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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 _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
pl:stopnie _
0.5de: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
}
elasticde: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 positiondirectionsizetempovolumebalance112de: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
}
elasticdata:image/png;base64,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stoptrue100false0tip: hide clones for better porfarmace,tip: less clones + better porfarmace