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Paraná Governor Election Winner

Top outcomes

Sergio Moro 82%
Other 50%
Candidate C 50%
Candidate D 50%

The Paraná gubernatorial election is scheduled to take place in Brazil on October 4, 2026, with a runoff on October 25, 2026, if no candidate receives a majority of the valid votes in the first round. This market will resolve according to the candidate who wins this election. Temporary, interim, or placeholder governors appointed by any means before the specified election will not be considered. If the result of this election isn't known by June 30, 2027, 11:59 PM ET, the market will resolve to "Other". This market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., www.tse.jus.br/eleicoes/resultados-eleicoes).

$103K Vol. Closes Oct 5, 2026

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Top outcomes by win probability — price history from Polymarket, updates when you refresh.

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$102.8k Vol.

All outcomes

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$103K Vol.

Sergio Moro

82% market probability

82%

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0 / 2,000

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Other

50% market probability

50%

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0 / 2,000

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Candidate C

50% market probability

50%

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0 / 2,000

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Candidate D

50% market probability

50%

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0 / 2,000

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Candidate E

50% market probability

50%

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0 / 2,000

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Candidate F

50% market probability

50%

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0 / 2,000

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Candidate G

50% market probability

50%

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0 / 2,000

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Candidate H

50% market probability

50%

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0 / 2,000

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Candidate I

50% market probability

50%

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0 / 2,000

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Candidate J

50% market probability

50%

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0 / 2,000

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Sandro Alex

18% market probability

18%

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0 / 2,000

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Requião Filho

0% market probability

0%

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0 / 2,000

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Guto Silva

0% market probability

0%

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0 / 2,000

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Alexandre Curi

0% market probability

0%

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0 / 2,000

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Beto Richa

0% market probability

0%

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0 / 2,000

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Enio Verri

0% market probability

0%

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0 / 2,000

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Luiz França

0% market probability

0%

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0 / 2,000

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Rafael Greca

0% market probability

0%

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0 / 2,000

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