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quqOSeihgyanSWhCYuVO5FSzHSvr4CqgFQIyVtv11KfSPCu/J+V7cKMio4+PpuUK8F1QGoXlfrZs8FQN30i2qeSgBUjat1s6MCoG76RTVPJQCqxtW62VEBUDf9opqnEgBV42rd7KgAqJt+Uc1TCYCqcbVudlQA1E2/qOapBEDVuFo3OyoA6qZfVPNUAqBqXK2bHRUAddMvqnkqAVA1rtbNjgqAuukX1TyVAKgaV+tmRwVA3fSLap5KAFSNq3WzowKgbvpFNU8lAKrG1brZ0f8Ba6zQArOYtA8AAAAASUVORK5CYII=data:image/png;base64,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: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 value