data:image/png;base64,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highest temp last week was degrees3The average temp for this week is degrees3There were days above 75 degrees in this week.3Clear tempList for next week?(Yes/No)YesSunday,Monday,Tuesday,Wednesday,Thursday,Fridiay,Saturday1085799