Election Derivatives: What will Trump's Manifold odds be the day before the election?
➕
Plus
69
Ṁ25k
resolved Nov 5
100%94%
49-50.9%
0.2%
<30%
0.1%
30-34.9%
0.2%
35-39.9%
0.3%
40-44.9%
1.7%
45-48.9%
1.7%
51-54.9%
0.8%
55-59.9%
0.2%
60-64.9%
0.2%
65-69.9%
0.2%
>70%

This derivatives market will be evaluated by the average price of the Donald Trump yes over the 24 hours from 12:00am to 11:59pm on November 4, 2024, eastern time, of the 2024 US Presidential Election candidate market on Manifold created by @Jack.

If that market is removed or otherwise broken, an equivalent market at the top of the US Politics page will be used, or another market I announce.


Daily average is used to increase the cost of market manipulation.

Get
Ṁ1,000
and
S3.00
Sort by:
bought Ṁ1,500 YES

Closed now. Will resolve in 1-2 hours without objection to "49-50.9%" - the hourly price cost average for the past 24 hours is 49.18. @traders

@Naten8 How did you get the hourly price cost average? (Not disputing your result, trying to get the best resolution for my own market.)

@PatrickLV going thru the purchase log, hour by hour. Most hours all trades are at the same price - those when it changes I average. In this case, any minute-by-minute differences in calc wouldn't have changed the answer.

@traders Just under a half hour left. Want to note - the underlying @Jack market graph (at least for me) shows that Trump traded at 46% for a few hours 12-3:30p ET, but this is not correct based on the actual trades in the market (between 48 and 50%). I'm resolving this based off the actual trades. I'll close the market ~midnight ET and resolve quickly so everyone can be liquid for election day.

@traders today is the day for this derivative...

There's some major arbitrage between this market and my new one using the numerical format.

E.g. this market currently indicates it's ~35% likely that Jack's final market will put Trump between 50.0 and 59.9; my market currently indicates that's only ~7% likely!

(I've left such arbitrage on the table, in part, to encourage you to try out a numerical market!)

I think by "odds", you mean "probability", rather than the technical meaning of p/(1–p).

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