data:image/png;base64,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index1averageTempindex1index1index1index1LowTempindex1index1rangeTempsdata:image/png;base64,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 highest temperature of the week was degrees2The average temperature for this week was degrees2There were days above 75 degrees this week.2The range in tempature this week is 2Do you want to calculate weather for next week?no15673Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday