data:image/png;base64,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1Floating PlatformsPlatformFloating PlatformsPlatformFloating PlatformsPlatformFloating PlatformsPlatformFloating PlatformsPlatformFloating PlatformsPlatformFloating PlatformsPlatformde: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 _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
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
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
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 positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
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
}
elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
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
}
elastic73Accepts 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
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 _
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==20Idle1Idle1truetrueGane Over!2Press enter to restart2298401