data:image/png;base64,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:image/png;base64,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 size30-120130pen size30fibfib121LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
Hello!12de:ist _ leer?
de:behalte Elemente, die _ aus _
1de:kombiniere mit _ die Elemente von _
1de:wenn _ dann _ sonst _
de:für _ = _ bis _ _
110ide:füge Wörter zusammen _
121de:Liste $arrowRight Satz _
de:Satz $arrowRight Liste _
de:für jedes _ von _ _
de:Wort $arrowRight Liste _
de:Liste $arrowRight Wort _
de:Zahlen von _ bis _
1101de:wende _ an auf _
1333111de: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 value1,1,1,2,3,51: 1: 2: 3: 5: 62157771129246300