data:image/png;base64,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aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72§_costumesMenu2002Use this block to make "clickable" buttons:de: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
}
elasticdata:image/png;base64,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-15-220-18815-2201750001