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Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

Yes1%

Vol$447.84

Outcomes2

1%

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Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

MarketPOLYMARKETactiveOther

Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

Part of: Arkansas Governor Election Margin of Victory

NoNo Price

99¢

|

VolTotal Volume

$447.84

|

Outcomes

2

Ends

Nov 3, 2026

in about 2 months

Trade on Polymarket

Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

No

99¢

|

Vol

$447.84

|

Outcomes

2

Yes0.8¢

No99.2¢

Price History

Will the Democratic Party candidate win the 2026 Arkansas gubernatorial election?

No historical data available

Price history will appear here when available

Resolution Info

Market Stats

Resolution Countdown

58 Days Left

November 03, 2026 • 12:00 PM

Last Updated

less than a minute ago

Arkansas Governor Election Margin of Victory

Arkansas Governor Election Margin of Victory

Resolution Information

Status

Active

Expected Resolution

November 03, 2026

12:00 PM GMT+0

UMA Protocol

Markets are resolved using the UMA optimistic oracle system with community verification.

Accuracy

99.7%

Resolved

15,420

Avg Time

< 2 hours

Disputes

0.3%

Resolution Criteria

The 2026 Arkansas gubernatorial election is currently expected to be held on November 3, 2026. This market will resolve according to the margin of victory between the top two candidates in the specified election. The "margin of victory" is defined as the absolute difference between the percentages of valid votes received by the first-place and second-place candidates. Percentages of the valid votes received by each candidate will be determined by dividing the total number of valid votes each of the top two candidates receives by the sum of all valid votes cast in the election. For purposes of this market, candidates nominated by the Democratic & Republican Parties will represent the options for "Democrat" and "Republican," respectively. Independent candidates will not represent options for either party. The candidates may be named in the contract for the convenience of traders. In the event that any named candidate is replaced as the nominee of their respective party prior to election day, the name in the contract will be updated and the market will resolve based on the replacement nominee of the party. If the reported value falls exactly between two brackets, then this market will resolve to the higher margin bracket. If two or more candidates tie for the most valid votes in this election, and the tie is between two candidates listed, this market will resolve to the lowest margin bracket for the candidate whose ballot-listed last name comes first in alphabetical order. If the tie is between a listed candidate and an unlisted candidate, this market will resolve to the lowest margin bracket for the listed candidate. If the tie is between two or more unlisted candidates, this market will resolve to "Other." If the listed candidate is represented in this market group as "Republican" or "Democrat" their ballot-listed last name will still be used for tiebreaking. This market will resolve based on the official vote count once the count has been made official. If the election results are not known definitively by June 30, 2027, 11:59 PM ET, this market will resolve to "Other". If a recount is initiated before the vote total has been made official, the market will remain open until the recount is completed and the vote is made official. The primary resolution source for this market will be the official results of the 2026 Arkansas gubernatorial election 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.

Market Still Active

This market has not yet resolved. Resolution will occur after the specified end date based on the criteria above.