data:image/png;base64,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data:image/png;base64,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 the ballerina complete 1 rotation -- in 4 steps.Finished!2I did this many rotations22LABEL 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 _
115