|  | @@ -174,6 +174,6 @@ To build the graph, we can use this analogy: Imagine You get parachuted in the m
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				|  |  |     - Have you not found one? Search on the map you have already drawn for the shortest road that gets you to a city with still unexplored roads
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				|  |  |        - Found a path? Follow it and go back to 1.
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				|  |  |        - No path? Then we're finished. You have a complete map of all the roads.
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				|  |  | -2. Follow the road you found at the previous step. Remember to draw a line from the city you depart to the city you get to (which could very well be the same), and not the road number. Go back to 1.
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				|  |  | +2. Follow the road you found at the previous step. Remember to draw a line from the city you depart to the city you get to (which could very well be the same), and note the road number. Go back to 1.
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				|  |  |  This is exactly the same procedure we follow while analyzing a PAL. Obviously, there could be cities not connected by roads (the unreachable states). Those will never be reachable in reality, but they will still cause our map to be incomplete.
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