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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 _
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 your own fractal problem (examples in textbook)ex. (initials potatoes are delicious) = padnew solution with recursion; cannot be old codehello,world