data:image/png;base64,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:image/png;base64,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 temperaturelengthall done75The highest temperature this week was °F4The average temperature this week was °F4The number of days this week with temperatues above 75°F was 4stop2

1675average temperaturelengthall done75The highest temperature this week was °F4The average temperature this week was °F4The number of days this week with temperatues above 75°F was 4stopWould you like to enter for another week? (yes or no)2yes1675average temperaturelengthall done75The highest temperature this week was °F4The average temperature this week was °F4The number of days this week with temperatues above 75°F was 477-10,-25,70,45,60,How 77,777How 771120