Consider an NMR system that produces an eight-bit output. N = 2m + 1 for some m. Each processor fails at a constant rate and the failures are permanent. A failed processor produces any of the 28 possible outputs with equal probability. A majority voter is used to produce the overall output, and the voter is assumed never to fail. What is the probability that, at time t, a majority of the processors produce the same incorrect output after executing some program