Task 1
For this piece we focused on harmonics as a contrast to our task 2. The chords were F#m, A and D. I improvised over these chords using Pbinds and changing the \degree, the \octave and the \dur. For F# i used F# natural minor scale as my base for improvisation then the chord change to A occurs which is a minor 3rd change, however A is the relative major of F#m so i used A major scale. Next change is from A to D which is a 4th change, this is a change used a lot in film music because of its very “heroic” sound, basically the chords are very similar in sound due to having many of the same harmonic intervals, but they start from different root notes. I used mostly D lydian but also D major to give it a stronger harmonic relationship with the root note. Last change is from D back to F# which is a major 3rd. This chord sequence is then repeated, the second time Greg and Nick introduce their Pbinds and i play at an octave higher.
If i was to compose this piece again i would probably gone for more interesting chord changes which have little harmonic relationship such as 2nd and flat 5ths because i feel major and minor 3rd and 4ths have too much similarity, but this maybe just because i listen to a lot of jazz which focuses on harmonic differences, also i was taught harmonics by a jazz pianist.
Below is a rough graphic score, but i feel this piece can not easily be described in a graphic score because it focuses on harmonies with a lot of improvisation, rather then sounds like our task 2.
Below is the Pbinds i used for this composition.
(h = ( e = Pbind( \degree, Pseq([0,1,2,4,6,3,4,8],inf),\dur, Prand([0.2,0.4,0.8],inf), \amp, 0.3, \octave, 3, \root,6, \scale, [0,3,7,14],\instrument, \cfstring1, \ctranspose, 0).play;))
(h =(e.stream = Pbind(\degree, Pxrand([10,13,2,4,7,10,5,12,9],inf), \dur, Prand([0.8,0.16,0.2],inf), \scale, [0, 4, 7, 11], \root, 9,\amp, 0.3, \octave, 4, \instrument, \cfstring1 ).asStream;))
(h =(e.stream = Pbind( \degree, Pseq([3,12,11,12,6,6,14,8],inf), \dur, Prand([0.16,0.1,0.8],inf), \amp, 0.3, \octave,4, \root, 2, \scale, [0,4,7], \instrument, \cfstring1, \ctranspose, 0 ).asStream;))
(h = (e.stream = Pbind( \degree, Pseq([10,10,13,4,11,7,10,12],inf), \dur, Prand([0.2,0.2,0.8],inf), \amp, 0.3, \octave, 4, \root,6, \scale, [0,3,7,14], \instrument, \cfstring1, \ctranspose, 0 ).asStream;))
h.stop(4)




