data:image/png;base64,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data:image/png;base64,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 the dinosaur walk and flip.Consider that one full flip is a 360 degree turn.Some repeats will be required for walking, and some will be required for spinning.Some blocks are already connected for simplicity. You only need to connect the existing blocks together; no extra blocks are needed.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!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 _
10not yet assigned