data: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 _
§_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
pt:a nota com _ Hz
440pt:a frequência da nota _
69pt:o nome da nota _
69Allows reading global settings programmatically.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:o valor da configuração _
Project notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Hyper blocks support
Visible paletteAllows changing global settings programmatically.
This block is for Boolean (checkbox) settings; use
SET VALUE for numeric or text values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
Presentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Hyper blocks supportAllows changing global settings programmatically.
This block is for numeric or text settings; use
SET FLAG for Boolean (checkbox) values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
Project notes
Project name
Language
Zoom blocks
Stage size
Stage scale
Visible 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