This is not finished yet.It might be finished by december 20thdata:image/png;base64,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:image/png;base64,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: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
}
elastic