AI Signal Dashboard
Last updated: 04.12 15:07
Top Undervalued
+70.5¢
Hakeem Jeffries(No)
+0.4¢
Vance Bostic(No)
+0.1¢
Chi Ossé(Yes)
NY-08 Democratic Primary Winner AI analysis: • +70.5¢ undervalued • Live Prediction Market fair value & mispricing alerts.
Undervalued Options Insights:
According to the market rules, if the NY-08 Democratic primary is canceled (e.g., due to challengers...
🔓 Unlock Mispricing Insights (Pro)
Real-time High Yield Opportunities
View MoreAll
Outcomes
Market
Price
AI Fair
Value
Value
Edge
Hakeem Jeffries
YesNo
95.5¢
4.5¢
25¢
75¢
0¢
+70.5¢
Vance Bostic
YesNo
3.4¢
96.6¢
3¢
97¢
0¢
+0.4¢
Expand to view all 3 options
⚠️ Risk Warning: Live data may lag! Prices can shift instantly due to news or low liquidity. Before trading, use AI Chat for [Live Recalculate], [Check Liquidity], [Trollbox Radar], or review [Fair Value Logic] to verify.
Rule Risk
This market presents a severe 'rule trap' (Score 5). The rules explicitly state that if no primary takes place, the market resolves to 'Other.' In New York, if the incumbent (Hakeem Jeffries) successfully challenges his opponents' ballot petitions (a common tactic) and runs unopposed, the primary is legally **canceled**. In this scenario, even though Jeffries effectively wins the nomination, the market resolves to 'Other' based on the technicality of the event not occurring. Bettors holding 'Jeffries' would lose their stake despite him being the nominee. Given that Jeffries' primaries were canceled in both 2020 and 2024, this is a critical structural risk.
Divergence
There is a severe divergence between market prices and election mechanics. Political norms indicate that uncompetitive challengers typically fail to meet New York's strict ballot access requirements, leading to an unopposed incumbent and a canceled primary. However, the prediction market prices Jeffries at a 95.5% implied probability, proving that the vast majority of traders have not read the specific 'resolves to Other if canceled' rule and are erroneously betting on his general reelection odds instead.