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Sports
Polymarket
Hungarian Grand Prix: Constructor Fastest Lap
Top outcomes
Mercedes
50%
Tgr Haas
50%
Audi Revolut
50%
Alpine
49%
This is a polymarket on the constructor team whose driver achieves the fastest lap at the 2026 F1 Hungarian Grand Prix, scheduled for Jul 26, 2026.
If the 2026 F1 Hungarian Grand Prix is canceled or rescheduled to a date after Aug 2, 2026, this market will resolve to "Other."
This market will resolve in favor of the constructor team whose driver is officially credited with the fastest lap in the Final Classification published by the FIA following the conclusion of the race. The fastest lap must be set during the race itself; times from practice sessions, qualifying, or any other sessions are not considered.
If no driver completes a lap during the race (e.g., due to a red flag ending the race prematurely), this market will resolve to "Other."
The resolution source will be the official Formula 1 website and a consensus of credible sports news reporting.
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Closes Aug 2, 2026
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Top outcomes by win probability — price history from Polymarket, updates when you refresh.
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$0 Vol.
All outcomes
Pick Yes or No on any outcome, then explain your pick below. Reputation-only — no money or trading.
Mercedes
50% market probability
50%
$refs['reasoning-0']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-0']?.focus())"
>
No 50%
+50 / −50
Tgr Haas
50% market probability
50%
$refs['reasoning-1']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-1']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Tgr Haas
Explain your No on Tgr Haas
(optional)
0 / 2,000
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Audi Revolut
50% market probability
50%
$refs['reasoning-2']?.focus())"
>
Yes 50%
+50 / −50
$refs['reasoning-2']?.focus())"
>
No 50%
+50 / −50
Explain your Yes on Audi Revolut
Explain your No on Audi Revolut
(optional)
0 / 2,000
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Alpine
49% market probability
49%
$refs['reasoning-3']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-3']?.focus())"
>
No 51%
+49 / −51
Explain your Yes on Alpine
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(optional)
0 / 2,000
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Ferrari
49% market probability
49%
$refs['reasoning-4']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-4']?.focus())"
>
No 51%
+49 / −51
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(optional)
0 / 2,000
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Cadillac
49% market probability
49%
$refs['reasoning-5']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-5']?.focus())"
>
No 51%
+49 / −51
Explain your Yes on Cadillac
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(optional)
0 / 2,000
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Red Bull
49% market probability
49%
$refs['reasoning-6']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-6']?.focus())"
>
No 51%
+49 / −51
Explain your Yes on Red Bull
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(optional)
0 / 2,000
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Williams
49% market probability
49%
$refs['reasoning-7']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-7']?.focus())"
>
No 51%
+49 / −51
Explain your Yes on Williams
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(optional)
0 / 2,000
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Racing Bulls
49% market probability
49%
$refs['reasoning-8']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-8']?.focus())"
>
No 51%
+49 / −51
Explain your Yes on Racing Bulls
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(optional)
0 / 2,000
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Mclaren Mastercard
49% market probability
49%
$refs['reasoning-9']?.focus())"
>
Yes 49%
+51 / −49
$refs['reasoning-9']?.focus())"
>
No 51%
+49 / −51
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(optional)
0 / 2,000
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Aston Martin
48% market probability
48%
$refs['reasoning-10']?.focus())"
>
Yes 48%
+52 / −48
$refs['reasoning-10']?.focus())"
>
No 52%
+48 / −52
Explain your Yes on Aston Martin
Explain your No on Aston Martin
(optional)
0 / 2,000
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