data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCWrite code that changes to the next screen when the 0 is pressed Write code that changes to background 1 when the 1 key is pressed. After completing this do the same thing for the other backgrounds.bcddown arrowright arrowleft arrowb