9th Grade Computer Science: Task Storing Information with Variables Completed April 7th, 2020 (4/7/2020) -- Click the green flag to start/restart. You will be asked questions for information and your answers will be repeated back to you. Don't respond in a full sentence-just respond with the simplest 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data:image/png;base64,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