data:image/png;base64,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:image/png;base64,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0,77,15,1de: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 _
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
}
elastic5