Will Steve Hilton finish first in the 2026 California Governor primary election?
Probability
32¢
1h
+0.5pp
24h
+0.5pp
24h Vol
$50.29
Liquidity
$13.9K
Probability (last 7 days)
-8.5pp 7dWhy did it move?
Structured · 2 factors- 1
Resolution-risk signal firing
Expires in 895h with open resolution ambiguity.
- 2
Thin liquidity
Only $13.9k of visible book — small orders can move the line. Treat the probability as a soft estimate.
What to track next
- Verify the resolution source on this page — exchange feed, official release, news consensus — before treating any move as new information.
Verification actions only — never trade recommendations.
Each factor is grounded in a single named metric you can verify on this page — probability, volume, liquidity, signal, resolution state. No predictions, no prose hallucinations.
Timeline — news, trades, signals, price moves
- 0s agoResolveLOW
Market resolves in 894.7h
- 17:16SignalLOW
Signal · Resolution risk
Expires in 895h with open resolution ambiguity.
- 17:00PriceMEDIUM
Probability up 14.0pp
to 32¢
- 15:00PriceMEDIUM
Probability up 3.5pp
to 32¢
- 14:00PriceMEDIUM
Probability up 6.5pp
to 32¢
- 12:00PriceMEDIUM
Probability up 13.5pp
to 32¢
- 11:00PriceMEDIUM
Probability up 11.5pp
to 32¢
- 09:00PriceMEDIUM
Probability up 7.5pp
to 32¢
- 08:00PriceMEDIUM
Probability up 3.5pp
to 32¢
- 06:00PriceMEDIUM
Probability down -4.5pp
to 32¢
- 05:00PriceMEDIUM
Probability down -3.0pp
to 31¢
- 04:00PriceMEDIUM
Probability up 3.5pp
to 31¢
- 00:00PriceMEDIUM
Probability down -8.0pp
to 32¢
- 22:00PriceMEDIUM
Probability down -9.5pp
to 32¢
- 21:00PriceMEDIUM
Probability down -7.0pp
to 32¢
- 19:00PriceMEDIUM
Probability down -7.0pp
to 32¢
- 1d agoPriceMEDIUM
Probability down -6.5pp
to 32¢
- 1d agoPriceMEDIUM
Probability down -6.5pp
to 26¢
- 1d agoPriceMEDIUM
Probability down -10.5pp
to 21¢
- 1d agoPriceMEDIUM
Probability down -10.0pp
to 21¢
- 1d agoPriceMEDIUM
Probability down -3.5pp
to 21¢
- 1d agoPriceMEDIUM
Probability down -5.5pp
to 21¢
- 1d agoPriceMEDIUM
Probability down -9.0pp
to 21¢
- 1d agoPriceMEDIUM
Probability down -10.5pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -8.5pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -18.0pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -15.5pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -19.0pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -19.5pp
to 21¢
- 2d agoPriceMEDIUM
Probability down -20.0pp
to 21¢
Active signals
Recent Trades
No recent trades visible from the Data API for this market.
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Market Description
The non-partisan primary election for Governor of California is scheduled to take place on June 2, 2026. The top two candidates in this election by number of votes won will advance to the general election for Governor of California. This market will resolve according to the candidate who receives the most valid votes in this primary election. The named candidates will be primarily ranked by the number of valid votes received in the specified election. If two or more candidates are tied on valid votes, ties will be broken by alphabetical order of the candidates' last names. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking. If the results of this election are not definitively known by December 31, 2026, this market will resolve to “Other.” This market will resolve based on the results of the primary election for Governor of California as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the government of California, specifically the Office of the Secretary of State.
Resolution & Risk
LOW risk- End date
- Jun 2, 2026
- UMA status
- n/a
- Resolution source
- consensus of credible reportingNews consensusextracted · medium
- Market type
- Multi-outcome (neg-risk)
- Part of a multi-outcome event (neg-risk): only one market can resolve YES.
Alerts
In-app banners fire as soon as a rule is satisfied. Email, Telegram, and Discord delivery are coming soon — every existing rule will keep working without changes.