Florida's special U.S. Senate election features appointed Republican incumbent Ashley Moody against Democratic state representative Angie Nixon, whose recent primary victory over Alex Vindman has set the November 3 matchup. With roughly three months until Election Day in a non-presidential cycle, trader prices cluster tightly across turnout buckets from under 7 million to 9 million-plus votes because historical midterm and special-election participation in the state shows wide variability driven by early and mail voting volumes, party mobilization efforts, and voter enthusiasm gaps. Recent polling indicates a modest Republican edge, yet the race's competitiveness could boost overall engagement relative to lower-turnout baselines. Key variables that could widen spreads include upcoming registration deadlines, early-voting reports, candidate-specific outreach intensity, and any national developments influencing Florida voter interest before ballots are cast.
基於Polymarket數據的AI實驗性摘要。這不是交易建議,也不影響該市場的結算方式。 · 更新於775萬-800萬 42%
850萬至875萬 42%
9百萬以上 42%
700萬至725萬 41%
低於700萬
38%
700萬至725萬
41%
725萬-750萬
39%
750萬-775萬
39%
775萬-800萬
42%
800萬-825萬
40%
825萬-850萬
41%
850萬至875萬
42%
875萬-900萬
40%
9百萬以上
42%
775萬-800萬 42%
850萬至875萬 42%
9百萬以上 42%
700萬至725萬 41%
低於700萬
38%
700萬至725萬
41%
725萬-750萬
39%
750萬-775萬
39%
775萬-800萬
42%
800萬-825萬
40%
825萬-850萬
41%
850萬至875萬
42%
875萬-900萬
40%
9百萬以上
42%
If the reported value falls exactly between two brackets, then this market will resolve to the higher range bracket.
If the results of the specified election are not definitively known by March 31, 2027, 11:59 PM ET, this market will resolve to the lowest range bracket.
All votes certified for candidates or non-candidate options in the specified election are included. Invalidated or blank votes are not included. In ranked-choice or preferential systems, the first-round vote total will be used.
The primary resolution source for this market will be the official results of the 2026 midterm election for Senator from Florida, as published by the state electoral authority responsible for certifying the results of the election; however, an overwhelming consensus of credible reporting may also be used.
市場開放時間: Aug 18, 2026, 10:06 AM ET
Resolver
0x69c47De9D...If the reported value falls exactly between two brackets, then this market will resolve to the higher range bracket.
If the results of the specified election are not definitively known by March 31, 2027, 11:59 PM ET, this market will resolve to the lowest range bracket.
All votes certified for candidates or non-candidate options in the specified election are included. Invalidated or blank votes are not included. In ranked-choice or preferential systems, the first-round vote total will be used.
The primary resolution source for this market will be the official results of the 2026 midterm election for Senator from Florida, as published by the state electoral authority responsible for certifying the results of the election; however, an overwhelming consensus of credible reporting may also be used.
Resolver
0x69c47De9D...Florida's special U.S. Senate election features appointed Republican incumbent Ashley Moody against Democratic state representative Angie Nixon, whose recent primary victory over Alex Vindman has set the November 3 matchup. With roughly three months until Election Day in a non-presidential cycle, trader prices cluster tightly across turnout buckets from under 7 million to 9 million-plus votes because historical midterm and special-election participation in the state shows wide variability driven by early and mail voting volumes, party mobilization efforts, and voter enthusiasm gaps. Recent polling indicates a modest Republican edge, yet the race's competitiveness could boost overall engagement relative to lower-turnout baselines. Key variables that could widen spreads include upcoming registration deadlines, early-voting reports, candidate-specific outreach intensity, and any national developments influencing Florida voter interest before ballots are cast.
基於Polymarket數據的AI實驗性摘要。這不是交易建議,也不影響該市場的結算方式。 · 更新於



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