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
}
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
}
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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==count to fivedisapearsingturn into a crabCarol,Greg,James,Jack,Muthspin,Count to five,disapear,turn into a crab,singJackCount to fiveCarolspin