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It is evident that the given function f is defined at all points of the real line. If f is a continuous function, then f is continuous at all real numbers. In particular, f is continuous at x 2 and x 10

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It is evident that the given function f is defined at all points of the real line. If f is a continuous function, then f is continuous at all real numbers. In particular, f is continuous at x  2 and x  10

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