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Larger Senate margin: Hinson or Marshall?

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EventKALSHI

Larger Senate margin: Hinson or Marshall?

Larger Senate margin: Hinson or Marshall?
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Vol

15.6K contracts

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Markets

2

Market snapshot: Oct 28, 2026, 12:00 PM UTC. Prices may have changed.

Market Price Graph

2 markets tracked

Will Ashley Hinson's Iowa Senate margin be larger than Roger Marshall's Kansas Senate margin in the November 3, 2026 general election?

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All Markets(2)
MarketOutcome price
Will Ashley Hinson's Iowa Senate margin be larger than Roger Marshall's Kansas Senate margin in the November 3, 2026 general election?
Yes 57.5%
Will Roger Marshall's Kansas Senate margin be larger than Ashley Hinson's Iowa Senate margin in the November 3, 2026 general election?
Yes 41.0%

Event Overview

On Nov 3, 2026 On Nov 3, 2026 Each candidate's margin is their percentage of the total votes cast in their U.S. Senate race minus the percentage received by the highest-finishing other candidate in that race, calculated from the certified results. X margin is negative if the candidate does not finish first. Total votes cast include write-in votes reported in the certified results. The difference between the two margins is rounded to two decimal places. X difference of exactly 0.00 resolves Hinson Yes. This market will close and expire early if the results of both races are certified.

Market Resolution Rules

Important Notes

  • Markets resolve based on official data sources specified in the rules
  • Resolution may be delayed if official data is not immediately available
  • Kalshi markets are regulated by the CFTC and follow strict resolution procedures
  • Always verify the exact resolution criteria before trading

Markets (2)

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KALSHIPolitics
Will Ashley Hinson's Iowa Senate margin be larger than Roger Marshall's Kansas Senate margin in the November 3, 2026 general election?

Will Ashley Hinson's Iowa Senate margin be larger than Roger Marshall's Kansas Senate margin in the November 3, 2026 general election?

If Ashley Hinson's margin in the Iowa U.S. Senate election minus Roger Marshall's margin in the Kansas U.S. Senate election is at least 0 percentage points in the November 3, 2026 general election, then the market resolves to Yes. Secondary rules: Each candidate's margin is their percentage of the total votes cast in their U.S. Senate race minus the percentage received by the highest-finishing other candidate in that race, calculated from the certified results. A margin is negative if the candidate does not finish first. Total votes cast include write-in votes reported in the certified results. The difference between the two margins is rounded to two decimal places. A difference of exactly 0.00 resolves Hinson Yes. Early close condition: This market will close and expire early if the results of both races are certified.

Yes outcome57.5%
Yes
Volume9.1K contracts
LiquidityN/A
End DateMar 07, 2027
View Details
KALSHIPolitics
Will Roger Marshall's Kansas Senate margin be larger than Ashley Hinson's Iowa Senate margin in the November 3, 2026 general election?

Will Roger Marshall's Kansas Senate margin be larger than Ashley Hinson's Iowa Senate margin in the November 3, 2026 general election?

If Roger Marshall's margin in the Kansas U.S. Senate election minus Ashley Hinson's margin in the Iowa U.S. Senate election is above 0 percentage points in the November 3, 2026 general election, then the market resolves to Yes. Secondary rules: Each candidate's margin is their percentage of the total votes cast in their U.S. Senate race minus the percentage received by the highest-finishing other candidate in that race, calculated from the certified results. A margin is negative if the candidate does not finish first. Total votes cast include write-in votes reported in the certified results. The difference between the two margins is rounded to two decimal places. A difference of exactly 0.00 resolves Hinson Yes. Early close condition: This market will close and expire early if the results of both races are certified.

Yes outcome41.0%
Yes
Volume6.6K contracts
LiquidityN/A
End DateMar 07, 2027
View Details

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