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 _
501de:Grad _
ca:graus de _ radians
0.5de:Fehler _
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 _
x positionx 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
}
elasticy positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de 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-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons 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
}
elasticCredit to Jens https://snap.berkeley.edu/snap/snap.html#present:Username=jens&ProjectName=Jump%21&editMode&noRun100HelloCredit to Jens https://snap.berkeley.edu/snap/snap.html#present:Username=jens&ProjectName=Jump%21&editMode&noRunjumpjump
rebound
absorb501i00.5quadratic-outAccepts 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 _
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crowdunder_sta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