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==020719.9214151668189715.2297346033323-270000.7105719.9214151668189,719.9214151668189,719.9214151668189,719.9214151668189,719.9214151668189715.2297346033323,715.2297346033323,715.2297346033323,715.2297346033323,715.2297346033323-270,-270,-270,-270,-270903692270000010Good job! Your lap times were, 17.1, 16.9, and 16.9!