Scopes

Resolved event · free sample

World Cup Final: Spain vs. Argentina: replay

The final, snapshot by snapshot: Kalshi and Polymarket against an independent Elo Scopes Fair Value. Spain won 1–0. Free to replay in full: drag the interactive chart below to zoom the arc into kickoff.

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The Scopes Read: what the result shows, and how to read it

Founder Jon Shields and a statistics expert walk through the resolved World Cup final: what the market-vs-Scopes-Fair-Value record actually shows, and how to read a board like this on Scopes. Explanation of the record, not advice.

Jon Shields (founder) · with a statistics expert · ~5 min

Transcript

Jon: Welcome to The Scopes Read — three or four minutes on one divergence our system flagged, with someone who actually knows the math. Professor, thanks for doing this.

Professor: Happy to be here. I was promised a spreadsheet with a World Cup inside it.

Jon: That's genuinely what this is. So — quick setup for anyone new. Scopes doesn't predict anything. Our pipeline records what prediction markets are pricing, computes an independent fair value next to it, and when the two disagree, it flags it and tracks who turns out to be right. Today: the World Cup final. Spain, Argentina, and a disagreement worth about four points.

Jon: This is the twenty-four hours before kickoff, one snapshot every fifteen minutes — a hundred and eight of them. Two moving lines: Kalshi and Polymarket, both pricing "Spain lifts the trophy" around fifty-seven, fifty-eight percent. And then one completely flat line at fifty-four-point-six. Professor — the flat one is yours. Defend it.

Professor: The flat line is an Elo model — Spain’s probability computed purely from the two teams’ ratings coming into the match. And it’s flat for a boring, important reason: ratings only update when matches get played. Nothing that happened in those twenty-four hours — the lineup news, the money flowing in, the commentary — none of it touches the model. So what you’re really looking at is a fixed prior. A "before" belief, deliberately deaf to the news.

Jon: Which sounds like a weakness.

Professor: It's the entire point. The market lines are absorbing information continuously. The flat line is what you'd believe knowing only who these teams have been. So the gap between them is a measurement — it's the price of everything the market thinks it knows that the ratings don't. About four points of... let's call it conviction.

Jon: Now here’s the part I found genuinely interesting. Watch match day. At breakfast the gap was three-point-eight points. By early afternoon — two-point-three. The market walked almost halfway back toward the flat line as kickoff approached.

Professor: Right, and notice the model didn’t move — it can’t. The market came to it. That’s a pattern worth flagging without over-reading it: late money in sports markets tends to be the sharpest money. Whether that compression happens systematically — whether closing prices drift toward ratings-based priors — that’s not answerable from one match. That’s answerable from two hundred matches. Which, as I understand it, is rather the business model.

Jon: The archive is counting. One more wrinkle — for most of that morning our two venues disagreed with each other by more than a point and a half, and then converged to within a tenth right at kickoff.

Professor: Consistent with information arriving. Opinions differ; facts synchronize.

Jon: So — the resolution. Spain won it, one-nil. Scoreboard question: who was right?

Professor: The honest answer has two layers. The scoreboard layer: the market said fifty-eight and a half at kickoff, the model said fifty-four-point-six, Spain won — the market was closer. On the Scopes ledger, that’s a flag resolved "market right." Fair enough.

Jon: And the second layer?

Professor: The second layer is what that actually proves, which is: almost nothing. Both numbers said Spain was a modest favorite, and the favorite won. If we score it properly — there’s a thing called a Brier score, squared error between your probability and what happened — the market scores about point-one-seven, the model about point-two-one. Lower is better; a coin flip scores point-two-five. So both did fine, the market did a little better, and one match distinguishes between them about as well as one coin toss tells you a coin is fair.

Jon: So when does the answer get real?

Professor: Sample size. A few hundred resolved flags and you can say, with actual confidence, whether markets systematically outperform independent priors, by how much, and — the more interesting question — under what conditions. Big gaps versus small ones. Liquid markets versus thin. That’s when this stops being anecdotes and becomes a finding.

Jon: Which is why every one of these gets recorded — this one’s on the scorecard now, market’s column. Right now, for what it’s worth, the ledger across all our desks has the market ahead — and we publish that even though the other column has our name on it.

Professor: Especially because it does, I’d hope.

Jon: Especially because it does. That’s The Scopes Read — the full interactive chart for this match is free on the site, scopes.com, and the scorecard is public, either side shown alike. Professor — same time next week?

Professor: Bring me a bigger n.

Spain: full-series summary

Max Scopes Divergence
41.1 pts
Jul 19, 6:00 PM EDT
Pre-match Brier
0.168 / 0.206
Kalshi / Fair: market closer
Kalshi high / low
95.7% / 56.1%
Biggest 6h move
+39.5 pts
Snapshots
119
Outcome
Spain won
per resolution record

The pre-match Brier score is each side's kickoff probability scored against the result, the same measure the calibration record aggregates across every resolved flag. Lower is more accurate; scored at kickoff, not resolution.

Team
Window
Hover to read the spread · drag to zoom
48%66%83%100%ResolutionJul 18, 2:00 PMJul 19, 6:00 PM

This view: recomputes as you zoom & switch teams

Divergence percentile
100th pct
41.1 pts now · vs full history
Snapshots in view
119
Max Scopes Divergence
41.1 pts
Jul 19, 6:00 PM
Kalshi high / low
95.7% / 56.1%
high Jul 19, 6:00 PM
Biggest move
+39.5 pts
Jul 19, 4:30 PM → Jul 19, 6:00 PM

Final: at resolution

TeamKalshiPolymarketScopes Fair ValueResult
Spain95.7%91.5%54.6%Won
Argentina4.3%7.6%45.4%Lost

Values at the last recorded snapshot. The Elo Scopes Fair Value is pre-match static, ratings don't move once the match is under way.

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How the Scopes Fair Value is set

The benchmark is the World Football Elo expected result: from the two teams' ratings, 1 / (1 + 10^((R_opp − R_team) / 400)) at a neutral venue. For a two-team final that must produce a winner, that expected score is the probability of lifting the trophy. It uses no betting money, which is the point: Kalshi and Polymarket are the two prices measured against it, and the difference is the Scopes Divergence.

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