 It is instructive to plug some specific values into the formula given by the Falsification Theorem, to see what the convergence rate might look like. For example, the theorem tells us that if we compare any pair of hypotheses \(h_i\) and \(h_j\) on an evidence stream \(c^n\) that contains at least \(m = 19\) observations or experiments, where each has a likelihood \(\delta \ge .10\) of yielding a falsifying outcome, then the likelihood (on \(h_{i}\cdot b\cdot c^{n})\) of obtaining an outcome sequence \(e^n\) that yields likelihood-ratio