data:image/png;base64,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data:image/png;base64,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:executa no modo turbo _
generate 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
0.5pt:o som _
§_soundsMenuquickly 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 _
§_soundsMenu1offsetStage-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
pt:a nota com _ Hz
440pt:a frequência da nota _
69pt:o nome da nota _
69