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back-130100Press the numbers!25-110401: triangle fractal20-110-102: fibonacci20-110-603: pascal's triangle20LABEL will stamp text on the stage at the given font size. 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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