data:image/png;base64,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de:Bogen $turnRight _ ° Radius _
905090de: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-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
}
elastic31536000262800060480086400360060secondsresult00000000result, 0result, 0result, 0result, 0result, 0000000021data:image/png;base64,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451001009066,94,255,14901000costumetrueOverlay90241,255,76,1total0inCircle01000.752004Calculate Time Lefttotal1pi4percentDone100DonetimeCalc10-230-15Pi :12-230-15103.06441223832528161903248424.841010000998