data:image/png;base64,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:image/png;base64,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from what positive integer?ex. (blastoff 3) = 3 2 1 BLASTOFF!backBlastoffnum treeshow many trees do you want in your forest?num treeshow many layers should the tree have?0-2000backBlastoffTreeSpriteLABEL 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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