A manufacturer of mechanical pencils finds that 4% of the pencils are broken. The pencils are in packages of five. Let the numbers 1 through 96 represent pencils that are not broken, and the numbers 97-100 represent broken pencils. A random-number generator produced the results shown in the table. Based on the simulated data, what is the probability, written as a decimal, that in a package of 5 pencils, at least 1 will be broken?

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