you dodge by your 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(2)25029quadratic-in-out01.5100300de: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
}
elasticSprite(2)Sprite(2)de: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
}
elasticpt:cria as variáveis globais _
var ide = this.parentThatIsA(IDE_Morph);
ide.flushBlocksCache('variables'); // b/c of inheritance
ide.refreshPalette();pt:cria as variáveis de objecto _
var ide = this.parentThatIsA(IDE_Morph);
ide.flushBlocksCache('variables'); // b/c of inheritance
ide.refreshPalette();pt:a variável _ existe
§_getVarNamesDictvthrow new ReferenceError(`Variable ${v} does not exist.`)§_getVarNamesDict§_getVarNamesDictnormal
normal
large
slider§_getVarNamesDictNaN§_getVarNamesDictNaN§_getVarNamesDict§_getVarNamesDict§_getVarNamesDict00§_getVarNamesDict10§_getVarNamesDict0§_getVarNamesDict10§_getVarNamesDict0§_getVarNamesDict§_getVarNamesDict§_getVarNamesDict§_getVarNamesDict1002000i1300