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Will Trump win the 2024 Iowa Caucus?

Market icon

Will Trump win the 2024 Iowa Caucus?

0% chance
Polymarket

$94,332 Vol.

0% chance
Polymarket

$94,332 Vol.

This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No". If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No". If no 2024 Republican Iowa caucuses take place, this market will resolve to "No". The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.

This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No".

If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No".

If no 2024 Republican Iowa caucuses take place, this market will resolve to "No".

The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.
Volume
$94,332
Date de fin
5 févr. 2024
Marché ouvert
Mar 14, 2023, 8:00 PM ET
This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No". If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No". If no 2024 Republican Iowa caucuses take place, this market will resolve to "No". The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.

Résultat proposé: Yes

Aucune contestation

Résultat final: Yes

This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No". If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No". If no 2024 Republican Iowa caucuses take place, this market will resolve to "No". The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.

This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No".

If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No".

If no 2024 Republican Iowa caucuses take place, this market will resolve to "No".

The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.
Volume
$94,332
Date de fin
5 févr. 2024
Marché ouvert
Mar 14, 2023, 8:00 PM ET
This market will resolve to "Yes" if former president Donald J. Trump wins the greatest share of apportioned delegates in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No". If Trump ties for the greatest share of apportioned delegates, the popular vote will be used as a tiebreaker. Namely, if Trump ties for the greatest share of apportioned delegates and has the higher final popular vote number, the market resolves to "Yes", and if Trump ties for the greatest share of apportioned delegates and doesn't have the higher final popular vote number, the market resolves to "No". If no 2024 Republican Iowa caucuses take place, this market will resolve to "No". The resolution source for this market will be the first announcement of the results from the Iowa Republican party, however an overwhelming consensus of credible reporting may suffice.

Résultat proposé: Yes

Aucune contestation

Résultat final: Yes

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Questions fréquentes

« Will Trump win the 2024 Iowa Caucus? » est un marché de prédiction sur Polymarket où les traders achètent et vendent des parts « Oui » ou « Non » selon qu'ils estiment que cet événement se produira ou non. La probabilité actuelle selon la communauté est de 100% pour « Yes ». Par exemple, si « Oui » est coté à 100¢, le marché attribue collectivement une probabilité de 100% que cet événement se produise. Ces cotes changent en permanence à mesure que les traders réagissent aux nouveaux développements et informations. Les parts du résultat correct sont échangeables contre $1 chacune lors de la résolution du marché.

À ce jour, « Will Trump win the 2024 Iowa Caucus? » a généré $94.3K en volume total de trading depuis le lancement du marché le Mar 15, 2023. Ce niveau d'activité reflète un fort engagement de la communauté Polymarket et garantit que les cotes actuelles sont alimentées par un large bassin de participants. Vous pouvez suivre les mouvements de prix en direct et trader sur n'importe quel résultat directement sur cette page.

Pour trader sur « Will Trump win the 2024 Iowa Caucus? », choisissez simplement si vous pensez que la réponse est « Oui » ou « Non ». Chaque côté a un prix actuel qui reflète la probabilité implicite du marché. Entrez votre montant et cliquez sur « Trader ». Si vous achetez des parts « Oui » et que le résultat se résout comme « Oui », chaque part rapporte $1. S'il se résout comme « Non », vos parts « Oui » rapportent $0. Vous pouvez également vendre vos parts à tout moment avant la résolution pour sécuriser un gain ou limiter une perte.

La probabilité actuelle pour « Will Trump win the 2024 Iowa Caucus? » est de 100% pour « Yes ». Cela signifie que la communauté Polymarket estime actuellement qu'il y a une probabilité de 100% que cet événement se produise. Ces cotes sont mises à jour en temps réel sur la base de transactions réelles, fournissant un signal continuellement actualisé de ce que le marché attend.

Les règles de résolution de « Will Trump win the 2024 Iowa Caucus? » définissent exactement ce qui doit se produire pour que chaque résultat soit déclaré gagnant, y compris les sources de données officielles utilisées pour déterminer le résultat. Vous pouvez consulter les critères de résolution complets dans la section « Règles » sur cette page au-dessus des commentaires. Nous recommandons de lire attentivement les règles avant de trader, car elles précisent les conditions exactes, les cas particuliers et les sources.