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 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
}
elastic111pt:executa _ em paralelo e espera
each scripttestpt:executa _ em paralelo
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==6