Will Kamala Harris win all six swing states?
208
Ṁ46k
Jan 6
18%
chance

Resolves "Yes" if Kamala Harris wins every "swing" state in the 2024 US Presidential Election or "No" otherwise.


For the purposes of this market, the following states are considered as "swing states": Arizona, Georgia, Michigan, Nevada, Pennsylvania, Wisconsin.

The resolution source for this market is the AP, Fox News, and New York Times. If all three sources haven’t called the race in the listed states for the same candidate, this market will resolve based on the official certification.

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NC not being considered a swing state is an atrocity.

@JoshuaHerman30b8 Agreed. I included it on my question for "how many":

/EvanDaniel/close-states-how-many-of-7-will-vot

@JoshuaHerman30b8 I agree, but wanted a 1:1 match with the Polymarket one. Plus there's already some precedent for it with Biden to compare with

@Joshua want to bet?

bought Ṁ200 NO

Absolutely not. Just probabilistically this is like a .01% chance

bought Ṁ54 YES from 15% to 17%

@GregMister The swing of each state isn't an independent variable like a coin flip; if Harris's polls go up, it buoys her chances of winning in every state. I do agree it's unlikely though.

@GregMister and even if it were an independent coin flip for every state, it would still be 1.6%. Obviously the odds are higher than that

bought Ṁ100 NO

@SentientTree You shoild avoid "doing the math" if it delegimitizes your own point

@GregMister You said 0.01%. I'm just saying it's way higher than that

@SentientTree Its called hyperbole

I understand that it was the choice of the original author on Polymarket, but it's absurd to not count NC as a swing state.

Polymarket is at 27% so I'm surprised this is almost half that - https://polymarket.com/event/will-kamala-harris-win-every-swing-state?tid=1726167102459

opened a Ṁ1 NO at 40% order

Should this close in Nov? @dlin007

@mattyb ideally yes, but i kept it long enough to account for disputes, recounts, court challenges etc. I plan to resolve it as early as possible though