data:image/png;base64,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:image/png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What is the term for the problem being solved or creative interest being pursued through the program?,PurposeWhat is the computer science term for a finite set of instructions that accomplish a specific task?,AlgorithmWhat is an ordered sequence of elements called in computer science?,List