41edo solfege: Difference between revisions

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*To + M2 = Fra (vM7 + M2 = m9)

*Ti + M2 = Fro (~7 + M2 = vm9)

In general, one can add or subtract any conventional (i.e. plain) interval from any note, and the result will be as expected. But only if the expected answer exists in the solfege. It must exist on the 13-note chain of 5ths from dim5 to aug4. In other words, the expected answer must not be augmented or diminished, unless it's an aug4 or a dim5. For example, one can easily add a M3 to any note other than a L-, M-, T- or P- note. Thus Ro + M3 = Po and Na + M3 = Sa. However because the -i chain is only 6 notes long, when adding to (or subtracting from) an -i note, the expected answer must exist on the P5-A4 chain.

In general, one can add or subtract any conventional (i.e. plain) interval from any note, and the result will be as expected. But only if the expected answer exists in the solfege. It must exist on the 13-note chain of 5ths from dim5 to aug4. In other words, the expected answer must not be augmented or diminished, unless it's an aug4 or a dim5. (Otherwise, one must use an enharmonic equivalent.) For example, one can easily add a M3 to any note other than a L-, M-, T- or P- note. Thus Ro + M3 = Po and Na + M3 = Sa. However because the -i chain is only 6 notes long, when adding to (or subtracting from) an -i note, the expected answer must exist on the P5-A4 chain.

One can add/subtract an unconventional (upped or downed) interval as well. The ups and downs add up and cancel out as expected. Thus Ra + vM2 = Mo and Ru + vM2 = Ma. Obviously the vowel will change. Again, the expected answer must exist in the solfege. No double-upmajor, double-upmionor or double-downminor intervals! (Double-downmajor is mid, thus Ro + vM2 = Mi.)

=== Learning suggestion===

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The downmajor and upminor scales are the same as conventional solfege.

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[[Category:41edo]]

[[Category:Solfege]]

@@ Line 244: / Line 244: @@
 *To + M2 = Fra (vM7 + M2 = m9)
 *Ti + M2 = Fro (~7 + M2 = vm9)
-In general, one can add or subtract any conventional (i.e. plain) interval from any note, and the result will be as expected. But only if the expected answer exists in the solfege. It must exist on the 13-note chain of 5ths from dim5 to aug4. In other words, the expected answer must not be augmented or diminished, unless it's an aug4 or a dim5. For example, one can easily add a M3 to any note other than a L-, M-, T- or P- note. Thus Ro + M3 = Po and Na + M3 = Sa. However because the -i chain is only 6 notes long, when adding to (or subtracting from) an -i note, the expected answer must exist on the P5-A4 chain.
+In general, one can add or subtract any conventional (i.e. plain) interval from any note, and the result will be as expected. But only if the expected answer exists in the solfege. It must exist on the 13-note chain of 5ths from dim5 to aug4. In other words, the expected answer must not be augmented or diminished, unless it's an aug4 or a dim5. (Otherwise, one must use an enharmonic equivalent.)  For example, one can easily add a M3 to any note other than a L-, M-, T- or P- note. Thus Ro + M3 = Po and Na + M3 = Sa. However because the -i chain is only 6 notes long, when adding to (or subtracting from) an -i note, the expected answer must exist on the P5-A4 chain.
+One can add/subtract an unconventional (upped or downed) interval as well. The ups and downs add up and cancel out as expected. Thus Ra + vM2 = Mo and Ru + vM2 = Ma. Obviously the vowel will change. Again, the expected answer must exist in the solfege. No double-upmajor, double-upmionor or double-downminor intervals! (Double-downmajor is mid, thus Ro + vM2 = Mi.)
 === Learning suggestion===
@@ Line 376: / Line 378: @@
 |}
 The downmajor and upminor scales are the same as conventional solfege.
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 [[Category:41edo]]
 [[Category:Solfege]]