data:image/png;base64,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data:image/png;base64,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1.25MessageStage11.25MessageStage11.25Message6Press the spacebar to play again-220-16025WordPress the spacebar to play again-220-1602523456789101112LABEL 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 _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:wenn _ dann _ sonst _
ca:si _ llavors _ si no _
es:si _ entonces _ sino _
fr:si _ alors _ sinon _
de:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
1230230Take any number of input lists, and create a new list containing the items of the input lists. So
APPEND [A B] [C D]
where the [,,,] are lists reports the list
[A B C D]
not [[A B] [C D]].11111#11datacountmapmany##1#1data listscountLike 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.Count130230230-2109013040-709013040709013040-2104013040-704013040704013040-210-1013040-70-101304070-1013040-210-6013040-70-601304070-60130409020Just Do ItJ,u,s,t, ,D,o, ,I,tYou guessed it!-160-1303510Press the spacebar to play again-220-16025just do it_,_,_,_, ,_,_, ,_,_4021