Module:ED intro: Difference between revisions

Line 4:

local p = {}

-- ~~Notes on supported types:~~

-- Module for creating an intro for an equal-division tuning.

-- - Supported types: edo, edt, edf, edh, edr, edc (for octave, tritave/twelfth,

-- Supported types: edo, edt, edf, edh, edr, edc (for octave, tritave/twelfth,

-- fifth, arbitrary harmonic h, arbitrary ratio r, and arbitrary cents c).

-- - ~~Note that EDs of irrational numbers (edir) aren't supported since some of~~

-- these ~~constants have names (e, pi, phi) or~~ are ~~formatted in special ways~~

-- Notes:

-- ~~(sqrt(2))~~. ~~These aren't very common and can be expressed as edc's if need~~

-- - Edo and edt are technically edh's, and edf an edr; these are their own

-- ~~be (edsqrt(2)~~ is ~~ed600c)~~, ~~or as an ed of a non-integer number (ed1.41421)~~.

-- types because their intros have specific wording.

-- - ~~Also note that, under harmontonic~~ tuning, edc and edr are ~~the same as~~ ASp

-- - Edh is a special case of edr, where the ratio is h/1.

-- ~~and APSp~~ (ambitonal sequence and arithmetic pitch sequence)~~; these were~~

-- - Under harmonotonic tuning, edc and edr are also called ASp and APSp

-- ~~recently~~ reclassified as ~~edr~~ and ~~edc~~, ~~however~~.

-- (ambitonal sequence and arithmetic pitch sequence, respectively). These

-- were formerly called equal-step tunings but were reclassified as 1ed.

-- - Equal divisions of irrational constants (such as pi and e) are not very

-- common, but can be denoted as equal divisions of arbitrary cent values if

-- needed.

-- Parse ed function

Line 131:

Line 135:

end

-- Produce a ~~map~~ of text to replace

-- Produce a table of key-value pairs of text to replace

-- - ''k'': number of steps in ed

-- - ''s'': size of a step

@@ Line 4: / Line 4: @@
 local p = {}
--- Notes on supported types:
+-- Module for creating an intro for an equal-division tuning.
--- - Supported types: edo, edt, edf, edh, edr, edc (for octave, tritave/twelfth,
+-- Supported types: edo, edt, edf, edh, edr, edc (for octave, tritave/twelfth,
---   fifth, arbitrary harmonic h, arbitrary ratio r, and arbitrary cents c).
+-- fifth, arbitrary harmonic h, arbitrary ratio r, and arbitrary cents c).
--- - Note that EDs of irrational numbers (edir) aren't supported since some of
---   these constants have names (e, pi, phi) or are formatted in special ways
+-- Notes:
---   (sqrt(2)). These aren't very common and can be expressed as edc's if need
+-- - Edo and edt are technically edh's, and edf an edr; these are their own
---   be (edsqrt(2) is ed600c), or as an ed of a non-integer number (ed1.41421).
+--   types because their intros have specific wording.
--- - Also note that, under harmontonic tuning, edc and edr are the same as ASp
+-- - Edh is a special case of edr, where the ratio is h/1.
---   and APSp (ambitonal sequence and arithmetic pitch sequence); these were
+-- - Under harmonotonic tuning, edc and edr are also called ASp and APSp
---   recently reclassified as edr and edc, however.
+--   (ambitonal sequence and arithmetic pitch sequence, respectively). These
+--   were formerly called equal-step tunings but were reclassified as 1ed.
+-- - Equal divisions of irrational constants (such as pi and e) are not very
+--   common, but can be denoted as equal divisions of arbitrary cent values if
+--   needed.
 -- Parse ed function
@@ Line 131: / Line 135: @@
 	end
-	-- Produce a map of text to replace
+	-- Produce a table of key-value pairs of text to replace
 	-- - ''k'': number of steps in ed
 	-- - ''s'': size of a step