data:image/png;base64,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
de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _ ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _ pt:anima com modificador _ e inspector _ de _ em _ s de forma _ pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _ 501
de:Grad _ ca:graus de _ radians pt:_ radianos em graus pl:stopnie _ 0.5
de:Fehler _ pt:assinala o erro _ pl:błąd _
de:gleite _ in _ Sek. beschleunigt: _ ca:llisca _ en _ segons de forma _ fr:glisser _ en _ sec. accélérer _ pt:desliza _ em _ s de forma _ pl:leć _ przez _ s przyspieszając _ 501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elastic
de:animiere _ um _ in _ Sek. beschleunigt: _ ca:modifica _ amb _ en _ segons de forma _ pt:anima _ de _ em _ s de forma _ pl:animuj _ o _ przez _ s przyspieszając _ x positionsteps x position y position direction size ghost effect color effect saturation effect brightness effect fisheye effect whirl effect pixelate effect mosaic effect negative effect tempo volume balance501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticdeltay positiondirectionsizetempovolumebalance1 12
de:Beschleunigung _ ca:de forma _ pt:a forma _ pl:przyspieszenie _ linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } sigmoid elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outsigmoidelasticunknown easing function ""
de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _ ca:per _ = _ fins _ _ en _ segons de forma _ _ pt:para _ de _ a _ _ em _ s de forma _ _ pl:dla _ = _ do _ _ przez _ s przyspieszając _ _ 01001linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticAccepts 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 ca:executa en paral·lel _ i espera pl:wykonaj równolegle _ i czekaj 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 ca:executa en paral·lel _ pl:wykonaj równolegle _ data:image/png;base64,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1360103010010