User:Ganaram inukshuk/Notes: Difference between revisions

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== On various mosses, with extended scale names ==

This is an attempt to describe various mosses that I feel are worth describing, even for completion. This contains unofficial scale names that try to be as close to existing TAMNAMS names as possible. The following table shows single-period mosses sorted by generation, including TAMNAMS names, named monolarge (1L ns) scales (italicized), and extended names (marked with asterisks).

This is an attempt to describe various mosses that I feel are worth describing, based on experimenting with these scales or even for completion. This contains unofficial scale names that try to be as close to existing TAMNAMS names as possible. The following table shows single-period mosses sorted by generation, including TAMNAMS names, named monolarge (1L ns) scales (italicized), and extended names (marked with asterisks).

TAMNAMS currently does not name monolarge (1L ns) scales, though if they're deserving of a name regardless, they can be named after their sister scale of nL 1s with the anti- prefix added.

{| class="wikitable mw-collapsible"

! colspan="12" |Mos Family Tree (single-period only), with TAMNAMS Names

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These three scales - 1L 1s, 1L 2s, and 2L 1s - have potentially too few notes to be considered true scales, hence these descriptions are for completeness. The 2nd-order children of 1L 1s include scales already described by TAMNAMS, but also includes a gap in the form of 3L 1s (and to an extent, 1L 3s).

{| class="wikitable"

|+

! colspan="3" |Parent scale

! colspan="3" |1st-order child scales

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|1L 3s

|antitetric

|Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering.

|Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering as a parent scale.

|-

|

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|antideuterotonic or antideuteric

|One of the child scales of 1L 1s.

Being a monolarge scale, tetric (3L 1s) may be more worth considering.

Being a monolarge scale, tetric (3L 1s) may be more worth considering as a parent scale.

|

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|3L 1s

|tetric

|Parent scale to orwelloid and semiquartal, the name tetric is assigned similarly to pentic being the parent of diatonic and antidiatonic.

|Parent scale to orwelloid and semiquartal, the name tetric is assigned similarly to pentic being the parent of diatonic and antidiatonic. (If the hand analogy for manic, or 4L 1s, still holds, consider that cartoon characters are usually depicted with 4 digits on their hands instead of 5.)

|-

|1L 1s

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=== 5L 7s, 7L 5s, and their child mosses ===

5L 2s has two children: 5L 7s and 7L 5s, or p- and m-chromatic respectively. This section names the second-order children of 5L 2s.

5L 2s has two children: 5L 7s and 7L 5s, or p- and m-chromatic respectively. This section names the second-order children of 5L 2s. This pattern may potentially be generalized.

{| class="wikitable"

! colspan="3" |Parent scale

@@ Line 954: / Line 954: @@
 == On various mosses, with extended scale names ==
-This is an attempt to describe various mosses that I feel are worth describing, even for completion. This contains unofficial scale names that try to be as close to existing TAMNAMS names as possible. The following table shows single-period mosses sorted by generation, including TAMNAMS names, named monolarge (1L ns) scales (italicized), and extended names (marked with asterisks).
+This is an attempt to describe various mosses that I feel are worth describing, based on experimenting with these scales or even for completion. This contains unofficial scale names that try to be as close to existing TAMNAMS names as possible. The following table shows single-period mosses sorted by generation, including TAMNAMS names, named monolarge (1L ns) scales (italicized), and extended names (marked with asterisks).
+TAMNAMS currently does not name monolarge (1L ns) scales, though if they're deserving of a name regardless, they can be named after their sister scale of nL 1s with the anti- prefix added.
 {| class="wikitable mw-collapsible"
 ! colspan="12" |Mos Family Tree (single-period only), with TAMNAMS Names
@@ Line 1,285: / Line 1,287: @@
 These three scales - 1L 1s, 1L 2s, and 2L 1s - have potentially too few notes to be considered true scales, hence these descriptions are for completeness. The 2nd-order children of 1L 1s include scales already described by TAMNAMS, but also includes a gap in the form of 3L 1s (and to an extent, 1L 3s).
 {| class="wikitable"
-|+
 ! colspan="3" |Parent scale
 ! colspan="3" |1st-order child scales
@@ Line 1,308: / Line 1,309: @@
 |1L 3s
 |antitetric
-|Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering.
+|Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering as a parent scale.
 |-
 |
@@ Line 1,316: / Line 1,317: @@
 |antideuterotonic or antideuteric
 |One of the child scales of 1L 1s.
-Being a monolarge scale, tetric (3L 1s) may be more worth considering.
+Being a monolarge scale, tetric (3L 1s) may be more worth considering as a parent scale.
 |
 |
@@ Line 1,329: / Line 1,330: @@
 |3L 1s
 |tetric
-|Parent scale to orwelloid and semiquartal, the name tetric is assigned similarly to pentic being the parent of diatonic and antidiatonic.
+|Parent scale to orwelloid and semiquartal, the name tetric is assigned similarly to pentic being the parent of diatonic and antidiatonic. (If the hand analogy for manic, or 4L 1s, still holds, consider that cartoon characters are usually depicted with 4 digits on their hands instead of 5.)
 |-
 |1L 1s
@@ Line 1,374: / Line 1,375: @@
 === 5L 7s, 7L 5s, and their child mosses ===
-L 2s has two children: 5L 7s and 7L 5s, or p- and m-chromatic respectively. This section names the second-order children of 5L 2s.
+L 2s has two children: 5L 7s and 7L 5s, or p- and m-chromatic respectively. This section names the second-order children of 5L 2s. This pattern may potentially be generalized.
 {| class="wikitable"
 ! colspan="3" |Parent scale