assets made by nicopattydata:image/png;base64,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 made by nicopattyde: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
}
elasticde:Bogen $turnRight _ ° Radius _
905090data:image/png;base64,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.20.75Enable Buttons 1Captureitemmode selection300.20.75Mode Select BGMode ButtonMode ButtonMode Buttonsize102quadratic-in-outsize2003quadratic-in-outDone Loadingy position1002quadratic-in-out