data:image/png;base64,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:image/png;base64,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 highest temperature is 2The average temperature is about degrees.2The number of days above 75 is 2lowestTempindex1lengthrangeTemperatures this week will range from to with a degree difference.6

averageTemplengthaverageTemp-99,99,-99,9,25,-9,-999-1281-99198