data:image/png;base64,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241moochde: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
}
elasticdata:image/png;base64,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Have a spooky Halloween!2251025I will see you next Halloween!2162515