data:image/png;base64,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:image/png;base64,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the average temperature is21rangeOfTempThe temperature range is 2index1tempLowindex1index1daysOfWeekMondayTuesdayWednesdayThursdayFridaySaturdaySundaythe highest temperature this week is 245,56Thursday45,56,21,78,98,54,321000045,56,21,78,98,54,32