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==200719714.9999999999999-270000.7105719,719,719,719714.9999999999999,714.9999999999999,714.9999999999999,714.9999999999999-270,-270,-270,-270903692270000010Good job! Your lap times were, , , and !