data:image/png;base64,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The average temperature for this week will be °F.2idx1The highest temperature this week will be °F.2idx1The lowest temperature this week is °F.2There will only be days above 75°F in this week.2Do you want to start again? (y/n)yidx1idx1max1idx1The range for this week will be °F.2data:image/png;base64,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Do you want to continue? (y/n)y34,34,34,34,3,,