Category:Easley Blackwood's notation
Jump to navigation
Jump to search
Easley Blackwood, Jr. uses a separate system of notation for each equal temperament from 13 to 24.
For example, in 16 equal temperament intervals are notated similarly to those they approximate and there are fewer enharmonic equivalents (than in 12 equal temperament).[1] In 21 equal temperament intervals are notated similarly to those they approximate and there are different enharmonic equivalents (than in 12 equal temperament).[2]
Sources
[edit]- ↑ Myles Leigh Skinner (2007). Toward a Quarter-tone Syntax: Analyses of Selected Works by Blackwood, Haba, Ives, and Wyschnegradsky, p.55. ISBN 9780542998478.
- ↑ Douglas Keislar; Easley Blackwood; John Eaton; Lou Harrison; Ben Johnston; Joel Mandelbaum; William Schottstaedt (Winter, 1991). "Six American Composers on Nonstandard Tunnings ", p.190, Perspectives of New Music, Vol. 29, No. 1, pp. 176-211.
microtonal notation | |||||
Upload media | |||||
Instance of | |||||
---|---|---|---|---|---|
| |||||
Media in category "Easley Blackwood's notation"
The following 61 files are in this category, out of 61 total.
-
1 step in 15TET on C.mid 7.3 s; 230 bytes
-
1 step in 16-et on C.mid 7.3 s; 230 bytes
-
1 step in 17-et on C.mid 6.0 s; 206 bytes
-
1 step in 19-et on C.mid 6.0 s; 206 bytes
-
10 steps in 17-et on C.mid 6.0 s; 206 bytes
-
10 steps in 19-et on C.mid 6.0 s; 206 bytes
-
11 steps in 15TET on C.mid 6.0 s; 206 bytes
-
11 steps in 16-et on C.mid 7.3 s; 230 bytes
-
11 steps in 17-et on C.mid 6.0 s; 206 bytes
-
11 steps in 19-et on C.mid 6.0 s; 206 bytes
-
12 steps in 15TET on C.mid 6.0 s; 206 bytes
-
12 steps in 17-et on C.mid 6.0 s; 206 bytes
-
13 steps in 15TET on C.mid 6.0 s; 206 bytes
-
13 steps in 16-et on C.mid 7.3 s; 230 bytes
-
13 steps in 17-et on C.mid 6.0 s; 206 bytes
-
14 steps in 15TET on C.mid 6.0 s; 206 bytes
-
14 steps in 17-et on C.mid 6.0 s; 206 bytes
-
15 steps in 16-et on C.mid 7.3 s; 230 bytes
-
15 steps in 17-et on C.mid 3.3 s; 146 bytes
-
15-tet diatonic scale on C.png 2,156 × 419; 18 KB
-
15-tet diatonic scale on C.svg 808 × 149; 27 KB
-
15-tet scale on C.png 1,049 × 114; 4 KB
-
16 steps in 17-et on C.mid 6.0 s; 206 bytes
-
16-tet scale on C.png 1,042 × 137; 4 KB
-
17-tet scale on C.png 1,040 × 127; 4 KB
-
18 steps in 19-et on C.mid 7.3 s; 230 bytes
-
19 equal temperament keyboard split sharp.png 1,157 × 677; 37 KB
-
19 equal temperament keyboard.png 1,301 × 485; 20 KB
-
19 steps in 21-et on C.mid 7.3 s; 230 bytes
-
19-TET circle of fifths.png 977 × 925; 38 KB
-
19-tet scale on C.png 1,056 × 117; 3 KB
-
2 steps in 15-et on C.mid 6.0 s; 206 bytes
-
2 steps in 17-et on C.mid 6.0 s; 206 bytes
-
2 steps in 19-et on C.mid 6.0 s; 206 bytes
-
2 steps in 21-et on C.mid 7.3 s; 230 bytes
-
21-tet scale on C.png 1,092 × 85; 3 KB
-
24-tet scale on C.png 1,081 × 87; 3 KB
-
3 steps in 16-et on C.mid 6.0 s; 206 bytes
-
3 steps in 17-et on C.mid 6.0 s; 206 bytes
-
3 steps in 19-et on C.mid 6.0 s; 206 bytes
-
4 steps in 15TET on C.mid 7.3 s; 230 bytes
-
4 steps in 17-et on C.mid 6.0 s; 206 bytes
-
4 steps in 19-et on C.mid 6.0 s; 206 bytes
-
5 steps in 16-et on C.mid 7.3 s; 230 bytes
-
5 steps in 17-et on C.mid 6.0 s; 206 bytes
-
5 steps in 19-et on C.mid 6.0 s; 206 bytes
-
6 steps in 15TET on C.mid 6.0 s; 206 bytes
-
6 steps in 17-et on C.mid 6.0 s; 206 bytes
-
6 steps in 19-et on C.mid 6.0 s; 206 bytes
-
7 steps in 15TET on C.mid 6.0 s; 206 bytes
-
7 steps in 16-et on C.mid 6.0 s; 206 bytes
-
7 steps in 17-et on C.mid 6.0 s; 206 bytes
-
7 steps in 19-et on C.mid 6.0 s; 206 bytes
-
8 steps in 15TET on C.mid 6.0 s; 206 bytes
-
8 steps in 17-et on C.mid 6.0 s; 206 bytes
-
8 steps in 19-et on C.mid 6.0 s; 206 bytes
-
9 steps in 15TET on C.mid 6.0 s; 206 bytes
-
9 steps in 16-et on C.mid 7.3 s; 230 bytes
-
9 steps in 17-et on C.mid 6.0 s; 206 bytes
-
9 steps in 19-et on C.mid 6.0 s; 206 bytes
-
Major chord on C in 15 equal temperament.png 835 × 477; 11 KB