The green flag is when the two times to draw the square with two thin sides. Then, relocate the sprite to -20, 10 and press space. And finally, clearing the stage that you to click the stage and press the key.data:image/png;base64,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The green flag is when the two times to draw the square with two thin sides. Then, relocate the sprite to -20, 10 and press space. And finally, clearing the stage that you to click the stage and press the key.data:image/png;base64,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,0,12,1102