data:image/png;base64,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data:image/png;base64,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Squirrel270The week's highest temperature was 4We will now find the average temperature for this week! 4squirrel1100averageTemp7Squirrel270The week's average temperature was 4We will now find the number of days that had temperatures above 75 degrees! 4squirrel1100index1tempGreaterThan750lengthSquirrel270The number of days this week with temperatures higher than 75 degrees is 41squirrel110090,,66,6,,5,6689033.2857142857142851