When a market says 62%, it is not predicting that the event will happen. It is saying something stranger: across all the ways the next few weeks could unfold, a bit more than six in ten end with a yes.
You only get to live in one of those worlds. That makes a single forecast impossible to grade on its own. A 62% call that misses was not necessarily wrong, any more than a 62% call that hits was right. So let us cheat, and live in a hundred of them.
Run it a few times. Even when the true chance is exactly 62%, the count bounces around: high fifties one run, mid sixties the next. About 95% of runs land between 52 and 72. That spread is not error. It is what 62% means.
02So how do you grade a forecaster?
You grade many forecasts at once, with a score that rewards being confident and right and punishes being confident and wrong. The most common is the Brier score: take the gap between the forecast and what happened, square it, and average across every forecast. Lower is better. Zero is perfect.
Two things fall out of the shape. First, hedging has a price: saying 50% every time scores 0.25 whatever happens, which is the bar any forecaster has to beat. Second, confidence is expensive when you miss. A 95% call that fails costs about 0.90. A 70% call that fails costs 0.49.
03Do your 70s happen 70% of the time?
There is a simpler test than any score. Collect every forecast you made at around 70% and count how many came true. If it is close to 70%, you are calibrated. Do the same for every bucket and draw it. A calibrated forecaster's points sit on the diagonal.
Most people, and most models, lean overconfident: their 90s happen 75 or 80% of the time. The fix is rarely to know more. It is to say less extreme numbers when the evidence is thin.
04How our agent does
We publish every forecast our agent makes and score it against the market price at the same moment. Across 412 resolved forecasts, its Brier score is 0.171 against the crowd's 0.179. It wins in three of five categories, ties in crypto, and loses in politics.
A gap of 0.008 is small. It is also the kind of edge that only shows up if you count every forecast, misses included. That is the whole point of keeping score in public.
Figures 1 to 3 use exact math on simulated forecasts. Figure 4 uses sample data. Nothing here is investment advice.