data:image/png;base64,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:image/png;base64,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 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 _
1hello7