User:Xenwolf/SandBox

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Testing User:Xenwolf/Template:Cents

1901.955

1901.95500

10/9

Alignment of Table columns

{| class="wikitable left-1 center-2 right-3"
|-
! Left-aligned
! Center-aligned
! Right-aligned
|-
| Word
| 3/2
| 0.234
|-
| More words
| style="text-align:left" | 129/128
| 123.456
|}

Left-aligned Center-aligned Right-aligned
Word 3/2 0.234
More words 129/128 123.456

Number of active users

The value 2 of {{NUMBEROFACTIVEUSERS}} is obviously wrong (also on Special:Statistics), see Special:ActiveUsers for active users.

maybe related to:

Testing User:Xenwolf/Template:Primes in EDO

Approximation of primary intervals in 23 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) 0.0 -23.7 -21.1 +22.5 +22.6 -5.7 -0.6 +15.5 -2.2
relative (%) 0.0 -45.4 -40.4 +43.1 +43.3 -11.0 -1.2 +29.8 -4.2
Degree (reduced) 23 (0) 36 (13) 53 (7) 65 (19) 80 (11) 85 (16) 94 (2) 98 (6) 104 (12)
Approximation of primary intervals in 26 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) 0.0 -9.6 -17.1 +0.4 +2.5 -9.8 -12.6 -20.6 +17.9
relative (%) 0.0 -20.9 -37.0 +0.9 +5.5 -21.1 -27.4 -44.6 +38.7
Degree (reduced) 26 (0) 41 (15) 60 (8) 73 (21) 90 (12) 96 (18) 106 (2) 110 (6) 118 (14)
Approximation of primary intervals in 37 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) 0.0 +11.6 +2.9 +4.1 0.0 +2.7 -7.7 -5.6 -12.1
relative (%) 0.0 +35.6 +8.9 +12.8 +0.1 +8.4 -23.6 -17.3 -37.2
Degree (reduced) 37 (0) 59 (22) 86 (12) 104 (30) 128 (17) 137 (26) 151 (3) 157 (9) 167 (19)


This (or something similar) could be transformed into a subst template now. See Wikipedia: Help:Substitution for more on substitution.

Testing Template:Primes in edo

Approximation of prime intervals in 23 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) +0.0 -23.7 -21.1 +22.5 +22.6 -5.7 -0.6 +15.5 -2.2
relative (%) +0 -45 -40 +43 +43 -11 -1 +30 -4
Steps (reduced) 23 (0) 36 (13) 53 (7) 65 (19) 80 (11) 85 (16) 94 (2) 98 (6) 104 (12)
Approximation of prime intervals in 26 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) +0.0 -9.6 -17.1 +0.4 +2.5 -9.8 -12.6 -20.6 +17.9
relative (%) +0 -21 -37 +1 +5 -21 -27 -45 +39
Steps (reduced) 26 (0) 41 (15) 60 (8) 73 (21) 90 (12) 96 (18) 106 (2) 110 (6) 118 (14)
Approximation of prime intervals in 37 EDO
Prime number 2 3 5 7 11 13 17 19 23
Error absolute (¢) +0.0 +11.6 +2.9 +4.1 +0.0 +2.7 -7.7 -5.6 -12.1
relative (%) +0 +36 +9 +13 +0 +8 -24 -17 -37
Steps (reduced) 37 (0) 59 (22) 86 (12) 104 (30) 128 (17) 137 (26) 151 (3) 157 (9) 167 (19)

Testing Template:Signed

  • +6
  • +6.5
  • 0
  • -0.5
  • -5

Testing factor notation

This solution requires valid (and sensible) input, there is no intelligence on board that would be able to detect zero divisions like 0^-1.

1st version with mandatory exponents

Input: 2^-4 * 3^4 * 5^-1
Code: {{#replace:{{#regex: 2^-4 * 3^4 * 5^-1|/(\d+)\s*\^\s*(-?\d+)(\s*\*\s*)?/|\1<sup>\2</sup> \3&nbsp;}}|*|⋅}}
Output: 2-4 ⋅  34 ⋅  5-1  

2nd version with optional exponents

Input: 2^2 * 5 * 11^-1
Code: {{#replace:{{#regex: 2^2 * 5 * 11^-1|/(\d+)(?:\s*\^\s*(-?\d+))?(\s*\*\s*)?/|\1<sup>\2</sup> \3&nbsp;}}|*|⋅}}
Output: 22 ⋅  5 ⋅  11-1  


User:Arseniiv/Factorization

* {{User:Arseniiv/Factorization| 2^-4 * 3^4 * 5^-1 }}
* {{User:Arseniiv/Factorization|2^-4*3^4*5^-1}}
* {{User:Arseniiv/Factorization| 2^2 * 5 * 11^-1 }}
* {{User:Arseniiv/Factorization|2^2*5*11^-1}}
* {{User:Arseniiv/Factorization
|2^2*
5*
11^-1
}}
* {{User:Arseniiv/Factorization
|2
^
2
*
5
*
11
^
-1
}}
  • 2−4 ⋅ 34 ⋅ 5−1
  • 2−4 ⋅ 34 ⋅ 5−1
  • 22 ⋅ 5 ⋅ 11−1
  • 22 ⋅ 5 ⋅ 11−1
  • 22 ⋅ 5 ⋅ 11−1
  • 22 ⋅ 5 ⋅ 11−1

Initially hidden elements made visible

Is this possible at all?

ImageMap

the image being used

This is just a short check, not an elaborated example, that's why I use only rectangles, not polygons to surround people and guitar. Also the positions are all but exact.

Kite GiedraitisJacob CollierAaron WolfCaleb RamseyKite Guitar
some text as description
some text as descriptionKite GiedraitisJacob CollierAaron WolfCaleb RamseyKite Guitar
About this image

Image maps kind of work, but the there is something wrong with the info icon. Also the appearance on Special:Version is a bit strange, there is no version information for ImageMap. I'd guess there is a bad interference with EmbedVideo. Also, when using it with thumb or frame, there is no icon in the description (as is observable with all images on this wiki).

Color notation map

Lattice32.png10/95/35/415/840/2110/715/1414/97/67/421/1616/94/31/13/29/832/218/712/79/728/157/521/2016/158/56/59/5

links to same page

(selflink) User:Xenwolf

Flag Emojis

https://emojipedia.org/flags/

Some Example Flags
Emoji 1st part 2nd part
🇷🇺 🇷 U+1F1F7 🇺 U+1F1FA
🇬🇧 🇬 U+1F1EC 🇧 U+1F1E7
🇻🇪 🇻 U+1F1FB 🇪 U+1F1EA
🇫🇷 🇫 U+1F1EB 🇷 U+1F1F7
🇸🇪 🇸 U+1F1F8 🇪 U+1F1EA
🇳🇴 🇳 U+1F1F3 🇴 U+1F1F4
🇦🇺 🇦 U+1F1E6 🇺 U+1F1FA
🇦🇹 🇦 U+1F1E6 🇹 U+1F1F9
🇩🇪 🇩 U+1F1E9 🇪 U+1F1EA
🇨🇳 🇨 U+1F1E8 🇳 U+1F1F3
🇺🇳 🇺 U+1F1FA 🇳 U+1F1F3
🇺🇸 🇺 U+1F1FA 🇸 U+1F1F8
🇮🇹 🇮 U+1F1EE 🇹 U+1F1F9
🇪🇸 🇪 U+1F1EA 🇸 U+1F1F8
🇯🇵 🇯 U+1F1EF 🇵 U+1F1F5
🇨🇱 🇨 U+1F1E8 🇱 U+1F1F1
🇪🇺 🇪 U+1F1EA 🇺 U+1F1FA

In Unicode, these icons are displayed for valid combinations of Regional indicator symbols.

Regional indicator symbols
Icon Code point
🇦 U+1F1E6
🇧 U+1F1E7
🇨 U+1F1E8
🇩 U+1F1E9
🇪 U+1F1EA
🇫 U+1F1EB
🇬 U+1F1EC
🇭 U+1F1ED
🇮 U+1F1EE
🇯 U+1F1EF
🇰 U+1F1F0
🇱 U+1F1F1
🇲 U+1F1F2
🇳 U+1F1F3
🇴 U+1F1F4
🇵 U+1F1F5
🇶 U+1F1F6
🇷 U+1F1F7
🇸 U+1F1F8
🇹 U+1F1F9
🇺 U+1F1FA
🇻 U+1F1FB
🇼 U+1F1FC
🇽 U+1F1FD
🇾 U+1F1FE
🇿 U+1F1FF

Calculate EDO props for boilerplate code

For boilerplates: {{subst:#regex:{{subst:PAGENAME}}|/(\S+)\/(\S+)/|\1-\2}}

Steps from page name

Codes:

  • {{#regex:12edo|/(\d+)-?EDO/i|\1}}
  • {{#regex:13-EDO|/(\d+)-?EDO/i|\1}}

Results:

  • 12
  • 13
Step size from page name

Codes:

  • {{#number_format:{{#expr:1200/{{#regex:12edo|/(\d+)-?EDO/i|\1}}}}|3}}
  • {{#number_format:{{#expr:1200/{{#regex:13-EDO|/(\d+)-?EDO/i|\1}}}}|3}}

Results

  • 100.000
  • 92.308

Finding Step size parameter values with units attached

* 1 {{#if:{{#regex:{{{Step size|12.7¢}}}|/[\d.]+(.*)/|\1}}|YES!}}
* 2 {{#if:{{#regex:12.7|/[\d.]+(.*)/|\1}}|YES!}}
* 3 {{#if:{{#regex:|/[\d.]+(.*)/|\1}}|YES!}}

Output:

  • 1 YES!
  • 2
  • 3

Include File:Space Tour.mp3/Description

By placing {{File:Space Tour.mp3/Description}} into a page, the content gets included:

This song has a story to go with it, and the story goes like this:

You pay to get on a spaceship to take a tour of some parts of space, and as you're getting ready, you imagine all the kinds of sights you'll see and that you'll have the experience of a lifetime, but after you arrive at the spaceport, you hear rumors about the company running the tour, and not the good kind. As you see many and various beautiful sights, ranging from nebulae, to strange planets and other things at different stops along the tour, and even take your share of pictures, you take time to reflect on what you'll tell your family back home about what you've seen. At the same time, you can't help but wonder about the rumors floating around. Eventually you overhear some of the staff talking about problems with the ship, and dissing the company for negligence. Sure enough, the ship is forced to turn around and head back to Earth, but as they arrive, suddenly, things start going wrong with the ship, and you're forced to get into an escape pod. After ejecting from the ship, your escape pod lands in the forest somewhere in Canada, and worse, the GPS on the escape pod that would otherwise alert rescuers to your position is busted, so you're effectively stranded. Eventually, however, you are found, and after a long string of interviews about your experience, you finally return home in one piece, but not without having had the experience of a lifetime and acquiring a mild case of PTSD.

As to which EDO is being used or mimicked where:

00:00-00:14 1edo
00:14-01:12 12edo
01:12-01:27 2edo
01:27-02:25 14edo
02:25-02:39 1edo
02:39-03:54 17edo
03:54-04:53 19edo
04:53-05:07 1edo
05:07-07:16 22edo
07:16-07:30 1edo
07:30-09:29 24edo
09:29-09:43 1edo
09:43-10:41 27edo
10:41-10:56 1edo
10:56-11:53 31edo
11:53-12:07 159edo tonicization of note located roughly 11/8 above the original tonic
12:07-13:19 35edo
13:19-14:32 41edo
14:32-14:52 159edo tonicization of note located roughly 224/135 above the original tonic
14:52-17:04 53edo
17:04-17:22 159edo tonicization of original tonic
17:22-20:21 159edo diatonic key with added 11/8, 13/8, and 55/32

At the end of the day, it appears that 159edo really is quite a sophisticated and expressive music system.

Autofill parameters for template:Infobox ET

todo.

All parameters could be omitted:

  • Step count (P8) can be extracted from the page name
  • Step size can be calculated := 1200/P8
  • Fifth (P5) can be calculated, it's the patent fifth: P5 := round(log2(3/2) * P8)
  • M2, m2, and A1 can be calculated from P8 and P5

Some EDOs may have an auxiliary Fifth!

User:Xenwolf/SandBox (section)

User:Xenwolf/SandBox (section)

Testing User:Xenwolf/Template:TestDefPar

Approximation of prime intervals in 52 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.0 -9.6 +6.0 +0.4 +2.5 -9.8 +10.4 +2.5
relative (%) +0 -42 +26 +2 +11 -42 +45 +11
Steps (reduced) 52 (0) 82 (30) 121 (17) 146 (42) 180 (24) 192 (36) 213 (5) 221 (13)
Approximation of prime intervals in 53 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.00 -0.07 -1.41 +4.76 -7.92 -2.79 +8.25 -3.17
relative (%) +0 -0 -6 +21 -35 -12 +36 -14
Steps (reduced) 53 (0) 84 (31) 123 (17) 149 (43) 183 (24) 196 (37) 217 (5) 225 (13)
Approximation of prime intervals in 526 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.00 +0.71 -0.76 +0.76 +0.77 -0.98 -0.01 -0.94
relative (%) +0 +31 -33 +33 +34 -43 -1 -41
Steps (reduced) 526 (0) 834 (308) 1221 (169) 1477 (425) 1820 (242) 1946 (368) 2150 (46) 2234 (130)
Approximation of prime intervals in 527 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.000 -0.627 +0.783 -1.084 -0.274 -0.300 -0.212 +0.779
relative (%) +0 -28 +34 -48 -12 -13 -9 +34
Steps (reduced) 527 (0) 835 (308) 1224 (170) 1479 (425) 1823 (242) 1950 (369) 2154 (46) 2239 (131)
Approximation of prime intervals in 5263 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.000 +0.078 -0.070 -0.025 +0.003 -0.094 -0.072 +0.036
relative (%) +0 +34 -31 -11 +1 -41 -32 +16
Steps (reduced) 5263 (0) 8342 (3079) 12220 (1694) 14775 (4249) 18207 (2418) 19475 (3686) 21512 (460) 22357 (1305)
Approximation of prime intervals in 5264 EDO
Prime number 2 3 5 7 11 13 17 19
Error absolute (¢) +0.0000 -0.0553 +0.0845 +0.0191 -0.1021 -0.0261 -0.0922 -0.0206
relative (%) +0 -24 +37 +8 -45 -11 -40 -9
Steps (reduced) 5264 (0) 8343 (3079) 12223 (1695) 14778 (4250) 18210 (2418) 19479 (3687) 21516 (460) 22361 (1305)