data:image/png;base64,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LABEL 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:fange _ _
cont3de:wirf _
catchtagde:fange _ _
contde:wirf _ _
catchtagde:für jedes _ von _ _
de:falls _ dann _ und pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
de:ignoriere _
de:Liste $arrowRight Wort _
de:Zahlen von _ bis _
1101de:wende _ an auf _
1data:image/png;base64,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 a triangle, square, pentagon!580