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finalize post: tighten prior-to-posterior transition, resolve uv.lock after rebase
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docs/blog/posts/2026/pearson-phi-broken-tweedie.md

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The 95% prior intervals comfortably cover the observed values. The priors are weak enough that the data drives the posterior, but informative enough to keep sampling in a reasonable region — no need for tight constraints. Sensitivity checks (widening or shifting the priors) produce the same posterior estimates, confirming the data dominates.
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But how much does the posterior actually tighten relative to these priors? We can compare the full prior and posterior distributions directly:
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But how much does the posterior tighten relative to these priors once we add data? Let's simulate: fit the model to 5,000 synthetic Tweedie observations and compare the full prior and posterior distributions directly:
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![Prior vs Posterior: 5000 synthetic Tweedie observations tighten all parameter distributions.](../images/fig_prior_posterior.png)
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uv.lock

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