 In that case, even if the prior plausibility considerations (expressed within \(b\)) make it 100 times more plausible that the coin is fair than that it is warped towards heads with propensity 3/4 — i.e., even if \(P_{\alpha}[h_{[1/2]} \pmid b] / P_{\alpha}[h_{[3/4]} \pmid b] = 100\) — the evidence provided by these tosses makes the posterior plausibility that the coin is fair only about 6/1000ths as plausible as the hypothesis that it is warped towards heads with propensity 3/4: