def generate_note(self, state): n = state["chord"][0] n = [n, perfect_fifth(n)] n = NoteContainer(n) for i in n: i.octave_down() return n
def ascending(self):
notes = [self.tonic]
notes.append(intervals.minor_third(notes[0]))
notes.append(intervals.perfect_fourth(notes[0]))
notes.append(intervals.perfect_fifth(notes[0]))
notes.append(intervals.minor_seventh(notes[0]))
return notes * self.octaves + [notes[0]]
def suspended_second_triad(note):
"""Build a suspended second triad on note.
Example:
>>> suspended_second_triad('C')
['C', 'D', 'G']
"""
return [note, intervals.major_second(note), intervals.perfect_fifth(note)]
def minor_triad(note):
"""Build a minor triad on note.
Example:
>>> minor_triad('C')
['C', 'Eb', 'G']
"""
return [note, intervals.minor_third(note), intervals.perfect_fifth(note)]
def minor_triad(note):
"""Build a minor triad on note.
Example:
>>> minor_triad('C')
['C', 'Eb', 'G']
"""
return [note, intervals.minor_third(note), intervals.perfect_fifth(note)]
def suspended_fourth_triad(note):
"""Build a suspended fourth triad on note.
Example:
>>> suspended_fourth_triad('C')
['C', 'F', 'G']
"""
return [note, intervals.perfect_fourth(note), intervals.perfect_fifth(note)]
def suspended_second_triad(note):
"""Build a suspended second triad on note.
Example:
>>> suspended_second_triad('C')
['C', 'D', 'G']
"""
return [note, intervals.major_second(note), intervals.perfect_fifth(note)]
def eleventh(note):
"""Build an eleventh chord on note.
Example:
>>> eleventh('C')
['C', 'G', 'Bb', 'F']
"""
return [note, intervals.perfect_fifth(note), intervals.minor_seventh(note),
intervals.perfect_fourth(note)]
def test_perfect_fifth(self):
majors = {
'C': 'G',
'Cb': 'Gb',
'Cbb': 'Gbb',
'C#': 'G#',
'C##': 'G##',
'B': 'F#',
'A': 'E',
'F#': 'C#',
'F': 'C',
'Fb': 'Cb',
}
for x in majors.keys():
self.assertEqual(
majors[x], intervals.perfect_fifth(x),
'The perfect fifth of %s is not %s, expecting %s' %
(x, intervals.perfect_fifth(x), majors[x]))
def create_interval_perfect(start_note):
start = start_note
options = [
intervals.perfect_fifth(start),
intervals.perfect_fourth(start),
intervals.major_unison(start)
]
end = options[(randint(0, 2))]
interval = intervals.determine(start, end)
return interval
def ascending(self):
tonic = self.tonic
notes = []
for i in range(self.octaves * 2):
notes += [
reduce_accidentals(note)
for note in list(Lydian(tonic).ascending()[:4])
] # 4 creates overlap on the fifth
tonic = intervals.perfect_fifth(tonic)
if self.octaves == 1:
return notes
else:
return notes[:1 - self.octaves]
def descending(self):
tonic = self.tonic
notes = []
for i in range(self.octaves * 3):
notes += [
reduce_accidentals(note)
for note in list(Lydian(tonic).descending()[:3])
] # 3 = 7 - 4
tonic = intervals.perfect_fifth(tonic)
if self.octaves == 1:
return notes[:-1]
else:
return notes[:-1 - self.octaves]
def create_interval_consonant(start_note):
start = start_note
options = [
intervals.perfect_fifth(start),
intervals.perfect_fourth(start),
intervals.major_unison(start),
intervals.major_third(start),
intervals.minor_third(start),
intervals.major_sixth(start),
intervals.minor_sixth(start)
]
end = options[(randint(0, len(options) - 1))]
interval = intervals.determine(start, end)
return interval
def cycle_of_fifths(start='C', repeats=0):
preferred_accidentals = {'C#': 'Db', 'G#': 'Ab', 'D#': 'Eb', 'A#': 'Bb'}
out = []
repeat_counter = 0
next_note = start
while repeat_counter <= repeats:
out.append(next_note)
next_note = notes.reduce_accidentals(
intervals.perfect_fifth(next_note))
if str(next_note) == start:
repeat_counter += 1
return [
preferred_accidentals[note]
if note in preferred_accidentals.keys() else note for note in out
]
def generate_note(self, state): chance = 0.95 n = [Note(state["chord"][0])] if state["tick"] < state["ticks"] / 4 or \ state["tick"] >= state["ticks"] / 2 and\ state["tick"] < state["ticks"] / 4 * 3: n += [Note(perfect_fifth(n[0].name))] else: n += [Note(major_sixth(n[0].name))] n[0].octave_down() n[1].octave_down() if random() < chance: return NoteContainer(n) else: return None
'6/9': sixth_ninth,
'69': sixth_ninth,
'9': dominant_ninth,
'7b9': dominant_flat_ninth,
'7#9': dominant_sharp_ninth,
'M9': major_ninth,
'm9': minor_ninth,
'7#11': lydian_dominant_seventh,
'm11': minor_eleventh,
'M13': major_thirteenth,
'm13': minor_thirteenth,
'13': dominant_thirteenth,
'7b5': dominant_flat_five,
'hendrix': hendrix_chord,
'7b12': hendrix_chord,
'5': lambda x: [x, intervals.perfect_fifth(x)]
}
class TemporalChord(object):
def __init__(self, name, octave=3, dynamics=None, duration_denominator=4):
self.name = name
self.octave = octave
self.dynamics = dynamics
self.duration_denominator = duration_denominator
self.root_note, self.family = chord_note_and_family(name)
def get_temporal_root(self):
from mingus.containers.note import TemporalNote
return TemporalNote(self.root_note, octave=self.octave)
def temporal_note_chord_factory(duration_denominator=None):
'm7': minor_seventh,
'M7': major_seventh,
'7': dominant_seventh,
'dom7': dominant_seventh,
'm7b5': minor_seventh_flat_five,
'dim7': diminished_seventh,
'm/M7': minor_major_seventh,
'mM7': minor_major_seventh,
'm6': minor_sixth,
'M6': major_sixth,
'6': major_sixth,
'6/7': dominant_sixth,
'67': dominant_sixth,
'6/9': sixth_ninth,
'69': sixth_ninth,
'9': dominant_ninth,
'7b9': dominant_flat_ninth,
'7#9': dominant_sharp_ninth,
'M9': major_ninth,
'm9': minor_ninth,
'7#11': lydian_dominant_seventh,
'm11': minor_eleventh,
'M13': major_thirteenth,
'm13': minor_thirteenth,
'13': dominant_thirteenth,
'7b5': dominant_flat_five,
'hendrix': hendrix_chord,
'7b12': hendrix_chord,
'5': lambda x: [x, intervals.perfect_fifth(x)]
}