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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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Draw a triangle, square, and pentagon!3030num_sides15030num_sides1580