User:Ganaram inukshuk/Code - Revision history

Ganaram inukshuk: Added code link for JIRAF (short for JI ratio finder)

2024-01-10T05:33:15Z

Added code link for JIRAF (short for JI ratio finder)

@@ Line 1: / Line 1: @@
 This page is for xen-related programming projects that I've made but don't have an exact place on the wiki (yet).
-== Mosfinder Program (C++) ==
+== Mosfinder (C++) ==
 I wrote a crude C++ program for finding all of the mosses for a given edo.
@@ Line 582: / Line 582: @@
 </syntaxhighlight>
-== Mosfinder Macro for Microsoft Excel (Visual Basic for Applications) ==
+== Mosfinder (VBA) ==
 Based on the C++ mosfinder and further experiments with copy-pasting tables from Excel and into the wiki editor, I ended up writing an Excel macro that's basically a port of the C++ mosfinder, with basic formatting for a table. The latest version has two versions of the same macro where one skips step visualization and lists the steps as a list of numbers. This version was created due to concerns of larger edos' step visualizations being harder to copy and paste.
@@ Line 2,042: / Line 2,042: @@
 |}
-== Moscalc program ==
+== Moscalc ==
 This is a program that finds a string representing a mos xL ys in its brightest mode, given only x and y.
@@ Line 2,143: / Line 2,143: @@
   LLLLLLLLLLLLs - 12L 1s
-== Moscalc and Modecalc (as a Jupyter notebook) ==
+== Moscalc and modecalc (Python) ==
 This is a Python port of the aforementioned Moscalc program written in C++. This is accompanied by a Modecalc program that finds a scale's modes, the intervals for those modes, and the scale degrees for those modes.
@@ Line 2,234: / Line 2,234: @@
 | sLsLsLL || 0<nowiki>|</nowiki>6 || dagothic    || align="right"|                  2 || 0 (perfect)               || s (minor)                 || L+s (perfect)             || L+2s (minor)              || 2L+2s (minor)             || 2L+3s (diminished)        || 3L+3s (minor)             || 4L+3s (perfect)
 |}

Ganaram inukshuk: /* Update (Nov 2022) */ Some clarification on what the function do

2022-11-17T06:43:37Z

Update (Nov 2022): Some clarification on what the function do

← Older revision		Revision as of 06:43, 17 November 2022
Line 2,204:		Line 2,204:

	=== Update (Nov 2022) ===		=== Update (Nov 2022) ===
	There is now an option to output a mos table as one consolidated table using the MosModecalcOnetable() function. Example output below (may be too wide on some screens).<syntaxhighlight>		There is now an option to output a mos table as one consolidated table using the MosModecalcOnetable() function. Note that MosModecalc() can output this as two separate tables (one for mossteps and one for mosdegrees). Example output below (may be too wide on some screens).<syntaxhighlight>
	Mode UDP Mode name Rotational order smiunison (0-smidegree) 1-smistep (1-smidegree) 2-smistep (2-smidegree) 3-smistep (3-smidegree) 4-smistep (4-smidegree) 5-smistep (5-smidegree) 6-smistep (6-smidegree) smioctave (7-smidegree)		Mode UDP Mode name Rotational order smiunison (0-smidegree) 1-smistep (1-smidegree) 2-smistep (2-smidegree) 3-smistep (3-smidegree) 4-smistep (4-smidegree) 5-smistep (5-smidegree) 6-smistep (6-smidegree) smioctave (7-smidegree)
	------- ----- ----------- ------------------ ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- -------------------------		------- ----- ----------- ------------------ ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- -------------------------

Ganaram inukshuk: /* Update (Nov 2022) */ Additional edit to make table sortable, added caption

2022-11-17T06:38:23Z

Update (Nov 2022): Additional edit to make table sortable, added caption

← Older revision		Revision as of 06:38, 17 November 2022
Line 2,215:		Line 2,215:
	sLsLsLL 0\|6 Mode 7 2 0 (perfect) s (minor) L+s (perfect) L+2s (minor) 2L+2s (minor) 2L+3s (diminished) 3L+3s (minor) 4L+3s (perfect)		sLsLsLL 0\|6 Mode 7 2 0 (perfect) s (minor) L+s (perfect) L+2s (minor) 2L+2s (minor) 2L+3s (diminished) 3L+3s (minor) 4L+3s (perfect)
	</syntaxhighlight>The same output can be formatted as a wikitable. Other table features (such as sorting) may require additional edits.		</syntaxhighlight>The same output can be formatted as a wikitable. Other table features (such as sorting) may require additional edits.
	{\| class="wikitable" style="text-align: left;"		{\| class="wikitable sortable" style="text-align: left;"
	\|+ ~~<!-- caption -->~~		\|+Modes of 4L 3s (smitonic)
	\|-		\|-
	! Mode !! UDP !! Mode name !! align="right"\| Rotational order !! smiunison (0-smidegree) !! 1-smistep (1-smidegree) !! 2-smistep (2-smidegree) !! 3-smistep (3-smidegree) !! 4-smistep (4-smidegree) !! 5-smistep (5-smidegree) !! 6-smistep (6-smidegree) !! smioctave (7-smidegree)		! Mode !! UDP !! Mode name !! align="right"\| Rotational order !! smiunison (0-smidegree) !! 1-smistep (1-smidegree) !! 2-smistep (2-smidegree) !! 3-smistep (3-smidegree) !! 4-smistep (4-smidegree) !! 5-smistep (5-smidegree) !! 6-smistep (6-smidegree) !! smioctave (7-smidegree)

Ganaram inukshuk: /* Update (Nov 2022) */ Added wikitable-formatted example

2022-11-17T06:36:10Z

Update (Nov 2022): Added wikitable-formatted example

@@ Line 2,214: / Line 2,214: @@
 sLsLLsL  1|5    Mode 6                        4  0 (perfect)                s (minor)                  L+s (perfect)              L+2s (minor)               2L+2s (minor)              3L+2s (perfect)            3L+3s (minor)              4L+3s (perfect)
 sLsLsLL  0|6    Mode 7                        2  0 (perfect)                s (minor)                  L+s (perfect)              L+2s (minor)               2L+2s (minor)              2L+3s (diminished)         3L+3s (minor)              4L+3s (perfect)
-</syntaxhighlight>The same output can be formatted as a wikitable.
+</syntaxhighlight>The same output can be formatted as a wikitable. Other table features (such as sorting) may require additional edits.

Ganaram inukshuk: /* Moscalc and Modecalc (as a Jupyter notebook) */ Sample output for updated code (consolidated mosstep/mosdegree table)

2022-11-17T06:32:59Z

Moscalc and Modecalc (as a Jupyter notebook): Sample output for updated code (consolidated mosstep/mosdegree table)

← Older revision		Revision as of 06:32, 17 November 2022
Line 2,202:		Line 2,202:
	* Scale degrees are generally described with terms such as major, minor, augmented, diminished, and perfect. Here, they're enumerated in decreasing order based on size, where larger enumerations denote larger intervals (and therefore larger scale degrees). Perfect intervals, such as the unison and octave, always appear as one size each, and so their scale degrees are always perfect. The other scale degrees that are described as perfect come from the generating intervals (such as the perfect 5th and perfect 4th); these usually apply for moment-of-symmetry scales. A perfect 5th is described as perfect because it appears as that size in all but one mode (the locrian mode, where it's a diminished 5th instead), and a perfect 4th is described as perfect because it appears as that size in all but one mode (then lydian mode, where it's an augmented 4th instead).		* Scale degrees are generally described with terms such as major, minor, augmented, diminished, and perfect. Here, they're enumerated in decreasing order based on size, where larger enumerations denote larger intervals (and therefore larger scale degrees). Perfect intervals, such as the unison and octave, always appear as one size each, and so their scale degrees are always perfect. The other scale degrees that are described as perfect come from the generating intervals (such as the perfect 5th and perfect 4th); these usually apply for moment-of-symmetry scales. A perfect 5th is described as perfect because it appears as that size in all but one mode (the locrian mode, where it's a diminished 5th instead), and a perfect 4th is described as perfect because it appears as that size in all but one mode (then lydian mode, where it's an augmented 4th instead).
	* Intervals and scale degrees are enumerated starting at 0 rather than 1.		* Intervals and scale degrees are enumerated starting at 0 rather than 1.

			=== Update (Nov 2022) ===
			There is now an option to output a mos table as one consolidated table using the MosModecalcOnetable() function. Example output below (may be too wide on some screens).<syntaxhighlight>
			Mode UDP Mode name Rotational order smiunison (0-smidegree) 1-smistep (1-smidegree) 2-smistep (2-smidegree) 3-smistep (3-smidegree) 4-smistep (4-smidegree) 5-smistep (5-smidegree) 6-smistep (6-smidegree) smioctave (7-smidegree)
			------- ----- ----------- ------------------ ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- ------------------------- -------------------------
			LLsLsLs 6\|0 Mode 1 0 0 (perfect) L (major) 2L (augmented) 2L+s (major) 3L+s (major) 3L+2s (perfect) 4L+2s (major) 4L+3s (perfect)
			LsLLsLs 5\|1 Mode 2 5 0 (perfect) L (major) L+s (perfect) 2L+s (major) 3L+s (major) 3L+2s (perfect) 4L+2s (major) 4L+3s (perfect)
			LsLsLLs 4\|2 Mode 3 3 0 (perfect) L (major) L+s (perfect) 2L+s (major) 2L+2s (minor) 3L+2s (perfect) 4L+2s (major) 4L+3s (perfect)
			LsLsLsL 3\|3 Mode 4 1 0 (perfect) L (major) L+s (perfect) 2L+s (major) 2L+2s (minor) 3L+2s (perfect) 3L+3s (minor) 4L+3s (perfect)
			sLLsLsL 2\|4 Mode 5 6 0 (perfect) s (minor) L+s (perfect) 2L+s (major) 2L+2s (minor) 3L+2s (perfect) 3L+3s (minor) 4L+3s (perfect)
			sLsLLsL 1\|5 Mode 6 4 0 (perfect) s (minor) L+s (perfect) L+2s (minor) 2L+2s (minor) 3L+2s (perfect) 3L+3s (minor) 4L+3s (perfect)
			sLsLsLL 0\|6 Mode 7 2 0 (perfect) s (minor) L+s (perfect) L+2s (minor) 2L+2s (minor) 2L+3s (diminished) 3L+3s (minor) 4L+3s (perfect)
			</syntaxhighlight>The same output can be formatted as a wikitable.

Ganaram inukshuk: Added the moscalc and modecalc program

2022-07-22T02:37:31Z

Added the moscalc and modecalc program

← Older revision		Revision as of 02:37, 22 July 2022
Line 2,142:		Line 2,142:
	LLLLLLsLLLLLs - 11L 2s		LLLLLLsLLLLLs - 11L 2s
	LLLLLLLLLLLLs - 12L 1s		LLLLLLLLLLLLs - 12L 1s

			== Moscalc and Modecalc (as a Jupyter notebook) ==
			This is a Python port of the aforementioned Moscalc program written in C++. This is accompanied by a Modecalc program that finds a scale's modes, the intervals for those modes, and the scale degrees for those modes.

			Source code: https://gist.github.com/GanaramInukshuk/3b09f806573ecd90745d1d7fad11abdc

			Example output for 3L 4s:
			Scale modes sorted by modal brightness:
			---------- --- ------ ------ ------ ------ ------ ------ ------ ------
			Modestring UDP 0-step 1-step 2-step 3-step 4-step 5-step 6-step 7-step
			LsLsLss 0\|6 0 L L+s 2L+s 2L+2s 3L+2s 3L+3s 3L+4s
			LsLssLs 1\|5 0 L L+s 2L+s 2L+2s 2L+3s 3L+3s 3L+4s
			LssLsLs 2\|4 0 L L+s L+2s 2L+2s 2L+3s 3L+3s 3L+4s
			sLsLsLs 3\|3 0 s L+s L+2s 2L+2s 2L+3s 3L+3s 3L+4s
			sLsLssL 4\|2 0 s L+s L+2s 2L+2s 2L+3s 2L+4s 3L+4s
			sLssLsL 5\|1 0 s L+s L+2s L+3s 2L+3s 2L+4s 3L+4s
			ssLsLsL 6\|0 0 s 2s L+2s L+3s 2L+3s 2L+4s 3L+4s
			---------- --- ------ ------ ------ ------ ------ ------ ------ ------

			Scale modes sorted by cyclic permutational order (starting at brightest mode):
			---------- --- ------ ------ ------ ------ ------ ------ ------ ------
			Modestring CPO 0-step 1-step 2-step 3-step 4-step 5-step 6-step 7-step
			LsLsLss 0 0 L L+s 2L+s 2L+2s 3L+2s 3L+3s 3L+4s
			sLsLssL 1 0 s L+s L+2s 2L+2s 2L+3s 2L+4s 3L+4s
			LsLssLs 2 0 L L+s 2L+s 2L+2s 2L+3s 3L+3s 3L+4s
			sLssLsL 3 0 s L+s L+2s L+3s 2L+3s 2L+4s 3L+4s
			LssLsLs 4 0 L L+s L+2s 2L+2s 2L+3s 3L+3s 3L+4s
			ssLsLsL 5 0 s 2s L+2s L+3s 2L+3s 2L+4s 3L+4s
			sLsLsLs 6 0 s L+s L+2s 2L+2s 2L+3s 3L+3s 3L+4s
			---------- --- ------ ------ ------ ------ ------ ------ ------ ------

			Scale degrees for each mode (modes sorted by modal brightness):
			---------- --- ----- ----- ----- ----- ----- ----- ----- -----
			Modestring UDP 0-deg 1-deg 2-deg 3-deg 4-deg 5-deg 6-deg 7-deg
			LsLsLss 0\|6 0 1 1 1 1 1 1 0
			LsLssLs 1\|5 0 1 1 1 1 0 1 0
			LssLsLs 2\|4 0 1 1 0 1 0 1 0
			sLsLsLs 3\|3 0 0 1 0 1 0 1 0
			sLsLssL 4\|2 0 0 1 0 1 0 0 0
			sLssLsL 5\|1 0 0 1 0 0 0 0 0
			ssLsLsL 6\|0 0 0 0 0 0 0 0 0
			---------- --- ----- ----- ----- ----- ----- ----- ----- -----

			Scale degrees for each mode (modes sorted by cyclic permutational order):
			---------- --- ----- ----- ----- ----- ----- ----- ----- -----
			Modestring CPO 0-deg 1-deg 2-deg 3-deg 4-deg 5-deg 6-deg 7-deg
			LsLsLss 0 0 1 1 1 1 1 1 0
			sLsLssL 1 0 0 1 0 1 0 0 0
			LsLssLs 2 0 1 1 1 1 0 1 0
			sLssLsL 3 0 0 1 0 0 0 0 0
			LssLsLs 4 0 1 1 0 1 0 1 0
			ssLsLsL 5 0 0 0 0 0 0 0 0
			sLsLsLs 6 0 0 1 0 1 0 1 0
			---------- --- ----- ----- ----- ----- ----- ----- ----- -----
			Instructions for how to read the output:

			* A scale's modes are rotations of a scale, represented as a string. These are sorted in two different ways: modal brightness and cyclic permutational order.
			* A scale's intervals are a substring of a mode's scalestring. Since the order of steps doesn't matter in an interval, the sum of steps is shown in the table instead.
			* Scale degrees are generally described with terms such as major, minor, augmented, diminished, and perfect. Here, they're enumerated in decreasing order based on size, where larger enumerations denote larger intervals (and therefore larger scale degrees). Perfect intervals, such as the unison and octave, always appear as one size each, and so their scale degrees are always perfect. The other scale degrees that are described as perfect come from the generating intervals (such as the perfect 5th and perfect 4th); these usually apply for moment-of-symmetry scales. A perfect 5th is described as perfect because it appears as that size in all but one mode (the locrian mode, where it's a diminished 5th instead), and a perfect 4th is described as perfect because it appears as that size in all but one mode (then lydian mode, where it's an augmented 4th instead).
			* Intervals and scale degrees are enumerated starting at 0 rather than 1.

Ganaram inukshuk: Added the moscalc program I made some time back

2022-07-14T20:36:30Z

Added the moscalc program I made some time back

← Older revision		Revision as of 20:36, 14 July 2022
Line 2,041:		Line 2,041:
	\|		\|
	\|}		\|}

			== Moscalc program ==
			This is a program that finds a string representing a mos xL ys in its brightest mode, given only x and y.

			Source code: https://gist.github.com/GanaramInukshuk/4f34eb7b113e8c735c266f8f8e45d865

			Example output for 4-note to 13-note mosses:
			4-note scales:
			Lsss - 1L 3s
			LsLs - 2L 2s
			LLLs - 3L 1s

			5-note scales:
			Lssss - 1L 4s
			LsLss - 2L 3s
			LLsLs - 3L 2s
			LLLLs - 4L 1s

			6-note scales:
			Lsssss - 1L 5s
			LssLss - 2L 4s
			LsLsLs - 3L 3s
			LLsLLs - 4L 2s
			LLLLLs - 5L 1s

			7-note scales:
			Lssssss - 1L 6s
			LssLsss - 2L 5s
			LsLsLss - 3L 4s
			LLsLsLs - 4L 3s
			LLLsLLs - 5L 2s
			LLLLLLs - 6L 1s

			8-note scales:
			Lsssssss - 1L 7s
			LsssLsss - 2L 6s
			LsLssLss - 3L 5s
			LsLsLsLs - 4L 4s
			LLsLLsLs - 5L 3s
			LLLsLLLs - 6L 2s
			LLLLLLLs - 7L 1s

			9-note scales:
			Lssssssss - 1L 8s
			LsssLssss - 2L 7s
			LssLssLss - 3L 6s
			LsLsLsLss - 4L 5s
			LLsLsLsLs - 5L 4s
			LLsLLsLLs - 6L 3s
			LLLLsLLLs - 7L 2s
			LLLLLLLLs - 8L 1s

			10-note scales:
			Lsssssssss - 1L 9s
			LssssLssss - 2L 8s
			LssLssLsss - 3L 7s
			LsLssLsLss - 4L 6s
			LsLsLsLsLs - 5L 5s
			LLsLsLLsLs - 6L 4s
			LLLsLLsLLs - 7L 3s
			LLLLsLLLLs - 8L 2s
			LLLLLLLLLs - 9L 1s

			11-note scales:
			Lssssssssss - 1L 10s
			LssssLsssss - 2L 9s
			LssLsssLsss - 3L 8s
			LsLssLssLss - 4L 7s
			LsLsLsLsLss - 5L 6s
			LLsLsLsLsLs - 6L 5s
			LLsLLsLLsLs - 7L 4s
			LLLsLLLsLLs - 8L 3s
			LLLLLsLLLLs - 9L 2s
			LLLLLLLLLLs - 10L 1s

			12-note scales:
			Lsssssssssss - 1L 11s
			LsssssLsssss - 2L 10s
			LsssLsssLsss - 3L 9s
			LssLssLssLss - 4L 8s
			LsLsLssLsLss - 5L 7s
			LsLsLsLsLsLs - 6L 6s
			LLsLsLLsLsLs - 7L 5s
			LLsLLsLLsLLs - 8L 4s
			LLLsLLLsLLLs - 9L 3s
			LLLLLsLLLLLs - 10L 2s
			LLLLLLLLLLLs - 11L 1s

			13-note scales:
			Lssssssssssss - 1L 12s
			LsssssLssssss - 2L 11s
			LsssLsssLssss - 3L 10s
			LssLssLssLsss - 4L 9s
			LsLssLsLssLss - 5L 8s
			LsLsLsLsLsLss - 6L 7s
			LLsLsLsLsLsLs - 7L 6s
			LLsLLsLsLLsLs - 8L 5s
			LLLsLLsLLsLLs - 9L 4s
			LLLLsLLLsLLLs - 10L 3s
			LLLLLLsLLLLLs - 11L 2s
			LLLLLLLLLLLLs - 12L 1s

Ganaram inukshuk: /* Mosfinder Macro for Microsoft Excel (Visual Basic for Applications) */ Example tables

2022-03-29T08:07:19Z

Mosfinder Macro for Microsoft Excel (Visual Basic for Applications): Example tables

Show changes

Ganaram inukshuk: /* Mosfinder Macro for Microsoft Excel (Visual Basic for Applications) */ Collapsible table?

2022-03-27T20:46:05Z

Mosfinder Macro for Microsoft Excel (Visual Basic for Applications): Collapsible table?

← Older revision		Revision as of 20:46, 27 March 2022
Line 588:		Line 588:

	The following table was auto-generated by the macro and copypasted into the wiki editor. Additional formatting was required (such as designating cells to be header cells).		The following table was auto-generated by the macro and copypasted into the wiki editor. Additional formatting was required (such as designating cells to be header cells).
	{\| class="wikitable"		{\| class="wikitable mw-collapsible"
	! colspan="20" \|Single-Period Scales for 16 Equal Divisions		! colspan="20" \|Single-Period Scales for 16 Equal Divisions
	\|-		\|-

Ganaram inukshuk: Added descriptions for a few programs I wrote, including links to their respective Github Gist pages.

2022-03-26T09:42:30Z

Added descriptions for a few programs I wrote, including links to their respective Github Gist pages.

Show changes