Market icon

Trump wins 322-216 - AZ, GA, MI, MN, NV, PA, WI

<1% chance
Polymarket

$19,448 Vol.

Note: This market is about Donald Trump winning with exactly 322 electoral votes, with this specific configuration: https://polymarket-upload.s3.us-east-2.amazonaws.com/trump+322.png.

This market will resolve to "Yes" if Donald Trump secures exactly 322 electoral votes in the 2024 United States Presidential Election by winning the following states and districts:

Alabama (9), Alaska (3), Arizona (11), Arkansas (6), Florida (30), Georgia (16), Idaho (4), Indiana (11), Iowa (6), Kansas (6), Kentucky (8), Louisiana (8), Maine’s 2nd Congressional District (1), Michigan (15), Minnesota (10), Mississippi (6), Missouri (10), Montana (4), Nebraska (4 out of 5 electoral votes excluding Nebraska's 2nd Congressional District), Nevada (6), North Carolina (16), North Dakota (3), Ohio (17), Oklahoma (7), Pennsylvania (19), South Carolina (9), South Dakota (3), Tennessee (11), Texas (40), Utah (6), West Virginia (4), Wisconsin (10), Wyoming (3).

If Donald Trump does not win exactly these states and districts, thereby securing exactly 322 electoral votes, this market will resolve to "No."

A candidate will be considered to have won all electoral votes from a territory if they win the plurality of the votes. Faithless electors will not be considered.

The resolution source will be an overwhelming consensus of credible reporting (including AP, NBC, Fox) on the final electoral college tally based on which territories each candidate wins.
볼륨
$19,448
종료일
Nov 5, 2024
생성일
Oct 29, 2024, 9:17 PM ET
Note: This market is about Donald Trump winning with exactly 322 electoral votes, with this specific configuration: https://polymarket-upload.s3.us-east-2.amazonaws.com/trump+322.png. This market will resolve to "Yes" if Donald Trump secures exactly 322 electoral votes in the 2024 United States Presidential Election by winning the following states and districts: Alabama (9), Alaska (3), Arizona (11), Arkansas (6), Florida (30), Georgia (16), Idaho (4), Indiana (11), Iowa (6), Kansas (6), Kentucky (8), Louisiana (8), Maine’s 2nd Congressional District (1), Michigan (15), Minnesota (10), Mississippi (6), Missouri (10), Montana (4), Nebraska (4 out of 5 electoral votes excluding Nebraska's 2nd Congressional District), Nevada (6), North Carolina (16), North Dakota (3), Ohio (17), Oklahoma (7), Pennsylvania (19), South Carolina (9), South Dakota (3), Tennessee (11), Texas (40), Utah (6), West Virginia (4), Wisconsin (10), Wyoming (3). If Donald Trump does not win exactly these states and districts, thereby securing exactly 322 electoral votes, this market will resolve to "No." A candidate will be considered to have won all electoral votes from a territory if they win the plurality of the votes. Faithless electors will not be considered. The resolution source will be an overwhelming consensus of credible reporting (including AP, NBC, Fox) on the final electoral college tally based on which territories each candidate wins.

제안된 결과: No

이의 없음

최종 결과: No

외부 링크를 조심하십시오.

Market icon

Trump wins 322-216 - AZ, GA, MI, MN, NV, PA, WI

<1% chance
Polymarket

$19,448 Vol.

Note: This market is about Donald Trump winning with exactly 322 electoral votes, with this specific configuration: https://polymarket-upload.s3.us-east-2.amazonaws.com/trump+322.png.

This market will resolve to "Yes" if Donald Trump secures exactly 322 electoral votes in the 2024 United States Presidential Election by winning the following states and districts:

Alabama (9), Alaska (3), Arizona (11), Arkansas (6), Florida (30), Georgia (16), Idaho (4), Indiana (11), Iowa (6), Kansas (6), Kentucky (8), Louisiana (8), Maine’s 2nd Congressional District (1), Michigan (15), Minnesota (10), Mississippi (6), Missouri (10), Montana (4), Nebraska (4 out of 5 electoral votes excluding Nebraska's 2nd Congressional District), Nevada (6), North Carolina (16), North Dakota (3), Ohio (17), Oklahoma (7), Pennsylvania (19), South Carolina (9), South Dakota (3), Tennessee (11), Texas (40), Utah (6), West Virginia (4), Wisconsin (10), Wyoming (3).

If Donald Trump does not win exactly these states and districts, thereby securing exactly 322 electoral votes, this market will resolve to "No."

A candidate will be considered to have won all electoral votes from a territory if they win the plurality of the votes. Faithless electors will not be considered.

The resolution source will be an overwhelming consensus of credible reporting (including AP, NBC, Fox) on the final electoral college tally based on which territories each candidate wins.
볼륨
$19,448
종료일
Nov 5, 2024
생성일
Oct 29, 2024, 9:17 PM ET
Note: This market is about Donald Trump winning with exactly 322 electoral votes, with this specific configuration: https://polymarket-upload.s3.us-east-2.amazonaws.com/trump+322.png. This market will resolve to "Yes" if Donald Trump secures exactly 322 electoral votes in the 2024 United States Presidential Election by winning the following states and districts: Alabama (9), Alaska (3), Arizona (11), Arkansas (6), Florida (30), Georgia (16), Idaho (4), Indiana (11), Iowa (6), Kansas (6), Kentucky (8), Louisiana (8), Maine’s 2nd Congressional District (1), Michigan (15), Minnesota (10), Mississippi (6), Missouri (10), Montana (4), Nebraska (4 out of 5 electoral votes excluding Nebraska's 2nd Congressional District), Nevada (6), North Carolina (16), North Dakota (3), Ohio (17), Oklahoma (7), Pennsylvania (19), South Carolina (9), South Dakota (3), Tennessee (11), Texas (40), Utah (6), West Virginia (4), Wisconsin (10), Wyoming (3). If Donald Trump does not win exactly these states and districts, thereby securing exactly 322 electoral votes, this market will resolve to "No." A candidate will be considered to have won all electoral votes from a territory if they win the plurality of the votes. Faithless electors will not be considered. The resolution source will be an overwhelming consensus of credible reporting (including AP, NBC, Fox) on the final electoral college tally based on which territories each candidate wins.

제안된 결과: No

이의 없음

최종 결과: No

외부 링크를 조심하십시오.