data:image/png;base64,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data:image/png;base64,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120120de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagde:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right. The # variable can be used inside f to represent how many times f has been called.pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _
Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right. The # variable can be used inside f or condition to indicate how many times f has been called.pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _
Returns the function f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.pt:repete _ até que _ $loop-0.7
Run the script repeatedly, as long as the given condition is true. Runs the script at least once before testing the condition.pt:repete _ enquanto _ $loop-0.7
Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run. Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.pt:enquanto _ , repete _ $loop-0.7
Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script. Try
REPEAT (200)
MOVE (#) STEPS
RIGHT 92
with the pen down.pt:repete _ vezes _ _ $loop-0.7
pt:para _ de _ com passo _ a _ _ $loop-0.7
1110Provides LOOP as a function of one input that runs
the body of the LET with A set to the function input,
so the body can run itself recursively.
See COPY block in Variables for an example of use.pt:tendo _ o valor inicial _ , executa _ definido como _
new valuede: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 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
}
elastic