data:image/png;base64,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The highest temp of the week is 3The average temp of the week is 3The amount of days over 75 degrees is 3The range of the temp is degrees.3Thank you for reporting the weather !3Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday899874.71428571428571445811867,89,46,78,45,67,8911