data:image/png;base64,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:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde: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 _ _
catchtagThis is a breakpoint block, to be used in debugging.
The Boolean input specifies the condition under which
the program should pause. (Use True for an unconditional breakpoint.) The intent is that the script should have
SHOW VARIABLE blocks for the process's local variables.
After the pause, this block automatically hides all temporary variables.de: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
This block does nothing.
Use it when you are calling a reporter
for its side effect and don't care about
its return value.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 _ _
ca:en cascada _ vegades _ _ _
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 _ _
ca:en cascada fins _ _ _ _
Returns the function x↦f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
ca:composa _ _
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
ca:repeteix _ fins _
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
ca:repeteix _ mentre _
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
ca:repeteix _ _ _
The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger. This version allows you to provide an explicit step value. If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.pt:para _ de _ com passo _ a _ _ $loop-0.7
ca:per _ = _ incrementant _ fins _ _
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 _
ca:fes que _ sigui _ al _ _
new valueThe inputs are a starting value and one or more monadic functions.
The first function is called with the starting value as its input.
The second function is called with the value reported by the first function as its input, and so on. PIPE reports the value reported by the last function. PIPE provides an alternative notation for function composition instead of the usual nesting.
nested acronym:
report (combine (keep items (capital-letter? ( )) from
(map (letter (1) of ( )) over
(sentence→list (phrase)))) using (join ( ) ( )))
piped acronym:
report (pipe (phrase) →
(sentence→list ( ))
(map (letter (1) of ( )) over ( ))
(keep items (capital-letter? ( )) from ( ))
(combine ( ) using (join ( ) ( )))
Some people find PIPE easier to read because the functions are called in the same order in which you read them, whereas in nested composition the innermost function is called first. pt:a aplicação a _ de _
ca:canalitza _ $arrowRight _
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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Probability of headsProbability of tailsPop4283.54.8757