data:image/png;base64,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data:image/png;base64,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Highest Temp for this week 2Average Temp for this week 2Number of days with a temperature above 75 degrees 2Press space to input new values!2Highest Temp for this week 2Average Temp for this week 2Number of days with a temperature above 75 degrees 2Press space to input new values!2index1index1830