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-16040901090The average high of the week is 12

average7

day1-160409010090There were days with temperatures above 75 degrees12

i1-160409011090The highest tempeture of the week was 12

i1range-160409012090The range of tempetures for the week was 12data:image/png;base64,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1,2,3,4,5,6,7,47460781