data:image/png;base64,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: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 value0