See forum post https://forum.snap.berkeley.edu/t/5710data:image/png;base64,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 forum post https://forum.snap.berkeley.edu/t/5710de: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
}
elasticdata:image/png;base64,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10016110575