data:image/png;base64,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:image/png;base64,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pt: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 _
694-Audio 1 [2020-02-25 092530]24-Audio 1 [2020-02-25 092530]2pt:executa _ em paralelo e espera
each scripttestpt:executa _ em paralelo
2616327718293673111332963349233699939200415304400046616493885232555437587330000