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 2data:image/png;base64,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index1There aredays of over 75 degree weather this week.286,75,89,90,95,98,74889886.71428571428571537486758990959874