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

2This will calculate the average temperaturemax

Max temp is

2This will calculate the maximun temperaturemin

Min temp is

2This will calculate the minimun temperatureNumber of days above 75

2This will decide how many days were above 75 degreesrange

Range is

2This will calculate the range of temperaturesPress space to restart2This broadcasts to the reset block

NumDay1

numDay1

start

1625012