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| Outcome | Chance | 24h | 1 week | Bid · Ask | 24h volume | Ends |
|---|---|---|---|---|---|---|
| Yes | 0% | — | 0 pts | — · <1¢ | — | ended |
| When | Trader | Outcome | Bet | Size | P&L now | Insider |
|---|---|---|---|---|---|---|
| 289d | Will Trump withdraw the U.S. from NATO in 2025? | BuyNo>99¢ | $1,802 | +$2 +0.1% | 4 | |
| 335d | Will Trump withdraw the U.S. from NATO in 2025? | SellNo97¢ → 100¢ | $1,081 | −$34 −3.2% | — | |
| 576d | denizz | Will Trump withdraw the U.S. from NATO in 2025? | SellNo88¢ → 100¢ | $1,623 | −$221 −14% | — |
| 591d | Vacant-SocialismNew account | Will Trump withdraw the U.S. from NATO in 2025? | SellYes16¢ → 0¢ | $9,790 | +$9,790 +100% | — |
| 591d | LoriEnis | Will Trump withdraw the U.S. from NATO in 2025? | BuyNo84¢ → 100¢ | $51,398 | +$9,790 +19% | 4 |
| 591d | denizz2 fills | Will Trump withdraw the U.S. from NATO in 2025? | BuyNo84¢ → 100¢ | $3,218 | +$606 +19% | 4 |
| 593d | 0x57891A42 fills | Will Trump withdraw the U.S. from NATO in 2025? | BuyNo85¢ → 100¢ | $4,972 | +$856 +17% | 4 |
| 601d | Will Trump withdraw the U.S. from NATO in 2025? | BuyNo86¢ → 100¢ | $1,350 | +$220 +16% | 4 |
This market will resolve to "Yes" if the United States formally initiates a withdrawal from NATO or provides an official notice of denunciation to NATO by December 31, 2025, 11:59 PM ET. Otherwise, this market will resolve to "No". A notice of denunciation refers to the submission of a notice of withdrawal as per Article 13 of the North Atlantic Treaty. Any action meeting these criteria will qualify for a “Yes” resolution regardless of if its implementation is immediately halted or delayed by judicial or other actions. The U.S.'s exit from NATO’s integrated military command structure will not be sufficient to resolve this market to "Yes". The resolution source will be official information from the US government and NATO, however a consensus of credible reporting may also be used.
Sources: Polymarket's Gamma API, its CLOB price history and its Data API, read every two minutes. Prices are each outcome's Yes price, which is the market's probability: 0¢ for Yes means the market gives it about 0%.