data:image/png;base64,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:image/png;base64,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.60.60.6Im deadSprite-150.60.60.60.620600im dead tooSprite(2)-20Untitled0.6Untitled(2)0.6Untitled(3)0.6Untitled(4)0.6Untitled(5)0.69000Untitled(7)2Untitled(8)20600TO DO:
1. Add another conditional to the forever loop to make the player sprite move down when the down arrow is pressed. The sprite should be prevented from moving off the screen.15180240-240SpriteSprite(2)00000200