data:image/png;base64,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: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 _
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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