SOLVED: There is a city laid out in a grid geometry. Every intersection can be represented as node and every street between these intersections as edges. (The outskirts of town have intersections that don't have 4 streets leading to it): The city consists of x rows of y intersections If we want to go for a walk in this city while spending as much time outside as possible without visiting the same part of the city twice, what would be the longest possible path we can take? Describe the path and p
SOLVED: There is a city laid out in a grid geometry. Every intersection …
Sep 25, 2021
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