data:image/png;base64,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

tempSumlength

index1

index1

The highest temp of the week was 2The average temp of the week was 2The number of days with a temp above 75 degrees: 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The highest temp of the week was 2The average temp of the week was 2The number of days with a temp above 75 degrees: 25Beginning of Extention #1tempsWould you like to input more temps?yesThe highest temp of the week was 2The average temp of the week was 2The number of days with a temp above 75 degrees: 25temps2Would you like to input more temps?yesExtention #3 is the background and sprite costume on the stage.80