data:image/png;base64,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data:image/png;base64,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 level1X Velocity0.8gravity1de: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
}
elastic37510.5100-7.043561171751644e-25700101.5077