User contributions for Xenllium

2 March 2019

• 16:2516:25, 2 March 2019 diff hist +2,038 N Ed8 Created page with "Equal Divisions of the Triple Octave -- frequency ratio 8/1, aka "Octuple" -- are closely related to Equal Divisions of the Octave -- frequency ratio 2/1, aka "Duple" -- in ot..."
• 16:0216:02, 2 March 2019 diff hist +195 Equal-step tuning →Gallery of equal divisions
• 15:5215:52, 2 March 2019 diff hist +51 Ed4 →Individual pages for ED4s Tags: Mobile edit Mobile web edit
• 12:1312:13, 2 March 2019 diff hist +586 N 42edt Created page with "'''42EDT''' is the equal division of the third harmonic into 42 parts of 45.2846 cents each, corresponding to 26.4990 edo. It is contorted in the no-twos..." Tags: Mobile edit Mobile web edit
• 11:4811:48, 2 March 2019 diff hist +404 N 79edt Created page with "'''Division of the third harmonic into 79 equal parts''' (79EDT) is related to 50 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 3..." Tags: Mobile edit Mobile web edit
• 11:4011:40, 2 March 2019 diff hist +468 N 68edt Created page with "'''Division of the third harmonic into 68 equal parts''' (68EDT) is related to 43 edo (meride tuning), but with the 3/1 rather than the 2/1 being just. The o..." Tags: Mobile edit Mobile web edit
• 00:5500:55, 2 March 2019 diff hist +141 25edt No edit summary Tags: Mobile edit Mobile web edit
• 00:4700:47, 2 March 2019 diff hist +96 30edt No edit summary Tags: Mobile edit Mobile web edit
• 00:3000:30, 2 March 2019 diff hist +842 43edt No edit summary

1 March 2019

• 23:3723:37, 1 March 2019 diff hist +57 38edt No edit summary Tags: Mobile edit Mobile web edit
• 23:3523:35, 1 March 2019 diff hist +140 57edt No edit summary Tags: Mobile edit Mobile web edit
• 12:4012:40, 1 March 2019 diff hist +171 ED5 No edit summary
• 10:4710:47, 1 March 2019 diff hist 0 m Prime number No edit summary
• 10:4210:42, 1 March 2019 diff hist +481 N 163edo Created page with "'''163edo''' is the equal division of the octave into 163 parts of 7.3620 cents each. It tempers out 15625/15552 (kleisma) and 22876792454961/21990232555520 in the 5-l..." Tags: Mobile edit Mobile web edit
• 10:2410:24, 1 March 2019 diff hist +567 N 144edo Created page with "'''144edo''' is the equal division of the octave into 144 parts of 8.3333 cents each. It is closely related to 72edo, but the patent vals differ on the mapping for..." Tags: Mobile edit Mobile web edit
• 08:5208:52, 1 March 2019 diff hist +354 N 95edt Created page with "'''Division of the third harmonic into 95 equal parts''' (95EDT) is related to 60 edo (tenth-tone tuning), but with the 3/1 rather than the 2/1 being just. T..." Tags: Mobile edit Mobile web edit
• 08:4808:48, 1 March 2019 diff hist +343 N 76edt Created page with "'''Division of the third harmonic into 76 equal parts''' (76EDT) is related to 48 edo (eighth-tone tuning), but with the 3/1 rather than the 2/1 being just...." Tags: Mobile edit Mobile web edit
• 08:4408:44, 1 March 2019 diff hist +353 N 57edt Created page with "'''Division of the third harmonic into 57 equal parts''' (57EDT) is related to 36 edo (sixth-tone tuning), but with the 3/1 rather than the 2/1 being just. T..." Tags: Mobile edit Mobile web edit
• 06:2506:25, 1 March 2019 diff hist +490 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 01:3601:36, 1 March 2019 diff hist +167 Breedsmic temperaments →Cotritone Tags: Mobile edit Mobile web edit
• 00:2900:29, 1 March 2019 diff hist +569 N 181edo Created page with "'''181edo''' is the equal division of the octave into 181 parts of 6.6298 cents each. It tempers out 2109375/2097152 (semicomma) and 32000000000/31381059609 in the 5-l..." Tags: Mobile edit Mobile web edit
• 00:2600:26, 1 March 2019 diff hist +317 Breedsmic temperaments →Catafourth Tags: Mobile edit Mobile web edit
• 00:0200:02, 1 March 2019 diff hist 0 157edo minor edit Tags: Mobile edit Mobile web edit

28 February 2019

• 22:4222:42, 28 February 2019 diff hist +101 157edo No edit summary Tags: Mobile edit Mobile web edit
• 22:3322:33, 28 February 2019 diff hist +483 N 157edo Created page with "'''157edo''' is the equal division of the octave into 157 parts of 9.6774 cents each. It tempers out 78732/78125 (sensipent comma) and 137438953472/134521003125 in the..." Tags: Mobile edit Mobile web edit
• 22:2022:20, 28 February 2019 diff hist +422 N 132edo Created page with "'''132edo''' is the equal division of the octave into 132 parts of 9.0909 cents each. Using the patent val, it tempers out 531441/524288 (pythagorean comma) and 488281..." Tags: Mobile edit Mobile web edit
• 14:2414:24, 28 February 2019 diff hist +21 73edt No edit summary
• 00:2900:29, 28 February 2019 diff hist +181 55edt →Related regular temperaments Tags: Mobile edit Mobile web edit
• 00:1400:14, 28 February 2019 diff hist +748 N 55edt Created page with "'''55EDT''' is the equal division of the third harmonic into 55 parts of 34.5810 cents each, corresponding to 34.7011 edo. It is related to the regular te..." Tags: Mobile edit Mobile web edit

27 February 2019

• 23:3923:39, 27 February 2019 diff hist +655 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 10:3710:37, 27 February 2019 diff hist +408 73edt →Related regular temperament Tags: Mobile edit Mobile web edit
• 09:4509:45, 27 February 2019 diff hist +80 73edt No edit summary Tags: Mobile edit Mobile web edit
• 07:2507:25, 27 February 2019 diff hist +369 73edt No edit summary Tags: Mobile edit Mobile web edit
• 06:5106:51, 27 February 2019 diff hist +1,136 21-odd-limit No edit summary Tags: Mobile edit Mobile web edit
• 03:3703:37, 27 February 2019 diff hist +547 59edt →Related regular temperaments Tags: Mobile edit Mobile web edit
• 01:4301:43, 27 February 2019 diff hist +172 59edt →Related regular temperaments Tags: Mobile edit Mobile web edit
• 00:2700:27, 27 February 2019 diff hist +572 N 59edt 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

26 February 2019

• 03:2603:26, 26 February 2019 diff hist +348 N 40edt Created page with "'''40EDT''' is the equal division of the third harmonic into 40 parts of 47.5489 cents each, corresponding to 25.2372 edo. It is related to the regular te..." Tags: Mobile edit Mobile web edit

25 February 2019

• 12:1712:17, 25 February 2019 diff hist +171 41edt →Related regular temperaments: adding badness Tags: Mobile edit Mobile web edit
• 08:1508:15, 25 February 2019 diff hist +920 41edt →Related regular temperaments Tags: Mobile edit Mobile web edit
• 06:5306:53, 25 February 2019 diff hist +197 41edt →Related regular temperaments Tags: Mobile edit Mobile web edit
• 06:4506:45, 25 February 2019 diff hist +50 41edt minor edit Tags: Mobile edit Mobile web edit
• 06:4106:41, 25 February 2019 diff hist +362 41edt No edit summary
• 03:4403:44, 25 February 2019 diff hist +961 N 41edt Created page with "'''Division of the third harmonic into 41 equal parts''' (41edt) is related to 26 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 6..." Tags: Mobile edit Mobile web edit

24 February 2019

• 23:5823:58, 24 February 2019 diff hist +309 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 22:2822:28, 24 February 2019 diff hist +16 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 13:5413:54, 24 February 2019 diff hist +154 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 13:2413:24, 24 February 2019 diff hist +926 23-odd-limit No edit summary
• 09:5109:51, 24 February 2019 diff hist +312 EDT →EDT-EDO correspondences Tags: Mobile edit Mobile web edit
• 07:4407:44, 24 February 2019 diff hist +48 Ed6 →Division of the sixth harmonic into n equal parts Tags: Mobile edit Mobile web edit