data:image/png;base64,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data:image/png;base64,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 Draw

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LABEL 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 _ _ cont

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 _ 110

de:wende _ an auf _ 1

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