data:image/png;base64,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 highest temperature is degrees this week.2index1There are days of over 75 degree weather this week.2index1lowest tempindex1index1The range is 2data:image/png;base64,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index1There aredays of over 75 degree weather this week.20,0,0,0,0,0,081000300000000