Main public logs
Combined display of all available logs of Xenharmonic Wiki. You can narrow down the view by selecting a log type, the username (case-sensitive), or the affected page (also case-sensitive).
- 20:24, 9 January 2022 Eliora talk contribs created page 7777/7776 (Created page with "7777/7776 is an unnoticeable comma of 223 millicents, and it is a part of 101-limit just intonation. It is the difference between a stack of 5 hexataves and 7, 11, a...") Tag: Visual edit
- 00:09, 6 January 2022 Eliora talk contribs created page 2016edo (Created page with "'''2016 equal division''' divides the octave into steps of 595 millicents, or 25/42 cent each. 2016 is a significantly composite number, with its divisors being {{EDOs|1, 2,...") Tag: Visual edit: Switched
- 12:25, 5 January 2022 Eliora talk contribs moved page Category:Superabundant EDO to Category:Highly melodic (see move of superabundant edo --> highly melodic edo.)
- 12:11, 5 January 2022 Eliora talk contribs moved page Superabundant EDO to Highly melodic EDO (Superabundant and highly composite EDOs both have a function that opposes them to prime EDOs, therefore they should not be separated or favored.)
- 20:16, 4 January 2022 Eliora talk contribs created page 21/20 equal-step tuning (Created page with "21/20 equal step tuning is the equal multiplication of the 21/20 septimal chromatic semitone of 84.467 cents. As such, every interval is a subset of 7-limit just inotation...")
- 16:49, 4 January 2022 Eliora talk contribs created page 24576/24565 (Created page with "{{Infobox Interval | Ratio = 24576/24565 | Monzo = 13, 1, -1, 0, 0, 0, -3 | Cents = 0.77505 | Name = mavka comma | Color name = trisu-agu negative 2nd | FJS name = d-2<sub>5,1...") Tag: Visual edit: Switched
- 00:37, 4 January 2022 Eliora talk contribs created page 720edo (Created page with "'''720edo''' divides the octave into steps of 1.666 cents each. == Theory == {{Primes in edo|720|columns=17}}") Tag: Visual edit: Switched
- 00:34, 4 January 2022 Eliora talk contribs created page Category:Superabundant EDO (Created page with "Main article: '''Superabundant EDO'''") Tag: Visual edit
- 01:16, 1 January 2022 Eliora talk contribs created page 298edo (Created page with "'''298 equal division''' divides the octave into steps of 4.027 cents each. == Theory == {{primes in edo|298|columns=18}}") Tag: Visual edit: Switched
- 00:57, 1 January 2022 Eliora talk contribs created page 2022edo (Created page with "'''2022 EDO''' divides the octave into steps of 0.593 cents, that is 593 millicents each. == Theory == {{primes in edo|2022|columns=18}}2022edo offers good appoximations of...") Tag: Visual edit
- 09:45, 28 December 2021 Eliora talk contribs created page 127834/1 (Created page with "{{Infobox Interval | Ratio = 127834/1 | Monzo = 2 0 0 7 0<sup>4</sup> 23 0<sup>68</sup> 397 | Cents = 20356.6945 | Name = 127834th harmonic, 29-wood major 119th }} 127834/1, t...")
- 15:43, 26 December 2021 Eliora talk contribs created page 1001edo (Created page with "1001edo divides the octave into parts of 1.(19880) cents each. == Theory == 1001 factorizes as 7 x 11 x 13, and therefore by extension it contains all these smaller EDOs. It'...") Tag: Visual edit
- 23:08, 22 December 2021 Eliora talk contribs created page User:Eliora/Wood temperaments in my universe (Created page with "== Halfwood == Halfwood means a concoctic scale with a neutral third, that is half a perfect fifth as the generator. Example: 27\91 == Gelendong == Gelendong (from Malay...") Tag: Visual edit
- 20:28, 17 December 2021 Eliora talk contribs created page Concoctic (Created page with "Concoctic scale (name proposed by Eliora) is a maximum eveness scale which has the same number of notes as its MOS generator. 12edo 5L2s diatonic scale, the predominantly use...") Tag: Visual edit
- 12:48, 29 November 2021 Eliora talk contribs created page 5040edo (Created page with "'''5040 equal divisions of the octave''' divides the octave into steps of 0.238 cents each. == Theory == 5040 is both a superabundant and a highly composite number, meaning it...")
- 12:16, 29 November 2021 Eliora talk contribs created page Superabundant EDO (Created page with "Superabundant EDO is the equal division scale with a superabundant number of pitches in an octave. They can be seen as the opposite of Pri...") Tag: Visual edit
- 00:48, 27 November 2021 Eliora talk contribs created page User:Eliora/Solar Calendar Leap Rule scales (Created page with "=== 52/293 === === 93/524 === === 71/400 === === 130/353 ===")
- 11:47, 26 November 2021 Eliora talk contribs created page 29/23 (Created page with "'''29/23''' is a major third. It is equal to 401.303c and it is a convergent to the cubic root of two, the 400 cent interval. == Theory == Assigning this interval to be 1\3 o...") Tag: Visual edit
- 11:24, 26 November 2021 Eliora talk contribs created page 256ed5 (Created page with "'''256 equal divisions of the 5th harmonic''' is an equal-step tuning of 10.884 cents per each step. It is equivalent to 110.2532 EDO. 256ed5 combines dual-fifth temperamen...") Tag: Visual edit
- 19:05, 23 November 2021 Eliora talk contribs created page Decaononic (Created page with "'''Decaononic''' temperament is the temperament where a '''tone''' is considered to be equal to '''10/9'''. ==Origin== In most musical theory practices, even the most...")
- 13:02, 23 November 2021 Eliora talk contribs created page 1794edo (Created page with "1794 equal divisions of the octave creates steps of 0.668896 cents each. == Theory == {{primes in edo|1794|columns=15}} 1794edo's divisors are {{EDOs|13, 23, 26, 39, 46, 69,...") Tag: Visual edit: Switched
- 10:54, 23 November 2021 Eliora talk contribs created page 389edo (Created page with "389edo, divides the octave into parts of 3.0848c each. == Theory == {{Primes in edo|389=}} === Relation to a calendar reform === 389edo represents the '''north solstice''' (...") Tag: Visual edit
- 21:31, 14 November 2021 Eliora talk contribs created page 81/80s equal temperament (Created page with "'''81/80s equal temperament''' (AS81/80) is an equal multiplication of the syntonic comma. It corresponds to 55.79763 EDO. == Theory == 81/80s equal temperament can be re...") Tag: Visual edit
- 18:50, 7 November 2021 Eliora talk contribs created page 40353607/40310784 (Redirected page to Septimal ennealimma) Tag: New redirect
- 18:46, 7 November 2021 Eliora talk contribs created page Septimal ennealimma (Created page with "'''Septimal ennealimma''', '''no-five ennealimma''', or '''tritrizo comma''' is an unnoticeable 7-limit comma defined as 40353607/40310784 and measuring 1.838 cents. It arises...") Tag: Visual edit
- 14:26, 5 November 2021 Eliora talk contribs created page Irvian mode (Created page with "Irvian mode is the mode of the maximal evenness scale where the notes are symmetrically arranged. ==History== In 2004, Dr. Irvin Bromberg of University of Toronto develop...")
- 11:56, 27 October 2021 Eliora talk contribs created page 1729/1728 (Created page with "1729/1728, the massma, is a 19-limit superparticular interval and an unnoticeable comma. Both the numerator and denominator of this interval are famous in mathematics. 1728,...") Tag: Visual edit
- 12:18, 24 October 2021 Eliora talk contribs created page Mean free path (Created page with "{{Wikipedia|Mean free path}} In molecular physics, mean free path is the mean distance a molecule, atom, or other gas unit can travel before collision with other particles....")
- 12:00, 24 October 2021 Eliora talk contribs created page Category:Extreme (Created page with "This is a category of tunings and theory concepts that are too large for human application, but they still may have other interpretations.")
- 11:38, 24 October 2021 Eliora talk contribs created page 6000000edo (Created page with "The '''6 million divisions of the octave''' divides the 2/1 into steps of exactly 0.0002 cent, or 200 microcent each. While this system is absurdly large for any human appli...") Tag: Visual edit
- 16:47, 21 October 2021 Eliora talk contribs created page 576edo (Created page with "576edo divides the octave into steps of 2.08<SPAN STYLE="text-decoration:overline">3</SPAN> cents each. ==Theory== {{primes in edo|576|columns=14}} 576edo is an excellent 2.3...")
- 08:45, 21 October 2021 Eliora talk contribs created page Naive scale (Created page with "'''Naive scale''' is a replication of a specific scale, usually MOS, through applying accidentals to an equitonic scale in a composite EDO. Despite not being "in tune" or ad...") Tag: Visual edit
- 07:41, 21 October 2021 Eliora talk contribs created page 666edo (Created page with "'''666 EDO''' divides the octave into steps of 1.<span style="text-decoration: overline">801</span> cents each. == Theory == {{primes in edo|666|columns=14}} 666edo is approp...") Tag: Visual edit: Switched
- 13:02, 17 October 2021 Eliora talk contribs created page Category:Ed10 (Created page with "Main page: 10/1")
- 13:00, 17 October 2021 Eliora talk contribs created page 100ed10 (Created page with "The '''100 equal divisions of the 10th harmonic''' is a nonoctave tuning of about 39.8631 steps each. It corresponds to 30.102999 EDO, the first digits of the decimal logarith...")
- 09:38, 13 October 2021 Eliora talk contribs created page 99/70 (Created page with "{{Infobox Interval | Ratio = 99/70 | Monzo = -1 2 -1 -1 1 | Cents = 600.0883 | Name = kalisma, <br>Gauss' comma | Color name = | FJS name = | Sound = }} 99/70, the '''undec...") Tag: Visual edit: Switched
- 10:13, 8 October 2021 Eliora talk contribs created page 353edo (Created page with "353edo divides the octave into parts of 3.3994 cents each. It is the 71st prime EDO. == Theory == {{primes in edo|353|columns=12}} From the prime number standpoint, 353edo...") Tag: Visual edit: Switched
- 10:30, 7 October 2021 Eliora talk contribs created page 420edo (Created page with "'''420 equal divisions of the octave''' divides the octave into parts of 2.857 cents each. 420 is a highly composite number, being divisible by all numbers inclusively from...") Tag: Visual edit
- 17:31, 6 October 2021 Eliora talk contribs created page Jacobin comma (Redirected page to 6656/6655) Tag: New redirect
- 17:31, 6 October 2021 Eliora talk contribs created page Category:Jacobin (formalized the category)
- 08:50, 6 October 2021 Eliora talk contribs created page 6656/6655 (Created page with "{{Infobox Interval | Ratio = 6656/6655 | Monzo = 9 0 -1 0 -3 1 | Cents = 0.26012 | Name = jacobin comma | Color name = thotrilu-agu comma }} '''6656/6655''', the '''Jacobin co...")
- 19:53, 5 October 2021 Eliora talk contribs created page 1789edo (Created page with "'''1789 EDO''' divides the octave into equal steps of 0.67 cents each. It is the 278th prime edo. Perhaps the most notable fact about 1789edo, is the fact that it tempers...")
- 22:02, 24 September 2021 Eliora talk contribs created page Radian (page, edits to continue) Tag: Visual edit
- 20:04, 23 September 2021 Eliora talk contribs created page 36ed5 (Created page with "The '''36 equal divisions of the fifth harmonic (5/1)''' is a tuning that divides the pentatave into 36 equal steps. It combines Carlos Alpha scale with quarter-comm...")
- 16:14, 21 September 2021 Eliora talk contribs created page User:Eliora (Created page with "My temperaments of interest: * 15edo * 28edo * 35edo * 36edo * 54edo * 60edo * 69edo * 84edo * 91edo * 97edo * 118edo * 293edo...")
- 22:02, 20 September 2021 Eliora talk contribs created page User:Eliora/sandbox (Created page with "<big>'''This is not an encyclopedic article'''</big> == 1789edo == {{primes in edo|1789|columns=25}} Yeah I made this thing like really wide This makes 1789edo a ... * Biqui...")
- 18:22, 13 September 2021 Eliora talk contribs created page Greater diesis (Redirected page to 648/625) Tag: New redirect
- 18:22, 13 September 2021 Eliora talk contribs created page Lesser diesis (Redirected page to 128/125) Tags: New redirect Visual edit: Switched
- 11:37, 29 August 2021 Eliora talk contribs created page Irvic scale (New page, possible keyboard mappings) Tag: Visual edit
- 10:34, 5 June 2021 Eliora talk contribs created page 40ed10 (Created page with "The '''division of the 10th harmonic into 40 equal parts''' is related to 12edo, but with 10/1 instead of 2/1 being just. It is possible to call this division a form of '...")