song playback for Gemma M0
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This commit is contained in:
John Edgar Park
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265
Spy_Theme_Songs/bond.py
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265
Spy_Theme_Songs/bond.py
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import pulseio
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import board
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import time
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piezo = pulseio.PWMOut(board.D0, duty_cycle=0, frequency=440,
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variable_frequency=True)
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tempo = 2
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# tempo is length of whole note in seconds, e.g. 1.5
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# set up time signature
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whole_note = tempo # adjust this to change tempo of everything
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dotted_whole_note = whole_note * 1.5
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# these notes are fractions of the whole note
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half_note = whole_note / 2
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dotted_half_note = half_note * 1.5
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quarter_note = whole_note / 4
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dotted_quarter_note = quarter_note * 1.5
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eighth_note = whole_note / 8
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dotted_eighth_note = eighth_note * 1.5
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sixteenth_note = whole_note / 16
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# set up note values
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A2 = 110
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As2 = 117 # 's' stands for sharp: A#2
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Bb2 = 117
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B2 = 123
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C3 = 131
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Cs3 = 139
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Db3 = 139
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D3 = 147
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Ds3 = 156
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Eb3 = 156
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E3 = 165
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F3 = 175
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Fs3 = 185
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Gb3 = 185
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G3 = 196
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Gs3 = 208
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Ab3 = 208
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A3 = 220
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As3 = 233
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Bb3 = 233
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B3 = 247
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C4 = 262
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Cs4 = 277
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Db4 = 277
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D4 = 294
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Ds4 = 311
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Eb4 = 311
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E4 = 330
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F4 = 349
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Fs4 = 370
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Gb4 = 370
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G4 = 392
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Gs4 = 415
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Ab4 = 415
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A4 = 440
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As4 = 466
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Bb4 = 466
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B4 = 494
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C5 = 523
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Cs5 = 554
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Db5 = 554
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D5 = 587
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Ds5 = 622
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Eb5 = 622
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E5 = 659
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F5 = 698
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Fs5 = 740
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Gb5 = 740
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G5 = 784
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Gs5 = 831
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Ab5 = 831
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A5 = 880
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As5 = 932
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Bb5 = 932
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B5 = 987
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# here's another way to express the note pitch, double the previous octave
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C6 = C5 * 2
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Cs6 = Cs5 * 2
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Db6 = Db5 * 2
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D6 = D5 * 2
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Ds6 = Ds5 * 2
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Eb6 = Eb5 * 2
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E6 = E5 * 2
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F6 = F5 * 2
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Fs6 = Fs5 * 2
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Gb6 = Gb5 * 2
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G6 = G5 * 2
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Gs6 = Gs5 * 2
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Ab6 = Ab5 * 2
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A6 = A5 * 2
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As6 = As5 * 2
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Bb6 = Bb5 * 2
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B6 = B5 * 2
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rst = 24000 # rest is just a tone out of normal hearing range
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Bond01=[[B3, half_note],
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[C4, half_note],
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[Cs4, half_note],
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[C4, half_note]]
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Bond02=[[E3, eighth_note],
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[Fs3, sixteenth_note],
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[Fs3, sixteenth_note],
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[Fs3, eighth_note],
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[Fs3, eighth_note],
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[Fs3, eighth_note],
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[E3, eighth_note],
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[E3, eighth_note],
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[E3, eighth_note]]
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Bond03=[[E3, eighth_note],
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[G3, sixteenth_note],
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[G3, sixteenth_note],
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[G3, eighth_note],
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[G3, eighth_note],
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[G3, eighth_note],
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[Fs3, eighth_note],
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[Fs3, eighth_note],
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[Fs3, eighth_note]]
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Bond04=[[E3, eighth_note],
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[G3, sixteenth_note],
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[G3, sixteenth_note],
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[G3, eighth_note],
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[G3, eighth_note],
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[G3, eighth_note],
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[Fs3, eighth_note],
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[Fs3, eighth_note],
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[E3, eighth_note]]
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Bond05=[[Ds4, eighth_note],
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[D4, eighth_note],
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[D4, half_note],
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[B3, eighth_note],
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[A3, eighth_note],
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[B3, whole_note]]
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Bond06=[[E4, eighth_note],
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[G4, quarter_note],
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[Ds5, eighth_note],
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[D5, quarter_note],
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[D5, eighth_note],
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[G4, eighth_note],
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[As4, eighth_note],
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[B4, eighth_note],
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[B4, half_note],
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[B4, quarter_note]]
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Bond07=[[G4, quarter_note],
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[A4, sixteenth_note],
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[G4, sixteenth_note],
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[Fs4, quarter_note],
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[Fs4, eighth_note],
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[B3, eighth_note],
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[E4, eighth_note],
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[Cs4, eighth_note],
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[Cs4, whole_note]]
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Bond08=[[G4, quarter_note],
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[A4, sixteenth_note],
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[G4, sixteenth_note],
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[Fs4, quarter_note],
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[Fs4, eighth_note],
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[B3, eighth_note],
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[Ds4, eighth_note],
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[E4, eighth_note],
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[E4, whole_note]]
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Bond09=[[E4, eighth_note],
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[E4, quarter_note],
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[E4, eighth_note],
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[Fs4, eighth_note],
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[Fs4, sixteenth_note],
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[E4, eighth_note],
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[Fs4, quarter_note]]
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Bond10=[
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[G4, eighth_note],
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[G4, quarter_note],
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[G4, eighth_note],
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[Fs4, eighth_note],
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[Fs4, sixteenth_note],
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[G4, eighth_note],
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[Fs4, quarter_note]]
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Bond11=[[B4, eighth_note],
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[B4, eighth_note],
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[rst, eighth_note],
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[B3, eighth_note],
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[B3, quarter_note],
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[B4, eighth_note],
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[B4, eighth_note],
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[rst, eighth_note],
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[B3, eighth_note],
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[B3, quarter_note],
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[B4, sixteenth_note],
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[B4, eighth_note],
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[B4, sixteenth_note],
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[B4, eighth_note],
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[B4, eighth_note]]
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Bond12=[[E3, eighth_note],
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[G3, quarter_note],
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[Ds4, eighth_note],
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[D4, quarter_note],
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[G3, eighth_note],
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[B3, quarter_note],
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[Fs4, eighth_note],
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[F4, quarter_note],
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[B3, eighth_note],
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[D4, quarter_note],
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[As4, eighth_note],
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[A4, quarter_note],
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[F4, eighth_note],
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[A4, quarter_note],
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[Ds5, eighth_note],
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[D5, quarter_note],
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[rst, eighth_note],
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[rst, quarter_note],
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[Fs4, whole_note]]
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def song_playback(song):
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for n in range(len(song)):
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piezo.frequency = (song[n][0])
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piezo.duty_cycle = 65536//2 # on 50%
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time.sleep(song[n][1]) # note duration
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piezo.duty_cycle = 0 # off
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time.sleep(0.01)
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while True:
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song_playback(Bond01)
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song_playback(Bond01)
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song_playback(Bond02)
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song_playback(Bond03)
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song_playback(Bond02)
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song_playback(Bond03)
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song_playback(Bond02)
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song_playback(Bond04)
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song_playback(Bond05)
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song_playback(Bond06)
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song_playback(Bond07)
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song_playback(Bond06)
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song_playback(Bond08)
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song_playback(Bond09)
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song_playback(Bond10)
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song_playback(Bond09)
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song_playback(Bond10)
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song_playback(Bond11)
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song_playback(Bond01)
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song_playback(Bond01)
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song_playback(Bond01)
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song_playback(Bond01)
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song_playback(Bond05)
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song_playback(Bond12)
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time.sleep(5)
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125
Spy_Theme_Songs/carmen.py
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125
Spy_Theme_Songs/carmen.py
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@ -0,0 +1,125 @@
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import pulseio
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import board
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import time
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piezo = pulseio.PWMOut(board.D0, duty_cycle=0, frequency=440,
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variable_frequency=True)
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tempo = 2
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# tempo is length of whole note in seconds, e.g. 1.5
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# set up time signature
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whole_note = tempo # adjust this to change tempo of everything
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dotted_whole_note = whole_note * 1.5
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# these notes are fractions of the whole note
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half_note = whole_note / 2
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dotted_half_note = half_note * 1.5
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quarter_note = whole_note / 4
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dotted_quarter_note = quarter_note * 1.5
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eighth_note = whole_note / 8
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dotted_eighth_note = eighth_note * 1.5
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sixteenth_note = whole_note / 16
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carmen01 =[[466, quarter_note],
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[466, eighth_note],
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[18000, eighth_note],
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[18000, sixteenth_note],
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[494, eighth_note],
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[18000, sixteenth_note],
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[494, eighth_note],
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[494, eighth_note]]
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carmen02 =[[415, quarter_note],
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[415, eighth_note],
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[18000, eighth_note],
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[18000, sixteenth_note],
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[415, eighth_note],
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[18000, sixteenth_note],
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[415, eighth_note],
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[494, eighth_note]]
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carmen03 =[[415, quarter_note],
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[415, eighth_note],
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[18000, eighth_note],
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[18000, quarter_note],
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[277, eighth_note],
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[277, eighth_note]]
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carmen04 =[[466, eighth_note],
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[466, sixteenth_note],
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[466, eighth_note],
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[466, eighth_note],
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[494, sixteenth_note],
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[494, quarter_note],
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[494, eighth_note],
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[494, eighth_note]]
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carmen05 =[[415, eighth_note],
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[370, eighth_note],
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[415, eighth_note],
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[370, sixteenth_note],
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[554, sixteenth_note],
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[554, sixteenth_note],
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[466, eighth_note],
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[466, sixteenth_note],
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[370, eighth_note],
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[370, eighth_note]]
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carmen06 =[[415, eighth_note],
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[370, eighth_note],
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[415, eighth_note],
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[370, sixteenth_note],
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[415, sixteenth_note],
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[415, sixteenth_note],
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[415, eighth_note],
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[18000, eighth_note],
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[18000, eighth_note],
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[370, eighth_note]]
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carmen07 =[[415, eighth_note],
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[370, eighth_note],
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[415, eighth_note],
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[370, sixteenth_note],
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[554, sixteenth_note],
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[554, sixteenth_note],
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[466, eighth_note],
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[466, sixteenth_note],
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[415, eighth_note],
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[370, eighth_note]]
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carmen08 =[[370, eighth_note],
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[18000, eighth_note],
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[370, eighth_note],
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[370, eighth_note],
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[415, eighth_note],
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[18000, eighth_note],
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[415, eighth_note],
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[18000, eighth_note],
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[165, eighth_note],
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[165, eighth_note],
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[165, eighth_note],
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[165, sixteenth_note],
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[185, eighth_note],
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[185, eighth_note],
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[18000, quarter_note]]
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def song_playback(song):
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for n in range(len(song)):
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piezo.frequency = (song[n][0])
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piezo.duty_cycle = 65536//2 # on 50%
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time.sleep(song[n][1]) # note duration
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piezo.duty_cycle = 0 # off
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time.sleep(0.01)
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while True:
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song_playback(carmen01)
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song_playback(carmen02)
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song_playback(carmen01)
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song_playback(carmen03)
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song_playback(carmen04)
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song_playback(carmen05)
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song_playback(carmen04)
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song_playback(carmen06)
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song_playback(carmen04)
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song_playback(carmen07)
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song_playback(carmen08)
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song_playback(carmen08)
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