data:image/png;base64,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falsept: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
ca:_ Hz durant _ segons amb mostreig de _ 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
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_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 _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==60China,Japan,Turkey,Greece,Chile,Tunisia,mChile23