The Arecibo message was a binary-encoded message sent to M13 globular cluster in 1974 from the iconic Arecibo Observatory in Puerto Rico. It was designed as an interstellar radio message intended to be a means of communication with potential extraterrestrial civilizations. The message consists of a pictorial representation, which includes 1,679 binary digits, arranged in a grid of 73 rows and 23 columns. The content of the message contains information about our solar system, the Earth's position, the structure of DNA, the human figure, and other fundamental scientific and mathematical 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The Arecibo message was a binary-encoded message sent to M13 globular cluster in 1974 from the iconic Arecibo Observatory in Puerto Rico. It was designed as an interstellar radio message intended to be a means of communication with potential extraterrestrial civilizations. The message consists of a pictorial representation, which includes 1,679 binary digits, arranged in a grid of 73 rows and 23 columns. The content of the message contains information about our solar system, the Earth's position, the structure of DNA, the human figure, and other fundamental scientific and mathematical concepts..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
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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