This market will resolve according to the number of times Volodymyr Zelenskyy (@ZelenskyyUa), posts on X between July 31, 12:00 PM ET and August 7, 2026, 12:00 PM ET.
For the purposes of this market, only main feed posts, quote posts and reposts will count.
Replies will NOT count towards the total - however, replies which are recorded on the main feed will be counted by the tracker.
Deleted posts will count as long as they remain available long enough to be captured by the tracker (~5 minutes).
The resolution source for this market is the "Post Counter" figure for posts found at https://xtracker.polymarket.com. Individual posts can be viewed by clicking "Export Data". If the tracker does not update correctly in accordance with the rules, X itself may be used as a secondary resolution source.
<20
$266 Volume
1%
20-39
$226 Volume
22%
40-59
$533 Volume
17%
60-79
$4.3K Volume
37%
80-99
$934 Volume
28%
100-119
$311 Volume
8%
120-139
$296 Volume
4%
140-159
$296 Volume
6%
160-179
$261 Volume
3%
180-199
$311 Volume
8%
200+
$326 Volume
1%
Resolution Source: x.com
Odds & FAQ
What are the current odds for Zelenskyy # posts July 31 - August 7, 2026?
The field is wide open: 60-79 tops it at just 36%, with 80-99 close behind at 28%. Plenty of outcomes still carry real probability.
What do traders predict for Zelenskyy # posts July 31 - August 7, 2026?
Right now the market's best guess is 60-79 at 36% - a lead, but a fragile one in a wide-open field backed by real trading.
When does the Zelenskyy # posts July 31 - August 7, 2026 market resolve?
The market runs until 7 Aug 2026 (8 days left), then settles according to Polymarket's published resolution rules for this event.
How much money is trading on Zelenskyy # posts July 31 - August 7, 2026?
$10.7K in total volume has traded here. Deeper markets like this tend to price events more sharply.
How can I trade Zelenskyy # posts July 31 - August 7, 2026 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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