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Changes background to yellow20Draws first row-230-1709023201720-230102320Sets up position/color/sze of sprite and lineSets up for second rowDraws second rowDraws the next 17 non-offset rowsDraws the next 17 offset rowsResets x and changes y position by +10Resets x and changes y position by +10