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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 _
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 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 _
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-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 _ _
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
}
elasticdata:image/png;base64,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2035.125.13045.125.17090.125.1510.125.137.58555780563611028.2610204177280471.10827524628485quadratic-in-out,cubic-in-out,quart-in-out,sine-in-out0