Politics · Elections

Russia Parliamentary Election: Turnout

$26K Volume
20/09/2026 00:00
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<47%
$1.1K Volume
22%
47-50%
$4.9K Volume
8%
50-53%
$2.1K Volume
13%
53-56%
$2.2K Volume
30%
56-59%
$1.6K Volume
19%
59-62%
$3.7K Volume
12%
62%+
$10.5K Volume
9%

Parliamentary elections are scheduled to be held in Russia in September 2026.

This market will resolve according to the official voter turnout rate for the 2026 Russia Parliamentary election, defined as the total number of votes cast divided by the total number of eligible voters.

If the reported value falls exactly between two brackets, this market will resolve to the higher bracket.

If the results of this election are not known by October 31, 2027, 11:59 PM ET, this market will resolve to the lowest bracket.

The primary resolution source for this market will be official election results reported by Russian government sources such as the Central Election Commission of the Russian Federation; however, a consensus of credible reporting may also be used if official results are not available.

Odds & FAQ

What are the current odds for Russia Parliamentary Election: Turnout?
The field is wide open: 53-56% tops it at just 30%, with <47% close behind at 20%. Plenty of outcomes still carry real probability.
What do traders predict for Russia Parliamentary Election: Turnout?
Right now the market's best guess is 53-56% at 30% - a lead, but a fragile one in a wide-open field backed by real trading.
When does the Russia Parliamentary Election: Turnout market resolve?
Resolution is scheduled for 20 Sep 2026 (60 days left). Once the outcome is confirmed, the market settles under Polymarket's published criteria.
How much money is trading on Russia Parliamentary Election: Turnout?
Traders have put $26K through this market so far - a solid gauge of how much real money backs these odds.
How can I trade Russia Parliamentary Election: Turnout on Polymarket?
Follow this page for live prices; trading happens on Polymarket itself. Start small - implied odds move, and so can your position's value.

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