1. The problem is to plot a series of Cartesian coordinate points and connect them with line segments sequentially to reveal a hidden animal shape. 2. The points are given as pairs $(-2,0), (0,2), (0,4), (2,6), (1,9), (-2,9), (-1,7), (0,7), (0,6), (-2,6), (-2,7), (-4,10), (-7,10), (-6,8), (-5,8), (-5,5), (-6,6), (-7,6), (-8,5), (-8,3), (-7,2), (-5,4), (-4,1), (-6,-1), (-4,1), (-3,0), (-2,0),$ etc., including positive and negative values. 3. To graph this, place each point on Cartesian graph paper where the first number is the x-coordinate and the second is the y-coordinate. 4. Connect each point to the next with a straight line segment, following the order in which points are listed. 5. By doing this, the connected points create the outline of an animal shape crossing different quadrants. 6. The problem is mainly a plotting and visualization exercise; no algebraic calculations required beyond coordinating points. Final answer: Plot the points in sequence and connect them with line segments to reveal the hidden animal shape as described.