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Consider the example of a coffee cup and a donut ( see < span class =" plainlinks "> this example </ span >).
From the point of view of differential topology, the donut and the coffee cup are the same ( in a sense ).
This is an inherently global view, though, because there is no way for the differential topologist to tell whether the two objects are the same ( in this sense ) by looking at just a tiny ( local ) piece of either of them.
He must have access to each entire ( global ) object.

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