data:image/png;base64,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data:image/png;base64,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

index1highestTemp0averageTemp0above750sum0sumindex1averageTemp

There are days with temps above 75 degrees.2The average temp of the week is 2tempsWould you like to start again? Y or NY

index1The highest temp of the week is 2

8553.5714285714285718375