David Crowley secured the Democratic nomination for Wisconsin governor on August 11, 2026, defeating state Rep. Francesca Hong by roughly 3,000 votes out of more than 620,000 cast, a margin under 0.5 percentage points. Late undecided voters broke toward the Milwaukee County executive, bolstered by Gov. Tony Evers' endorsement and establishment support emphasizing general-election strength against Republican nominee Tom Tiffany. Hong, a democratic socialist who led most polls, conceded without seeking a recount after other candidates split remaining support. Trader consensus on a sub-1% Crowley victory reflects these certified results. A narrow recount triggered by procedural challenges or delayed official certification could still adjust the exact bracket, though both appear improbable given the concession and vote totals.
Experimental AI-generated summary referencing Polymarket data. This is not trading advice and plays no role in how this market resolves. · UpdatedCrowley <1% 99.0%
Crowley 1–2% <1%
Crowley 2–3% <1%
Hong 6%+ <1%
$108,789 Vol.
$108,789 Vol.

Hong 6%+
<1%

Hong 5–6%
<1%

Hong 4–5%
<1%

Hong 3–4%
<1%

Hong 2–3%
<1%

Hong 1–2%
<1%

Hong <1%
<1%

Crowley <1%
99%

Crowley 1–2%
1%

Crowley 2–3%
<1%

Crowley 3–4%
<1%

Crowley 4–5%
<1%

Crowley 5–6%
<1%

Crowley 6%+
<1%
Crowley <1% 99.0%
Crowley 1–2% <1%
Crowley 2–3% <1%
Hong 6%+ <1%
$108,789 Vol.
$108,789 Vol.

Hong 6%+
<1%

Hong 5–6%
<1%

Hong 4–5%
<1%

Hong 3–4%
<1%

Hong 2–3%
<1%

Hong 1–2%
<1%

Hong <1%
<1%

Crowley <1%
99%

Crowley 1–2%
1%

Crowley 2–3%
<1%

Crowley 3–4%
<1%

Crowley 4–5%
<1%

Crowley 5–6%
<1%

Crowley 6%+
<1%
This market will resolve according to the margin of victory between the top two candidates in the Wisconsin Gubernatorial Democratic primary election.
For the purpose of this market, the “margin of victory” is defined as the absolute difference between the percentages of valid votes received by the first- 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.
If the reported value falls exactly between two brackets, then this market will resolve to the higher margin bracket.
If two candidates receive the exact same highest number of valid votes and both are listed, this market will resolve to the lowest bracket for the tied candidate whose last name comes first alphabetically. If only one of the tied candidates is listed, this market will resolve to the lowest bracket for that listed candidate. If neither tied candidate is listed, this market will resolve to “Other.”
This market will resolve based on the official vote count once the count has been made official.
If the results of the specified election are not known definitively by November 30, 2026, 11:59 PM ET, this market will resolve to “Other”.
The primary resolution source for this market will be information from the State of Wisconsin, such as official statewide results published by the Wisconsin Elections Commission (https://myvote.wi.gov/); however, an overwhelming consensus of credible reporting may suffice.
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.
Market Opened: Aug 11, 2026, 10:03 PM ET
Resolver
0x69c47De9D...This market will resolve according to the margin of victory between the top two candidates in the Wisconsin Gubernatorial Democratic primary election.
For the purpose of this market, the “margin of victory” is defined as the absolute difference between the percentages of valid votes received by the first- 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.
If the reported value falls exactly between two brackets, then this market will resolve to the higher margin bracket.
If two candidates receive the exact same highest number of valid votes and both are listed, this market will resolve to the lowest bracket for the tied candidate whose last name comes first alphabetically. If only one of the tied candidates is listed, this market will resolve to the lowest bracket for that listed candidate. If neither tied candidate is listed, this market will resolve to “Other.”
This market will resolve based on the official vote count once the count has been made official.
If the results of the specified election are not known definitively by November 30, 2026, 11:59 PM ET, this market will resolve to “Other”.
The primary resolution source for this market will be information from the State of Wisconsin, such as official statewide results published by the Wisconsin Elections Commission (https://myvote.wi.gov/); however, an overwhelming consensus of credible reporting may suffice.
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.
Resolver
0x69c47De9D...David Crowley secured the Democratic nomination for Wisconsin governor on August 11, 2026, defeating state Rep. Francesca Hong by roughly 3,000 votes out of more than 620,000 cast, a margin under 0.5 percentage points. Late undecided voters broke toward the Milwaukee County executive, bolstered by Gov. Tony Evers' endorsement and establishment support emphasizing general-election strength against Republican nominee Tom Tiffany. Hong, a democratic socialist who led most polls, conceded without seeking a recount after other candidates split remaining support. Trader consensus on a sub-1% Crowley victory reflects these certified results. A narrow recount triggered by procedural challenges or delayed official certification could still adjust the exact bracket, though both appear improbable given the concession and vote totals.
Experimental AI-generated summary referencing Polymarket data. This is not trading advice and plays no role in how this market resolves. · Updated

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