data:image/png;base64,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I1AVGI1The Highest temp of the week is2The average of the week is2The number is temps that are high then 75 is 2data:image/png;base64,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 Highest temp of the week is2The average of the week is2The number is temps that are high then 75 is 2Would you like to forecast for next week ?YES5,34,78,34,78,44,5587846.8571428571428543282