User:Ganaram inukshuk/Notes: Difference between revisions
m →On various mosses, with extended scale names: Clarified monolarge naming and added tetric hand analogy |
m →On various mosses, with extended scale names: merged cells |
||
| Line 1,301: | Line 1,301: | ||
!Notes | !Notes | ||
|- | |- | ||
| | | rowspan="7" |1L 1s | ||
| | | rowspan="7" |prototonic or protic | ||
| | | rowspan="7" |The progenitor scale of all single-period mosses. | ||
| | Despite being a monolarge scale, it's also its own sister and is named regardless. | ||
| | | rowspan="3" |1L 2s | ||
| | | rowspan="3" |antideuterotonic or antideuteric | ||
| rowspan="3" |One of the child scales of 1L 1s. | |||
Being a monolarge scale, tetric (3L 1s) may be more worth considering as a parent scale. | |||
|1L 3s | |1L 3s | ||
|antitetric | |antitetric | ||
|Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering as a parent scale. | |Monolarge scale. Similarly to 3L 1s with 1L 2s, 4L 1s may be worth considering as a parent scale. | ||
|- | |- | ||
| | | | ||
| | | | ||
| | | | ||
|- | |- | ||
|3L 1s | |3L 1s | ||
|tetric | |tetric | ||
|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.) | |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.) | ||
|- | |- | ||
| | | | ||
| | | | ||
| Line 1,343: | Line 1,328: | ||
| | | | ||
|- | |- | ||
| | | rowspan="3" |2L 1s | ||
| | | rowspan="3" |deuterotonic or deuteric | ||
| | | rowspan="3" |One of the child scales of 1L 1s. | ||
| | |||
| | |||
| | |||
|2L 3s | |2L 3s | ||
|pentic | |pentic | ||
|Already established name. | |Already established name. | ||
|- | |- | ||
| | | | ||
| | | | ||
| | | | ||
|- | |- | ||
|3L 2s | |3L 2s | ||
|antipentic | |antipentic | ||
| Line 1,391: | Line 1,361: | ||
!Notes | !Notes | ||
|- | |- | ||
| | | rowspan="7" |5L 2s | ||
| | | rowspan="7" |diatonic | ||
| | | rowspan="7" |Already established name. | ||
| | | rowspan="3" |5L 7s | ||
| | | rowspan="3" |p-chromatic | ||
| | | rowspan="3" |Already established name. | ||
|5L 12s | |5L 12s | ||
|p-superchromatic | |p-superchromatic | ||
| rowspan="3" |<nowiki>Names are based on the relationship between a small step and diesis (|L-2s|); unlike the m-scales, the small step continues to be a prominent scale step </nowiki> | | rowspan="3" |<nowiki>Names are based on the relationship between a small step and diesis (|L-2s|); unlike the m-scales, the small step continues to be a prominent scale step.</nowiki> | ||
P-superchromatic is named for its diesis being larger than a small step, where the reverse is true for p-suprachromatic. | P-superchromatic is named for its diesis being larger than a small step, where the reverse is true for p-suprachromatic. | ||
|- | |- | ||
| | | | ||
| | | | ||
|- | |- | ||
|12L 5s | |12L 5s | ||
|p-suprachromatic | |p-suprachromatic | ||
|- | |- | ||
| | | | ||
| | | | ||
| Line 1,430: | Line 1,385: | ||
| | | | ||
|- | |- | ||
| | | rowspan="3" |7L 5s | ||
| | | rowspan="3" |m-chromatic | ||
| | | rowspan="3" |Already established name. | ||
| | |||
| | |||
| | |||
|7L 5s | |7L 5s | ||
|m-suprachromatic | |m-suprachromatic | ||
| Line 1,441: | Line 1,393: | ||
M-superchromatic is named for its diesis being smaller than a chroma, where the reverse is true for m-suprachromatic. | M-superchromatic is named for its diesis being smaller than a chroma, where the reverse is true for m-suprachromatic. | ||
|- | |- | ||
| | | | ||
| | | | ||
|- | |- | ||
|5L 7s | |5L 7s | ||
|m-superchromatic | |m-superchromatic | ||
|} | |} | ||