AI Signal Dashboard
Last updated: 4 hours ago
Top Undervalued
+58.5¢
United Russia (ER)(No)
Arbitrage Opportunity
3¢
Arbitrage
7.3%
Annualized yield
Which party will gain most seats in Russian Parliamentary Election? AI analysis: • +58.5¢ undervalued • 7.3% arbitrage APY • Live Prediction Market fair value & mispricing alerts.
Arbitrage Plan:
Buy No for United Russia (ER)
Plan Description:
Because market participants widely misunderstand 'most seats gained' as 'most total seats', the Yes ...
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Undervalued Options Insights:
The core logic remains unchanged: this is a 'Net Gain' (Delta) market, not a 'Total Seats' market. U...
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Real-time High Yield Opportunities
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Outcomes
Market
Price
AI Fair
Value
Value
Edge
United Russia (ER)
YesNo
63.5¢
36.5¢
5¢
95¢
0¢
+58.5¢
Liberal Democratic Party of Russia (LDPR)
YesNo
5.05¢
94.95¢
35¢
65¢
+29.9¢
0¢
Expand to view all 7 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
The core rule focuses on 'Most Seats Gained' rather than 'Most Total Seats', which is a significant cognitive trap. For the dominant United Russia party (with 324 seats), gaining more seats is mathematically much harder than for smaller parties with a lower baseline. Additionally, the reliance on 'consensus of credible reporting' in the context of Russian elections—which may lack independent observers—introduces a risk of dispute over the validity of the results or data sources.
Divergence
The prediction market price implies that United Russia (ER) is the most likely party to 'gain the most seats', which diverges significantly from political reality and basic logic. Mainstream political observers know that ER already holds an overwhelming majority in the Duma, and achieving the largest net seat gain faces extreme mathematical difficulty (minimal headroom). This divergence is almost entirely due to prediction market participants misreading the rule 'gains the greatest number of seats compared to before the election' as 'wins the most total seats'.