data:image/png;base64,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:image/png;base64,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 a list of samples representing a sine wave at the given frequency, duration and sample ratept:as amostras de som com _ Hz de _ s amostrado a _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
0.5quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
§_soundsMenu1pt:a nota com _ Hz
440pt:a frequência da nota _
69pt:o nome da nota _
69current indexcurrent index1i1current indexlabelsprobabilitiescurrent index1labels1Pick the label with the highest probabilityprobabilities2i1