data:image/png;base64,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: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 positionsteps
x 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
}
elasticdeltay 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-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-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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sonicMilestailstailmariosonicbothbothsonicMilestailstail2701