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
}
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game loop000,00 0