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pascal-triangle
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1 | |
1 1 | |
1 2 1 | |
1 3 3 1 | |
1 4 6 4 1 | |
1 5 10 10 5 1 |
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>>> list(pascals_triangle(5)) | |
>>> [[1], [1, 1], [1, 2, 1], [1, 3, 3, 1], [1, 4, 6, 4, 1]] |
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def play_list(pitch_list, octave_list, duration, | |
volume=120): | |
result = NoteSeq() | |
for pitch in pitch_list: | |
note = pitch % 12 | |
octave = choice_if_list(octave_list) | |
dur = choice_if_list(duration) | |
vol = choice_if_list(volume) | |
result.append(Note(note, octave, dur, vol)) | |
return result |
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def random1(): | |
chromatic = range(0, 12) | |
durations = [1/64, 1/32, 1/16, 1/8, 1/4, 1/2, 1] | |
notes1 = random_notes(chromatic, | |
range(0, 9), | |
durations, | |
100, | |
range(0, 128, 20)) | |
gen_midi("random1.mid", notes1) |
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def random2(): | |
chromatic = range(0, 12) | |
notes2 = random_notes(chromatic, | |
range(3, 7), | |
[1/16, 1/8], | |
100) | |
gen_midi("random2.mid", notes2) |
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def random3(): | |
pentatonic = [0, 2, 4, 7, 9] | |
notes = random_notes(pentatonic, | |
range(5, 7), | |
1/16, | |
100) | |
gen_midi("random3.mid", notes) |
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def random_fib(): | |
octave = range(5, 7) | |
fib = fibonacci(100000000000) | |
pascal = flatten(pascals_triangle(30)) | |
n1 = play_list(fib, octave, 1/16) | |
n2 = play_list(pascal, 4, 1/16) | |
n3 = play_list(pascal, octave, 1/16) | |
gen_midi("fibonnacci.mid", n1) | |
gen_midi("pascal.mid", n2) | |
gen_midi("pascal_octaves.mid", n3) |
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def random_notes(pitch_list, octave, duration, | |
number_of_notes, volume=120): | |
result = NoteSeq() | |
for x in range(0, number_of_notes): | |
pitch = choice(pitch_list) | |
octave = choice_if_list(octave) | |
dur = choice_if_list(duration) | |
vol = choice_if_list(volume) | |
result.append(Note(pitch, octave, dur, vol)) | |
return result |
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>>> random_notes(range(0, 12), range(5, 7), [0.25, 0.5, 1], 5) | |
<Seq: [<A>, <B>, <C#>, <A#>, <F#>]> |
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>>> random_notes([0, 2, 4, 7, 9], 5, 0.5, 5) | |
<Seq: [<C>, <A>, <D>, <A>, <G>]> |
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