data:image/png;base64,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centered=$_centeredconvert a text into a translatable selector, an internal transient data structure that can be displayed but not processed by Snap!textconvert a translatable selector (back) into its internal (English) text$_selectorde:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72xydircstpen state90trailsStage0Stage0costumeobj_name(obj, name)pl:kostium _ z tłem RGBA _ rozmiar tła _
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ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
pl:stopnie _
0.5de:Fehler _
pt:assinala o erro _
pl:błąd _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
pl:leć _ przez _ s przyspieszając _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
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cubic={
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quart={
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sinusoidal={
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elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
pl:animuj _ o _ przez _ s przyspieszając _
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
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}
cubic={
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quart={
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sinusoidal={
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elasticdeltay positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
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linearlinear
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quadratic-in
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}
cubic={
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quart={
quart-in
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}
sinusoidal={
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sine-out
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sigmoid
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ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
pl:dla _ = _ do _ _ przez _ s przyspieszając _ _
01001linearlinear
quadratic={
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}
cubic={
cubic-in
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}
quart={
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}
sinusoidal={
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sine-in-out
}
elastic1010000$_random 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y-58Próxima líneaGrid de 12x12
…376-376