data:image/png;base64,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data:image/png;base64,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The average temperature of the week is degrees.4The highest temperature of the week is degrees.4The number of days with a temperature above 75 degrees is .4The lowest temperature of the week is degrees.445,87,545,45,45,4,5545899\,76,89,652648,5454