you dodge by your mousedata:image/png;base64,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data:image/png;base64,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: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§_getVarNamesDict1002000i130Sprite(2)25029quadratic-in-out0