data:image/png;base64,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de: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 _ $arrowRight _
1takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancelspt:$camera a imagem actual do vídeo
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==girl,boy,stroller,air balloon,seasaw,skateboard00