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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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3100-1090590num_sides3side_length100Draw a triangle within a triangle