data:image/png;base64,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
highestTempThe highest temperature this week is 2
averageTempThe average temperature this week is 2
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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==75,76,77,78,7,90,9089070.428571428571436