you dodge by your mousedata:image/png;base64,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data:image/png;base64,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Sprite(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