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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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2035.125.13045.125.17090.125.1510.125.131.319586821530991024.43552856557990472.692560401633quadratic-in-out,cubic-in-out,quart-in-out,sine-in-out0