data:image/png;base64,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index1The highest temperature is degrees this week.2index1There are days of over 75 degree weather this week.2index1lowest tempindex1index1The range is 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==8119059.42857142857143330000000023,34,78,79,45,67,90