data:image/png;base64,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de: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
}
elasticend time1000deltaXdeltaYde: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
}
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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==