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Polymarket
PA House of Representatives District 12 Special Election Winner
Top outcomes
Scott Timko
80%
Other
50%
Person A
50%
Person B
50%
A special election is currently scheduled for August 18, 2026 to fill the 12th district seat in the Pennsylvania House of Representatives.
This market will resolve according to the winner of this election.
This market includes any potential runoff election or second round.
If the results of this election are not definitively known by March 31, 2027, 11:59 PM ET, this market will resolve to “Other”.
The resolution source for this market will be a consensus of official sources, including: https://www.electionreturns.pa.gov/.
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$8K Vol.
Closes Aug 18, 2026
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Top outcomes by win probability — price history from Polymarket, updates when you refresh.
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$8.0k Vol.
All outcomes
Pick Yes or No on any outcome, then explain your pick below. Reputation-only — no money or trading.
$8K Vol.
Scott Timko
80% market probability
80%
$refs['reasoning-0']?.focus())"
>
Yes 80%
+20 / −80
$refs['reasoning-0']?.focus())"
>
No 20%
+80 / −20
Other
50% market probability
50%
$refs['reasoning-1']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-1']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Other
Explain your No on Other
(optional)
0 / 2,000
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Person A
50% market probability
50%
$refs['reasoning-2']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-2']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person A
Explain your No on Person A
(optional)
0 / 2,000
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Person B
50% market probability
50%
$refs['reasoning-3']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-3']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person B
Explain your No on Person B
(optional)
0 / 2,000
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Person C
50% market probability
50%
$refs['reasoning-4']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-4']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person C
Explain your No on Person C
(optional)
0 / 2,000
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Person D
50% market probability
50%
$refs['reasoning-5']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-5']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person D
Explain your No on Person D
(optional)
0 / 2,000
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Person E
50% market probability
50%
$refs['reasoning-6']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-6']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person E
Explain your No on Person E
(optional)
0 / 2,000
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Person F
50% market probability
50%
$refs['reasoning-7']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-7']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person F
Explain your No on Person F
(optional)
0 / 2,000
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Person G
50% market probability
50%
$refs['reasoning-8']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-8']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person G
Explain your No on Person G
(optional)
0 / 2,000
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Person H
50% market probability
50%
$refs['reasoning-9']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-9']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person H
Explain your No on Person H
(optional)
0 / 2,000
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Person I
50% market probability
50%
$refs['reasoning-10']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-10']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person I
Explain your No on Person I
(optional)
0 / 2,000
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Person J
50% market probability
50%
$refs['reasoning-11']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-11']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person J
Explain your No on Person J
(optional)
0 / 2,000
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Person K
50% market probability
50%
$refs['reasoning-12']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-12']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Person K
Explain your No on Person K
(optional)
0 / 2,000
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Brandon Dukes
12% market probability
12%
$refs['reasoning-13']?.focus())"
>
Yes 12%
+88 / −12
$refs['reasoning-13']?.focus())"
>
No 88%
+12 / −88
Explain your Yes on Brandon Dukes
Explain your No on Brandon Dukes
(optional)
0 / 2,000
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Public forecast history
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