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A function is called sectionally continuous or piecewise continuous in an interval c< t-< a if the interval can be subdivided into a finite number of intervals in each of which the function is continuous and has finite right and left hand limits. A function is called sectionally continuous or piecewise continuous in an interval c< t-< a if the interval can be subdivided into a finite number of intervals in each of which the function is continuous and has finite right and left hand limits.
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