data:image/png;base64,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
1
highest temperature of the weekHighest temperature of this week isdegrees2
average temperatureThe average temperature for this week 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IsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==10000080,0,0,0,0,0,000000000Monday,Tuesday,Wednesday,Thursday,Friday,Saturday,Sunday