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If youamp;#39;ve traveled on an airplane before you might have noticed that the shortest route to your destination doesnamp;#39;t take you along a straight line on the map but rather follows a curved path. This is an example of whatamp;#39;s called a geodesic, a route representing the straightest path on a surface, and to calculate it you need the aid of certain mathematical tools known as the Christoffel Symbols. Likewise in general relativity these same tools allow you to calculate the inertial routes of objects through space and time. But where do such tools come from and how can we understand them intuitively? This is Dialect with Conceptualizing the Christoffel Symbols. This is Cartesian bear, he lives in Cartesian land, where lines are all straights and intersect at right angles this is polar bear he lives in polar land where lines are all straight and intersect at right angles. Okay arenamp;#39;t these two lands exactly the same thing? Well sure,
