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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QCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==2222221,22-60.18000000000047Wallace36