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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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1030num_sides15030num_sides1Draw a triangle, square, and pentagon!580