →Gallery of equal divisions: minor edit Tags: Mobile edit Mobile web edit
• 02:5702:57, 19 January 2019 diff hist +430 Equal-step tuning →Gallery of equal divisions Tags: Mobile edit Mobile web edit

18 January 2019

• 12:4912:49, 18 January 2019 diff hist +6 m 96ed7 No edit summary
• 12:3212:32, 18 January 2019 diff hist +124 m ED5 No edit summary
• 12:2912:29, 18 January 2019 diff hist +37 m ED5 No edit summary
• 12:2612:26, 18 January 2019 diff hist +27 m Ed7 No edit summary
• 10:4710:47, 18 January 2019 diff hist +3,328 N 65edt Created page with "'''Division of the third harmonic into 65 equal parts''' (65edt) is related to 41 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 0..." Tags: Mobile edit Mobile web edit
• 08:4408:44, 18 January 2019 diff hist +1,964 N 35edt Created page with "'''Division of the third harmonic into 35 equal parts''' (35edt) is related to 22 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 4..." Tags: Mobile edit Mobile web edit
• 03:5103:51, 18 January 2019 diff hist +742 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 00:4400:44, 18 January 2019 diff hist +1,224 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit

17 January 2019

• 23:1423:14, 17 January 2019 diff hist −521 EDT No edit summary
• 13:0213:02, 17 January 2019 diff hist +79 11ed5 No edit summary Tags: Mobile edit Mobile web edit
• 12:4012:40, 17 January 2019 diff hist +678 11ed5 No edit summary Tags: Mobile edit Mobile web edit
• 11:3011:30, 17 January 2019 diff hist −346 39ed5 No edit summary Tags: Mobile edit Mobile web edit
• 11:1511:15, 17 January 2019 diff hist +167 22ed5 No edit summary
• 10:5810:58, 17 January 2019 diff hist +240 Small comma →5-limit commas Tags: Mobile edit Mobile web edit
• 10:3410:34, 17 January 2019 diff hist +1,704 N 22ed5 Created page with "'''Division of the 5th harmonic into 22 equal parts''' (22ed5) is a good hyperpyth tuning. The step size about 126.6506 cents. It is similar to 15edt and every..." Tags: Mobile edit Mobile web edit
• 03:5503:55, 17 January 2019 diff hist +309 87ed7 No edit summary Tags: Mobile edit Mobile web edit

16 January 2019

• 23:3423:34, 16 January 2019 diff hist +3,206 87ed7 No edit summary
• 03:3803:38, 16 January 2019 diff hist +127 Small comma →5-limit commas Tags: Mobile edit Mobile web edit

15 January 2019

• 23:1623:16, 15 January 2019 diff hist +280 Very high accuracy temperaments No edit summary
• 15:0915:09, 15 January 2019 diff hist +77 Very high accuracy temperaments No edit summary Tags: Mobile edit Mobile web edit
• 14:4414:44, 15 January 2019 diff hist +106 N Atomic Created page with "See Very high accuracy temperaments. Category:soft_redirect" Tags: Mobile edit Mobile web edit
• 12:4412:44, 15 January 2019 diff hist +2,232 N 43ed7 Created page with "'''Division of the 7th harmonic into 43 equal parts''' (43ed7) is related to Carlos Alpha, but with the 7/1 rather than the 3/2 being just. The step size is about..." Tags: Mobile edit Mobile web edit
• 10:4310:43, 15 January 2019 diff hist +91 53ed7 No edit summary Tags: Mobile edit Mobile web edit
• 10:3110:31, 15 January 2019 diff hist +1,294 N 17ed7 Created page with "'''Division of the 7th harmonic into 17 equal parts''' (17ed7) is related to 6 edo, but with the 7/1 rather than the 2/1 being just. The octave is about 11.00..." Tags: Mobile edit Mobile web edit

14 January 2019

• 13:5213:52, 14 January 2019 diff hist +12 34ed7 No edit summary Tags: Mobile edit Mobile web edit
• 13:3513:35, 14 January 2019 diff hist +1,299 N 20ed7 Created page with "'''Division of the 7th harmonic into 20 equal parts''' (20ed7) is related to the meantone temperament. The step size is about 168.4413 cents, corre..." Tags: Mobile edit Mobile web edit
• 02:5902:59, 14 January 2019 diff hist −4 1000edo No edit summary Tags: Mobile edit Mobile web edit
• 00:5000:50, 14 January 2019 diff hist +1,699 N 29ed7 Created page with "'''29ED7''' is the equal division of the 7th harmonic into 29 parts of 116.1664 cents each. It is similar to every third step of 31edo. {| class="wikitab..." Tags: Mobile edit Mobile web edit

13 January 2019

• 00:3900:39, 13 January 2019 diff hist +293 Very high accuracy temperaments →Rank-3 temperaments Tags: Mobile edit Mobile web edit
• 00:2600:26, 13 January 2019 diff hist +484 Very high accuracy temperaments →Rank-3 temperaments Tags: Mobile edit Mobile web edit

12 January 2019

• 09:4209:42, 12 January 2019 diff hist +394 Aberschismic temperaments →Tricot Tags: Mobile edit Mobile web edit

11 January 2019

• 12:4612:46, 11 January 2019 diff hist +399 25ed7 No edit summary Tags: Mobile edit Mobile web edit
• 07:0107:01, 11 January 2019 diff hist +22 25ed7 No edit summary Tags: Mobile edit Mobile web edit
• 06:5506:55, 11 January 2019 diff hist +15 25ed7 No edit summary Tags: Mobile edit Mobile web edit
• 06:5306:53, 11 January 2019 diff hist +1,495 N 25ed7 Created page with "'''Division of the 7th harmonic into 25 equal parts''' (25ed7) is related to 9 edo, but with the 7/1 rather than the 2/1 being just. The step size is about 13..." Tags: Mobile edit Mobile web edit