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30303030num_sides1Draw three consecutive triangles with different colors. Concept: nested repeatsLABEL 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!12
de:ist _ leer?
de:behalte Elemente, die _ aus _ 1
de:kombiniere mit _ die Elemente von _ 1
de:wenn _ dann _ sonst _
de:für _ = _ bis _ _ 110i
de:füge Wörter zusammen _ 121
de:Liste $arrowRight Satz _
de:Satz $arrowRight Liste _
de:fange _ _ cont3
de:wirf _ catchtag
de:fange _ _ cont
de:wirf _ _ catchtag
de: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 _ 1101
de:wende _ an auf _ 1
380