data:image/png;base64,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data:image/png;base64,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 arrowdown arrow10-190ws10-190collision boxedge5left sideright side(2)Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.

pt:executa _ em paralelo e espera each scripttestAccepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.

pt:executa _ em paralelo 5false00