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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def mmGetMetricStabilityConfusion(self):
 """ For each iteration that doesn't follow a reset, looks at every other iteration for the same world that doesn't follow a reset, and computes the number of bits that show up in one or the other set of active cells for that iteration, but not both. This metric returns the distribution of those numbers. @return (Metric) Stability confusion metric """

    self._mmComputeSequenceRepresentationData()
    numbers = self._mmData["stabilityConfusion"]
    return Metric(self, "stability confusion", numbers)