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Although the Four Color Conjecture originated in cartography, surprisingly,there is nothing in the literature on the number of ways to color an actualgeographic map with four or fewer colors. In this paper, we compute thesenumbers, with exponentially increasing order of difficulty, for the maps ofCanada, France, and the USA. Our attempts to compute the latter two lead tosome new results on the chromatic polynomial of graphs.

How many ways to color the map of America?