data:image/png;base64,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:image/png;base64,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Squirrel270The week's highest temperature was 4We will now find the average temperature for this week! :P4squirrel1100averageTemp7Squirrel270The week's average temperature was 4We will now find the number of days that had temperatures above 75 degrees! :D4squirrel1100index1tempGreaterThan750lengthSquirrel270The number of days this week with temperatures higher than 75 degrees is 4YIPPEEEEE!!!31squirrel1100This is supposed to be the correct part of the script, but it does not work for some reason.0000