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).

• 19:55, 6 April 2022 Eliora talk contribs created page User:Eliora/How long would it take for music to run out‽ (Created page with "A rather random thought about how long would it take for music to run out in a specific temperament and a specific alien species. ==For planet 1 R earth==")
• 14:49, 6 April 2022 Eliora talk contribs created page 260edo (Created page with "{{Infobox ET | Prime factorization = 2² × 5 × 13 | Step size = 4.61538¢ | Fifth = 152\260 (701.54¢) (→ 38\65) | Major 2nd = 44\130 (203.08¢) }} {{E...") Tag: Visual edit: Switched
• 12:21, 6 April 2022 Eliora talk contribs created page 6561/6250 (Created page with "6561/6250, the '''ripple''' or '''5/12-meantone semitone''', is a 5-limit ratio of about 84.07 cents. == Theory == The interval can be treated equally either as a comma, whic...") Tag: Visual edit
• 16:06, 4 April 2022 Eliora talk contribs created page User:Eliora/Highly melodic theory (Created page with "{{Primes in edo|720720|columns=100}}")
• 15:16, 4 April 2022 Eliora talk contribs created page 33/32 equal step tuning (Created page with "The '''equal multiplication of 33/32''', the Alpharabian quarter-tone, results in an interesting nonoctave tuning, equivalent to 22.5255 EDO. Lookalikes: 5ed7/6, 45ed4 =...") Tag: Visual edit
• 11:46, 3 April 2022 Eliora talk contribs moved page Square root of 13 over 10 to 2ed13/10 (This is discussing the tuning system resulted by dividing 13/10 in two, not an interval of (13/10)^(1/2).)
• 10:48, 3 April 2022 Eliora talk contribs created page 365edo/Eliora's approach (Created page with "365 is the number of days in the common year, and as such this proposes some interesting intereprations. This approach will cover what is essentially "tropical year"-EDO, tha...")
• 09:31, 2 April 2022 Eliora talk contribs created page Symmetry454 (Created page with "Symmetry454 is a rank two temperament that derives from the calendar by the same name, that was a proposed as a reform in 2004. == History == Symmetry454 calendar was develop...") Tag: Visual edit
• 09:36, 1 April 2022 Eliora talk contribs created page Factor 9 grid (Created page with "Factor 9 grid is a type of musical scale which was first proposed for esoteric reasons, as a supposed replacement to 12edo's irrational nature which was purported to have...")
• 20:53, 30 March 2022 Eliora talk contribs created page 27720edo (need to subst for millicents) Tag: Visual edit: Switched
• 12:56, 29 March 2022 Eliora talk contribs created page 888edo (Created page with "{{EDO intro|888}} == Theory == {{Harmonics in equal|888}} 888edo is excellent in the no-threes 13-limit, and it may possibly have little attention due to its lack of a perfec...") Tag: Visual edit
• 12:52, 29 March 2022 Eliora talk contribs created page 336edo (Created page with "{{EDO intro|336}} == Theory == {{Harmonics in equal|336}} 336edo offers a series of no-three temperaments, with the regular one having only a 0.11 cent error.") Tag: Visual edit
• 17:26, 28 March 2022 Eliora talk contribs created page Template:EDO prologue (Created page with "The '''{{{1}}} equal divisions of the octave''' ('''{{{1}}}edo'''), or the '''{{{1}}}(-tone) equal temperament''' ('''{{{1}}}tet''', '''{{{1}}}et''') when viewed from a regu...")
• 13:59, 28 March 2022 Eliora talk contribs created page 365edo (Created page with "The '''365 equal divisions of the octave''' ('''365edo'''), or the '''365(-tone) equal temperament''' ('''365tet''', '''365et''') when viewed from a regular temperament pe...") Tag: Visual edit
• 10:13, 24 March 2022 Eliora talk contribs created page Omniconsonant scale (Created page with "'''Omniconsonant''' scale is a type of note arrangement where all notes pairwise make consonant intervals, and by extension consonant chords of any size. To put it simply: if...") Tag: Visual edit
• 09:24, 21 March 2022 Eliora talk contribs created page 2520/2519 (Created page with "2520/2519, the '''platonisma''', is a 229-limit superparticular ratio measuring 687 millicents. 2520/2519 frequently arose in Plato's thinking that 5040 is the ideal number o...") Tag: Visual edit
• 09:18, 21 March 2022 Eliora talk contribs created page 5041/5040 (Created page with "5041/5040, the '''third brown pair comma''', or the '''19th highly compositema''' is a 71-limit superparticular interval measuring about 343 millicents. == Theory == 5041/504...") Tag: Visual edit
• 15:35, 20 March 2022 Eliora talk contribs created page 524edo (Created page with "524 equal division divides the octave into steps of 2.29 cents each. == Theory == {{Harmonics in equal|524}} 524edo is excellent in the 2.7.13.19 subgroup, and good in the no...") Tag: Visual edit
• 14:55, 16 March 2022 Eliora talk contribs created page 45ed4 (Created page with "45 equal divisions of the tetrave is a tuning system equvalent to 22 1/2 EDO, representing every second step of 45edo. Its step size is very close to the Alpharabian quar...") Tag: Visual edit
• 13:31, 16 March 2022 Eliora talk contribs created page User:Eliora/Intercalary temperaments (d) Tag: Visual edit
• 13:25, 15 March 2022 Eliora talk contribs created page User:Eliora/Proposed temperament names (Created page with "Nice (69 & 420 & 666)")
• 19:41, 14 March 2022 Eliora talk contribs created page 295edo (Created page with "259edo divides the octave into steps of 4.0677 cents each. It factors as 5 * 59. == Theory == {{Harmonics in equal|295}}") Tag: Visual edit
• 08:22, 12 March 2022 Eliora talk contribs created page 1125edo (Created page with "1125edo divides the octave into parts of 1.066 cents each. Its divisors are {{EDOs|1, 3, 5, 9, 15, 25, 45, 75, 125, 225, 375}}. ==Theory== {{harmonics in equal|1125}} In the...")
• 07:53, 12 March 2022 Eliora talk contribs created page 117440512/117406179 (Redirected page to Quartisma) Tag: New redirect
• 22:43, 23 February 2022 Eliora talk contribs created page Category:Golden ratio approximations (Created page with "Main article: Acoustic phi") Tag: Visual edit
• 23:38, 20 February 2022 Eliora talk contribs moved page Π/3 to Engineer's comma (more descriptive title)
• 23:38, 20 February 2022 Eliora talk contribs created page Π/3 (Created page with "'''Pi over 3''', or the '''engineer's comma''', is a transcendental ratio of 79.84 cents. == Temperament == π/3 occurs in the Pitave system, which uses a an increase of...") Tag: Visual edit
• 15:00, 17 February 2022 Eliora talk contribs created page Pitave (Created page with "{{Wikipedia|Pi}} '''Pi''', the ratio of a circle's circumference to its octave, is equal to about 3.14159. When used as an equivalence interval, it becomes a rather minor thi...") Tag: Visual edit
• 14:28, 17 February 2022 Eliora talk contribs created page 381/380 (Created page with "'''381/380''', the '''five feet comma''', is the 127-limit ratio that is the difference between the 127/64 and 95/48. == Real life == It represents the difference between 152...") Tag: Visual edit
• 09:19, 31 January 2022 Eliora talk contribs created page Category:Ragismic family (Created page with "Main article: Ragismic family") Tag: Visual edit
• 23:37, 30 January 2022 Eliora talk contribs created page 4225/4224 (Created page with "'''4225/4224''', the '''leprechaun comma''', is an unnoticeable 13-limit superparticular interval. == Theory == It is targeted in the abigail, newt, decoid, and donar tempera...") Tag: Visual edit
• 23:24, 30 January 2022 Eliora talk contribs created page 1619edo (Created page with "1619edo divides the octave into parts of 741 millicents each. It is the 256th Prime EDO. == Theory == {{Harmonics in equal|1619|columns=10}} 1619edo is excellent in the 1...") Tag: Visual edit
• 20:39, 29 January 2022 Eliora talk contribs created page 1803edo (Created page with "'''1803edo''', or the '''100 saros tuning''', divides the octave into steps of 665.6 millicents each. == Theory == {{primes in edo|1803|columns=17}} In the 2.19.23.29 subgro...")
• 19:56, 29 January 2022 Eliora talk contribs created page User:Eliora/MOS template (Created page with "{{Infobox MOS | Periods = 1 | Equalized = 7 | Paucitonic = 5 | nLargeSteps = 93 | nSmallSteps = 37 | Pattern = idk | Name = Rectified Hebrew }} d dd dd ddd dd dd d dd...")
• 16:55, 24 January 2022 Eliora talk contribs created page 496edo (Created page with "496 EDO divides the octave into steps of 2.42 cents each. ==Theory== {{primes in edo|496|columns=15}}")
• 20:55, 23 January 2022 Eliora talk contribs created page Category:Real-life sonifications (Created page with "A category for tunings that, whether by a logarithmic scale or by other characteristic, arise in real-life applications.")
• 20:50, 23 January 2022 Eliora talk contribs created page 5ed100 (Created page with "'''5ed100''', or '''the stellar magnitude tuning''', is an equal-step tuning with each pitch being about 2.512 times larger than the other, the number known as the Pogson's ra...") Tag: Visual edit
• 19:41, 22 January 2022 Eliora talk contribs created page 169/168 (Created page with "169/168, is a superparticular ratio measuring about 10.3 cents. It is the difference between 13/12 and 14/13 semitones, and also between 224/169 and 4/3 perfect fourths. ==...") Tag: Visual edit
• 18:43, 22 January 2022 Eliora talk contribs created page 4394/4375 (Created page with "'''4394/4375''', the '''rectified Hebrew comma''', is a 13-limit interval of about 7.5 cents. == Usage == Tempering out 4394/4375 alongside with 3136/3125 sets the rectified...") Tag: Visual edit
• 12:49, 20 January 2022 Eliora talk contribs created page 952edo (Created page with "952edo divides the octave into steps of 1.26 cents each. 952edo's factorization is 2³ x 7 x 17, and its divisors are {{EDOs|1, 2, 4, 7, 8, 14, 17, 28, 34, 56, 68,...") Tag: Visual edit
• 17:54, 18 January 2022 Eliora talk contribs created page User:Eliora/Dodecahedron equal temperament (Created page with "Warning this is a user subpage for testing out some stuff '''Dodecahedron equal temperament''', or '''{5,3}-equal temperament''' is a spherical tuning that divides the spheri...")
• 11:39, 18 January 2022 Eliora talk contribs created page 25/24 equal step tuning kleisma (Created page with "{{Infobox Interval|Monzo=-52 -17 34}} '''25/24 equal step tuning kleisma''', or 582076609134674072265625/581595589965365114830848 when fully written out, is a 5-limit unnotic...") Tag: Visual edit
• 16:43, 17 January 2022 Eliora talk contribs created page Mersenne commas (Created page with "Mersenne commas are a series of commas of the form <math>\frac{2^n}/{2^n-1}</math>. Since Mersenne prime commas effectively set their own prime limit, they are of no interest...") Tag: Visual edit: Switched
• 16:25, 17 January 2022 Eliora talk contribs created page 86400edo (Created page with "86400 EDO divides the octave into steps of 13.9 millicent, or alternately, exactly 1/72 of a cent each. It is notable because it is the equal division corresponding to the amo...") Tag: Visual edit
• 19:31, 13 January 2022 Eliora talk contribs created page User:Eliora/Templates (Created page with "{{primes in edo|439|columns=15}}") Tag: Visual edit: Switched
• 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...")