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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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 a hexagon and heptagon with the code below that is messed up!780