Slug aa is only 1-dimensional. From the paper (end of section 2): > Adding and subtracting these fractions from the winding number has the effect of antialias

Slug aa is only 1-dimensional. From the paper (end of section 2): > Adding and subtracting these fractions from the winding number has the effect of antialiasing in the direction of the rays. Averaging the final coverages calculated for multiple ray directions antialiases with greater isotropy, but at a performance cost. Considering only rays parallel to the coordinates axes is a good compromise, especially when combined with supersampling, as discussed later. I.E. you don't get a real 2-d coverage result, only an amalgamation of a number of 1-d coverage results; and you must trade off performance and quality. Other approaches do not require such a tradeoff. Analytic 2-d coverage can be done more cheaply than n 1-d samples (n is probably in the neighborhood of 4-6), and produces better (mathematically ideal, albeit with uncomfortable caveats) results. (Note 4-6 samples don't mean 4-6x slower, due to space partitioning, buffers, and other fixed costs, as well locality. And I think slug takes 2 samples by default as is.)