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This market will resolve to "Yes" if the United States of America initiates a military attack on Yemeni soil, airspace, or maritime territory between December 14, 12:00 PM ET, and December 31, 2023, 11:59 PM ET. Otherwise, this market will resolve to "No". A "military attack" is any use of force executed by the US on Yemeni soil, airspace, or maritime territory (e.g. if a Houthi weapons depot on Yemeni soil is subject to a US missile strike, this market will resolve to "Yes") that is officially acknowledged by the U.S. federal government or a consensus of credible reporting. This includes, but is not limited to, airstrikes, naval attacks, or ground invasions. Cyber attacks, sanctions, or diplomatic actions will not count. The US striking an unmanned aerial vehicle or projectile over Yemeni territory in a defensive capacity will NOT count toward a "Yes" resolution.
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0.215}, {"t": 1704344403, "p": 0.215}, {"t": 1704348002, "p": 0.215}, {"t": 1704351602, "p": 0.215}, {"t": 1704355203, "p": 0.215}, {"t": 1704358803, "p": 0.215}, {"t": 1704362403, "p": 0.22}, {"t": 1704366002, "p": 0.195}, {"t": 1704369603, "p": 0.22}, {"t": 1704373203, "p": 0.22}, {"t": 1704376803, "p": 0.22}, {"t": 1704380403, "p": 0.22}, {"t": 1704384003, "p": 0.215}, {"t": 1704387602, "p": 0.23}, {"t": 1704391202, "p": 0.23}, {"t": 1704394803, "p": 0.23}, {"t": 1704398403, "p": 0.2}, {"t": 1704402002, "p": 0.175}, {"t": 1704405602, "p": 0.165}, {"t": 1704409203, "p": 0.145}, {"t": 1704412803, "p": 0.13}, {"t": 1704416403, "p": 0.045}, {"t": 1704420003, "p": 0.005}, {"t": 1704423603, "p": 0.005}, {"t": 1704427203, "p": 0.0045}, {"t": 1704430802, "p": 0.0045}, {"t": 1704434403, "p": 0.0045}, {"t": 1704438003, "p": 0.0045}, {"t": 1704441603, "p": 0.002}, {"t": 1704445203, "p": 0.002}, {"t": 1704448803, "p": 0.002}, {"t": 1704452403, "p": 0.002}, {"t": 1704456003, "p": 0.002}, {"t": 1704459603, "p": 0.002}, {"t": 1704463203, "p": 0.002}, {"t": 1704466803, "p": 0.002}, {"t": 1704470403, "p": 0.002}, {"t": 1704474003, "p": 0.002}, {"t": 1704477603, "p": 0.002}, {"t": 1704481203, "p": 0.002}, {"t": 1704484802, "p": 0.002}, {"t": 1704488403, "p": 0.002}, {"t": 1704492002, "p": 0.002}, {"t": 1704495603, "p": 0.002}, {"t": 1704499202, "p": 0.002}, {"t": 1704502802, "p": 0.002}, {"t": 1704506403, "p": 0.002}, {"t": 1704510002, "p": 0.002}, {"t": 1704513602, "p": 0.002}, {"t": 1704517202, "p": 0.002}, {"t": 1704520802, "p": 0.002}, {"t": 1704524402, "p": 0.002}, {"t": 1704528002, "p": 0.002}, {"t": 1704531603, "p": 0.0025}, {"t": 1704535202, "p": 0.0025}, {"t": 1704538802, "p": 0.0025}, {"t": 1704542402, "p": 0.0025}, {"t": 1704546002, "p": 0.0025}, {"t": 1704549602, "p": 0.0025}, {"t": 1704553203, "p": 0.0025}, {"t": 1704556803, "p": 0.0025}, {"t": 1704560403, "p": 0.0025}, {"t": 1704564003, "p": 0.0025}, {"t": 1704567603, "p": 0.0025}, {"t": 1704571203, "p": 0.0025}, {"t": 1704574803, "p": 0.0025}, {"t": 1704578402, "p": 0.0025}, {"t": 1704582003, "p": 0.0025}, {"t": 1704585602, "p": 0.0025}, {"t": 1704589202, "p": 0.0025}, {"t": 1704592802, "p": 0.0025}, {"t": 1704596403, "p": 0.0025}, {"t": 1704600002, "p": 0.0025}, {"t": 1704603603, "p": 0.0025}, {"t": 1704607202, "p": 0.0025}, {"t": 1704610803, "p": 0.0025}, {"t": 1704614403, "p": 0.0025}, {"t": 1704618002, "p": 0.002}, {"t": 1704621602, "p": 0.002}, {"t": 1704625203, "p": 0.002}, {"t": 1704628803, "p": 0.002}, {"t": 1704632403, "p": 0.002}, {"t": 1704636003, "p": 0.002}, {"t": 1704639603, "p": 0.002}, {"t": 1704643202, "p": 0.002}, {"t": 1704646803, "p": 0.015}, {"t": 1704650402, "p": 0.005}, {"t": 1704654003, "p": 0.005}, {"t": 1704657602, "p": 0.005}, {"t": 1704661203, "p": 0.005}, {"t": 1704664802, "p": 0.005}, {"t": 1704668402, "p": 0.005}, {"t": 1704672002, "p": 0.005}]
https://polymarket.com/event/will-us-attack-yemen-in-2023
True
None
None
multiple_choice
This market will resolve to "Yes" if the republican-nominated candidate for the 2024 US presidential election wins by between 105 and 154 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
[{"t": 1704852002, "p": 0.5}, {"t": 1704855603, "p": 0.5}, {"t": 1704859203, "p": 0.5}, {"t": 1704862802, "p": 0.5}, {"t": 1704866403, "p": 0.5}, {"t": 1704870002, "p": 0.245}, {"t": 1704873603, "p": 0.245}, {"t": 1704877203, "p": 0.245}, {"t": 1704880803, "p": 0.245}, {"t": 1704884403, "p": 0.245}, {"t": 1704888003, "p": 0.245}, {"t": 1704891603, "p": 0.245}, {"t": 1704895203, "p": 0.245}, {"t": 1704898810, "p": 0.245}, {"t": 1704902403, "p": 0.245}, {"t": 1704909603, "p": 0.04}, {"t": 1704913203, "p": 0.04}, {"t": 1704916803, "p": 0.04}, {"t": 1704920406, "p": 0.04}, {"t": 1704924003, "p": 0.04}, {"t": 1704927603, "p": 0.04}, {"t": 1704931203, "p": 0.04}, {"t": 1704934803, "p": 0.0405}, {"t": 1704938403, "p": 0.0405}, {"t": 1704942003, "p": 0.0405}, {"t": 1704945603, "p": 0.0405}, {"t": 1704949203, "p": 0.04}, {"t": 1704952803, "p": 0.0395}, {"t": 1704956403, "p": 0.0395}, {"t": 1704960003, "p": 0.0395}, {"t": 1704963603, "p": 0.0395}, {"t": 1704967202, "p": 0.0395}, {"t": 1704970803, "p": 0.0395}, {"t": 1704974403, "p": 0.0395}, {"t": 1704978003, "p": 0.039}, {"t": 1704981603, "p": 0.039}, {"t": 1704985203, "p": 0.039}, {"t": 1704988802, "p": 0.039}, {"t": 1704992402, "p": 0.039}, {"t": 1704996002, "p": 0.039}, {"t": 1704999602, "p": 0.039}, {"t": 1705003202, "p": 0.039}, {"t": 1705006802, "p": 0.039}, {"t": 1705010403, "p": 0.039}, {"t": 1705014003, "p": 0.039}, {"t": 1705017602, "p": 0.039}, {"t": 1705021203, "p": 0.039}, {"t": 1705024803, "p": 0.039}]
https://polymarket.com/event/2024-presidential-election-gop-wins-by-105-154
False
None
None
multiple_choice
Bulletin Board Update - 2024-01-10 1:12 PM PT: If it is confirmed the SEC pdf approving the first bitcoin spot ETFs was legitimate, then the close price of the candle at 1:43 PM PT (1 hour after @tier10k posted approval news) will be used to resolve this market. This market will resolve to “Yes” if the price of $BTC according to Coinbase BTC-USD is greater than $50,000.00 1 hour after first Bitcoin spot ETF approval is officially announced. Otherwise, this market will resolve to “No.” The resolution source will be Coinbase BTC-USD, specifically the 1 minute candle close price one hour after the approval announcement. If the first Bitcoin spot ETF is not approved by January 15, 2024, 11:59 PM ET, this market will resolve to “No.”
None
polymarket
None
None
None
0
[{"t": 1704841203, "p": 0.495}, {"t": 1704844803, "p": 0.145}, {"t": 1704848402, "p": 0.09}, {"t": 1704852002, "p": 0.09}, {"t": 1704855603, "p": 0.525}, {"t": 1704859203, "p": 0.175}, {"t": 1704862802, "p": 0.15}, {"t": 1704866403, "p": 0.155}, {"t": 1704870002, "p": 0.13}, {"t": 1704873603, "p": 0.13}, {"t": 1704877203, "p": 0.12}, {"t": 1704880803, "p": 0.12}, {"t": 1704884403, "p": 0.55}, {"t": 1704888003, "p": 0.53}, {"t": 1704891603, "p": 0.145}, {"t": 1704895203, "p": 0.17}, {"t": 1704898810, "p": 0.14}, {"t": 1704902403, "p": 0.155}, {"t": 1704909603, "p": 0.155}, {"t": 1704913203, "p": 0.155}, {"t": 1704916803, "p": 0.145}, {"t": 1704920406, "p": 0.135}, {"t": 1704924003, "p": 0.015}, {"t": 1704927603, "p": 0.002}, {"t": 1704931203, "p": 0.0005}, {"t": 1704934803, "p": 0.0005}, {"t": 1704938403, "p": 0.0005}, {"t": 1704942003, "p": 0.01}]
https://polymarket.com/event/btc-price-50000-1-hour-after-etf-approval
True
None
None
multiple_choice
This market will resolve to "Yes" if the Tampa Bay Buccaneers win Super Bowl LVIII. Otherwise, this market will resolve to "No". If at any point it becomes impossible for this team to win the Super Bowl based on the rules of the NFL (e.g. they are eliminated in the playoff bracket), this market will resolve immediately to "No".
None
polymarket
None
None
None
0
[{"t": 1704535202, "p": 0.5}, {"t": 1704538802, "p": 0.5}, {"t": 1704542402, "p": 0.5}, {"t": 1704546002, "p": 0.5}, {"t": 1704549602, "p": 0.5}, {"t": 1704553203, "p": 0.5}, {"t": 1704556803, "p": 0.5}, {"t": 1704560403, "p": 0.5}, {"t": 1704564003, "p": 0.006}, {"t": 1704567603, "p": 0.006}, {"t": 1704571203, "p": 0.006}, {"t": 1704574803, "p": 0.006}, {"t": 1704578402, "p": 0.0065}, {"t": 1704582003, "p": 0.0065}, {"t": 1704585602, "p": 0.0065}, {"t": 1704589202, "p": 0.007}, {"t": 1704592802, "p": 0.007}, {"t": 1704596403, "p": 0.0065}, {"t": 1704600002, "p": 0.0065}, {"t": 1704603603, "p": 0.0065}, {"t": 1704607202, "p": 0.0065}, {"t": 1704610803, "p": 0.0065}, {"t": 1704614403, "p": 0.0065}, {"t": 1704618002, "p": 0.0065}, {"t": 1704621602, "p": 0.0065}, {"t": 1704625203, "p": 0.0065}, {"t": 1704628803, "p": 0.0065}, {"t": 1704632403, "p": 0.0065}, {"t": 1704636003, "p": 0.0065}, {"t": 1704639603, "p": 0.0065}, {"t": 1704643202, "p": 0.0065}, {"t": 1704646803, "p": 0.007}, {"t": 1704650402, "p": 0.0065}, {"t": 1704654003, "p": 0.005}, {"t": 1704657602, "p": 0.01}, {"t": 1704661203, "p": 0.015}, {"t": 1704664802, "p": 0.015}, {"t": 1704668402, "p": 0.015}, {"t": 1704672002, "p": 0.015}, {"t": 1704675603, "p": 0.0175}, {"t": 1704679202, "p": 0.0175}, {"t": 1704682803, "p": 0.0175}, {"t": 1704686402, "p": 0.0175}, {"t": 1704690003, "p": 0.0175}, {"t": 1704693603, "p": 0.0175}, {"t": 1704697203, "p": 0.0175}, {"t": 1704700802, "p": 0.0175}, {"t": 1704704402, "p": 0.0175}, {"t": 1704708002, "p": 0.0175}, {"t": 1704711603, "p": 0.0175}, {"t": 1704715203, "p": 0.0175}, {"t": 1704718803, "p": 0.0145}, {"t": 1704722402, "p": 0.0145}, {"t": 1704726003, "p": 0.0145}, {"t": 1704729603, "p": 0.0145}, {"t": 1704733203, "p": 0.0145}, {"t": 1704736803, "p": 0.0145}, {"t": 1704740403, "p": 0.0145}, {"t": 1704744003, "p": 0.0145}, {"t": 1704747602, "p": 0.0145}, {"t": 1704751203, "p": 0.0145}, {"t": 1704754803, "p": 0.0145}, {"t": 1704758403, "p": 0.0145}, {"t": 1704762003, "p": 0.0145}, {"t": 1704765603, "p": 0.0145}, {"t": 1704769203, "p": 0.0145}, {"t": 1704772802, "p": 0.0145}, {"t": 1704776403, "p": 0.0145}, {"t": 1704780003, "p": 0.0145}, {"t": 1704783602, "p": 0.0145}, {"t": 1704787202, "p": 0.0145}, {"t": 1704790803, "p": 0.0145}, {"t": 1704794402, "p": 0.0145}, {"t": 1704798003, "p": 0.0145}, {"t": 1704801603, "p": 0.0145}, {"t": 1704805202, "p": 0.0145}, {"t": 1704808802, "p": 0.0145}, {"t": 1704812403, "p": 0.5}, {"t": 1704816002, "p": 0.0165}, {"t": 1704819603, "p": 0.0145}, {"t": 1704823202, "p": 0.0145}, {"t": 1704826803, "p": 0.0145}, {"t": 1704830402, "p": 0.0145}, {"t": 1704834004, "p": 0.0145}, {"t": 1704837604, "p": 0.0145}, {"t": 1704841203, "p": 0.014}, {"t": 1704844803, "p": 0.014}, {"t": 1704848402, "p": 0.014}, {"t": 1704852002, "p": 0.014}, {"t": 1704855603, "p": 0.014}, {"t": 1704859203, "p": 0.014}, {"t": 1704862802, "p": 0.014}, {"t": 1704866403, "p": 0.014}, {"t": 1704870002, "p": 0.014}, {"t": 1704873603, "p": 0.014}, {"t": 1704877203, "p": 0.014}, {"t": 1704880803, "p": 0.014}, {"t": 1704884403, "p": 0.014}, {"t": 1704888003, "p": 0.014}, {"t": 1704891603, "p": 0.014}, {"t": 1704895203, "p": 0.014}, {"t": 1704898810, "p": 0.014}, {"t": 1704902403, "p": 0.014}, {"t": 1704909603, "p": 0.014}, {"t": 1704913203, "p": 0.014}, {"t": 1704916803, "p": 0.014}, {"t": 1704920406, "p": 0.014}, {"t": 1704924003, "p": 0.014}, {"t": 1704927603, "p": 0.014}, {"t": 1704931203, "p": 0.014}, {"t": 1704934803, "p": 0.014}, {"t": 1704938403, "p": 0.014}, {"t": 1704942003, "p": 0.014}, {"t": 1704945603, "p": 0.014}, {"t": 1704949203, "p": 0.014}, {"t": 1704952803, "p": 0.014}, {"t": 1704956403, "p": 0.014}, {"t": 1704960003, "p": 0.014}, {"t": 1704963603, "p": 0.014}, {"t": 1704967202, "p": 0.014}, {"t": 1704970803, "p": 0.014}, {"t": 1704974403, "p": 0.014}, {"t": 1704978003, "p": 0.014}, {"t": 1704981603, "p": 0.014}, {"t": 1704985203, "p": 0.014}, {"t": 1704988802, "p": 0.014}, {"t": 1704992402, "p": 0.014}, {"t": 1704996002, "p": 0.014}, {"t": 1704999602, "p": 0.014}, {"t": 1705003202, "p": 0.014}, {"t": 1705006802, "p": 0.014}, {"t": 1705010403, "p": 0.014}, {"t": 1705014003, "p": 0.014}, {"t": 1705017602, "p": 0.014}, {"t": 1705021203, "p": 0.014}, {"t": 1705024803, "p": 0.014}]
https://polymarket.com/event/will-the-tampa-bay-buccaneers-win-super-bowl-lviii
False
None
None
multiple_choice
This market will resolve to "Yes" if the democrat-nominated candidate for the 2024 US presidential election wins by between 5 and 14 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
[{"t": 1704852002, "p": 0.5}, {"t": 1704855603, "p": 0.51}, {"t": 1704859203, "p": 0.51}, {"t": 1704862802, "p": 0.51}, {"t": 1704866403, "p": 0.51}, {"t": 1704870002, "p": 0.51}, {"t": 1704873603, "p": 0.51}, {"t": 1704877203, "p": 0.51}, {"t": 1704880803, "p": 0.51}, {"t": 1704884403, "p": 0.51}, {"t": 1704888003, "p": 0.51}, {"t": 1704891603, "p": 0.51}, {"t": 1704895203, "p": 0.51}, {"t": 1704898810, "p": 0.51}, {"t": 1704902403, "p": 0.51}, {"t": 1704909603, "p": 0.06}, {"t": 1704913203, "p": 0.06}, {"t": 1704916803, "p": 0.06}, {"t": 1704920406, "p": 0.06}, {"t": 1704924003, "p": 0.06}, {"t": 1704927603, "p": 0.06}, {"t": 1704931203, "p": 0.06}, {"t": 1704934803, "p": 0.06}, {"t": 1704938403, "p": 0.06}, {"t": 1704942003, "p": 0.06}, {"t": 1704945603, "p": 0.06}, {"t": 1704949203, "p": 0.06}, {"t": 1704952803, "p": 0.06}, {"t": 1704956403, "p": 0.06}, {"t": 1704960003, "p": 0.06}, {"t": 1704963603, "p": 0.06}, {"t": 1704967202, "p": 0.06}, {"t": 1704970803, "p": 0.06}, {"t": 1704974403, "p": 0.06}, {"t": 1704978003, "p": 0.06}, {"t": 1704981603, "p": 0.055}, {"t": 1704985203, "p": 0.055}, {"t": 1704988802, "p": 0.055}, {"t": 1704992402, "p": 0.055}, {"t": 1704996002, "p": 0.055}, {"t": 1704999602, "p": 0.055}, {"t": 1705003202, "p": 0.055}, {"t": 1705006802, "p": 0.055}, {"t": 1705010403, "p": 0.055}, {"t": 1705014003, "p": 0.055}, {"t": 1705017602, "p": 0.055}, {"t": 1705021203, "p": 0.055}, {"t": 1705024803, "p": 0.055}]
https://polymarket.com/event/2024-presidential-election-democrats-win-by-5-14
False
None
None
multiple_choice
This market will resolve to "Yes" if Blast launches a token and announces they have performed an airdrop by May 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". For the purposes of this market "locked" tokens or non-swappable tokens will not suffice to resolve this market to "Yes". The primary resolution source for this market is on-chain information and official information from the Blast team (e.g. https://twitter.com/Blast_L2), however a consensus of credible reporting will also be used.
None
polymarket
None
None
None
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https://polymarket.com/event/blast-airdrop-by-may
False
None
None
multiple_choice
This market will resolve to "Yes" if Donald Trump drops out of the 2024 US presidential election before Ron DeSantis, Vivek Ramaswamy, and Nikki Haley. Otherwise, this market will resolve to "No". The primary resolution source for this market will be official information from this candidate or their official/legal representatives, however a consensus of credible reporting will also be used.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-donald-trump-be-the-next-major-gop-presidential-race-dropout
False
None
None
multiple_choice
This market will resolve to “Yes” if Kanye West wins the 2024 nomination of the Republican Party for U.S. president. Otherwise, this market will resolve to “No”. The resolution source for this market will be a consensus of official GOP sources, including https://www.gop.com. Any replacement of the nominee before election day will not change the resolution of the market.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-kanye-west-win-the-us-2024-republican-presidential-nomination
False
None
None
multiple_choice
This market will resolve to "Yes" if the average daily oil production in Venezuela exceeds 1 million barrels per day in either Q4 2023 or Q1 2024. Otherwise, this market will resolve to "No". The values considered will be the barrels/day for both Q4 2023 and Q1 2024. If either of these exceed 1 million barrels per day, this market will resolve to "Yes." Otherwise this market will resolve to "No." The resolution source for this market will be direct communication data provided by OPEC, (e.g. https://www.opec.org/opec_web/en/publications/338.htm + https://www.opec.org/opec_web/static_files_project/media/downloads/publications/Addendum_October%20MOMR.pdf). Any revisions made to the reported oil production after the initial data release will not impact the outcome of this market. Another credible source will be chosen if OPEC releases do not become available.
None
polymarket
None
None
None
1
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https://polymarket.com/event/venezuela-oil-production-1-million-barrelsday-by-q1-2024
False
None
None
multiple_choice
This is a market on whether Ledger suffers a new leak or exploit between December 26, 2023, 12:00 PM ET and March 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". The resolution source for this market will be a consensus of credible sources.
None
polymarket
None
None
None
0
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https://polymarket.com/event/another-ledger-leakexploit-by-mar-31
False
None
None
multiple_choice
This market will resolve to “Yes” if Elizabeth Warren wins the 2024 US Presidential Election. Otherwise, this market will resolve to “No.” The resolution source for this market is the Associated Press, Fox News, and NBC. This market will resolve once all three sources call the race for the same candidate. If all three sources haven’t called the race for the same candidate by the inauguration date (January 20, 2025) this market will resolve based on who is inaugurated. Note: An update may be made to this market to allow for early expiration if the candidate is definitively no longer in contention for the presidency.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-elizabeth-warren-win-the-2024-us-presidential-election
False
None
None
multiple_choice
This market will resolve to "Yes" if Joseph Biden wins the Democratic nomination for president of the United States and Donald Trump wins the Republican nomination for president of the United States in the 2024 US presidential election. Otherwise, this market will resolve to "No". For this market to resolve to "Yes", both named candidates must win the described nominations. If one wins and the other does not, it will not be sufficient to resolve this market to "Yes". The primary resolution source for this market will be information from the Democratic and Republican national conventions, however a consensus of credible reporting will also be used. Any replacement of the nominee before election day will not change the resolution of the market.
None
polymarket
None
None
None
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https://polymarket.com/event/trump-and-biden-both-win-nomination
False
None
None
multiple_choice
Bulletin Board Update - 2024-01-10 1:12 PM PT: If it is confirmed the SEC pdf approving the first bitcoin spot ETFs was legitimate, then the close price of the candle at 1:43 PM PT (1 hour after @tier10k posted approval news) will be used to resolve this market. This market will resolve to “Yes” if the price of $BTC according to Coinbase BTC-USD is between $42,500.01 and $45,000.00 (inclusive) 1 hour after first Bitcoin spot ETF approval is officially announced. Otherwise, this market will resolve to “No.” The resolution source will be Coinbase BTC-USD, specifically the 1 minute candle close price one hour after the approval announcement. If the first Bitcoin spot ETF is not approved by January 15, 2024, 11:59 PM ET, this market will resolve to “No.”
None
polymarket
None
None
None
0
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https://polymarket.com/event/btc-price-between-42500-45000-1-hour-after-etf-approval
True
None
None
multiple_choice
This market will resolve to “Yes” if Kamala Harris wins the 2024 nomination of the Democratic Party for U.S. president. Otherwise, this market will resolve to “No”. The resolution source for this market will be a consensus of official Democratic Party sources, including https://democrats.org/. Any replacement of the nominee before election day will not change the resolution of the market.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-kamala-harris-win-the-us-2024-democratic-presidential-nomination
False
None
None
multiple_choice
Bulletin Board Update - 2024-01-10 1:12 PM PT: If it is confirmed the SEC pdf approving the first bitcoin spot ETFs was legitimate, then the close price of the candle at 1:43 PM PT (1 hour after @tier10k posted approval news) will be used to resolve this market. This market will resolve to “Yes” if the price of $BTC according to Coinbase BTC-USD is between $40,000.00 and $42,500.00 (inclusive) 1 hour after first Bitcoin spot ETF approval is officially announced. Otherwise, this market will resolve to “No.” The resolution source will be Coinbase BTC-USD, specifically the 1 minute candle close price one hour after the approval announcement. If the first Bitcoin spot ETF is not approved by January 15, 2024, 11:59 PM ET, this market will resolve to “No.”
None
polymarket
None
None
None
0
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https://polymarket.com/event/btc-price-between-40000-42500-1-hour-after-etf-approval
True
None
None
multiple_choice
This market will resolve to "Yes" if Pudgy Penguins launches a token and announces they have performed an airdrop by February 29, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". For the purposes of this market "locked" tokens or non-swappable tokens will not suffice to resolve this market to "Yes". The primary resolution source for this market is on-chain information and official information from the Pudgy Penguins team (e.g. https://www.pudgypenguins.com/, https://twitter.com/pudgypenguins), however a consensus of credible reporting will also be used.
None
polymarket
None
None
None
1
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https://polymarket.com/event/pudgy-penguins-airdrop-before-march
False
None
None
multiple_choice
This market will resolve to "Yes" if the governments of Ukraine and Russia both officially announce an armistice, ceasefire and/or negotiated settlement between the two countries that will go into effect by June 30, 2024, 11:59 PM ET. To count toward the resolution of this market, an armistice, ceasefire, and/or negotiated settlement must be indicative of at least a temporary pause in the Ukraine-Russia military conflict, must pertain to all theaters of military conflict between the two countries, and be declared through official channels by both countries. If only one country (e.g. only Ukraine, or only Russia) officially announces an armistice, ceasefire, and/or negotiated settlement, it will not be sufficient to resolve this market to "Yes". The primary resolution source for this market will be official information from the governments of Ukraine and the Russian Federation, however a consensus of credible reporting will suffice.
None
polymarket
None
None
None
0
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https://polymarket.com/event/ceasefire-between-russia-and-ukraine-by-june
False
None
None
multiple_choice
This market will resolve to "Yes" if Jupiter Exchange's token ($JUP) is above $1.000 (i.e. $1.001 or greater) one week after token airdrop occurs. Otherwise, the market will resolve to "No." "One week after launch" is defined as exactly 7 days (168 hours) after the token airdrop occurs. This market description will be updated with the exact time it occurred as soon as it is known. The resolution source for this market will be Binance, specifically the spot price of Jupiter Exchange's token. If the price doesn't exist on Binance at resolution time, a consensus of highly liquid price sources will be used instead. If Jupiter doesn't airdrop by October 31, 2024, 11:59 PM ET, this market will resolve to 50-50.
None
polymarket
None
None
None
1
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"p": 0.5}, {"t": 1704956403, "p": 0.5}, {"t": 1704960003, "p": 0.5}, {"t": 1704963603, "p": 0.5}, {"t": 1704967202, "p": 0.5}, {"t": 1704970803, "p": 0.5}, {"t": 1704974403, "p": 0.5}, {"t": 1704978003, "p": 0.5}, {"t": 1704981603, "p": 0.5}, {"t": 1704985203, "p": 0.5}, {"t": 1704988802, "p": 0.5}, {"t": 1704992402, "p": 0.5}, {"t": 1704996002, "p": 0.5}, {"t": 1704999602, "p": 0.5}, {"t": 1705003202, "p": 0.5}, {"t": 1705006802, "p": 0.5}, {"t": 1705010403, "p": 0.5}, {"t": 1705014003, "p": 0.5}, {"t": 1705017602, "p": 0.5}, {"t": 1705021203, "p": 0.5}, {"t": 1705024803, "p": 0.5}]
https://polymarket.com/event/jup-above-1-one-week-after-launch
False
None
None
multiple_choice
This market will resolve to “Yes” if Chris Christie is the candidate who receives the most votes in the 2024 U.S. presidential election, otherwise this market will resolve to “No.” In case of a tie, this market will resolve in favor of the candidate whose last name comes first in alphabetical order. The resolution source will be an overwhelming consensus of credible reporting as to who is the winner of the popular vote. Note: An update may be made to this market to allow for early expiration if the candidate is definitively no longer in contention for the presidency.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-chris-christie-win-the-popular-vote-in-the-2024-presidential-election
False
None
None
multiple_choice
This market will resolve to “Yes” if Joe Biden's approval rating as reported by FiveThirtyEight is greater than 39.5% for the day of January 7, 2024. Otherwise, this market will resolve to “No”. The resolution source will be FiveThirtyEight's approval rating poll aggregator, https://projects.fivethirtyeight.com/biden-approval-rating/, specifically the approval rating indicated by the green trend line for the resolution date. Changes in the methodology by which FiveThirtyEight calculates the approval rating will have no bearing on the resolution of this market. This market will resolve according to the datapoint for January 7 as soon as a datapoint for January 8 becomes available. This market may not resolve until the January 8 datapoint is available. If no datapoint for January 7 is available by January 10, 11:59:59 PM ET, this market will resolve according to the nearest previous approval rating to January 7. Please note the resolution source reports the rating value to only one decimal point (e.g. 42.8%, 33.9%, etc). Thus, this is the level of precision that will be used when resolving the market.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-joe-bidens-538-approval-rating-be-greater-than-395-on-january-7
True
None
None
multiple_choice
This market will resolve to "Yes" if the Kansas City Chiefs win Super Bowl LVIII. Otherwise, this market will resolve to "No". If at any point it becomes impossible for this team to win the Super Bowl based on the rules of the NFL (e.g. they are eliminated in the playoff bracket), this market will resolve immediately to "No".
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-the-kansas-city-chiefs-win-super-bowl-lviii
False
None
None
multiple_choice
This market will resolve to "Yes" if $SPX (SPX6900) reaches a new all time high between December 28, 2023 ET and January 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". The primary resolution source for this market will be CoinGecko (https://www.coingecko.com/en/coins/spx6900), specifically the All time high figure and date on the right box. If CoinGecko becomes unavailable or fails to update, a consensus of highly liquid sources will be used instead.
None
polymarket
None
None
None
1
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{"t": 1704981603, "p": 0.5}, {"t": 1704985203, "p": 0.5}, {"t": 1704988802, "p": 0.5}, {"t": 1704992402, "p": 0.5}, {"t": 1704996002, "p": 0.5}, {"t": 1704999602, "p": 0.5}, {"t": 1705003202, "p": 0.5}, {"t": 1705006802, "p": 0.5}, {"t": 1705010403, "p": 0.5}, {"t": 1705014003, "p": 0.5}, {"t": 1705017602, "p": 0.5}, {"t": 1705021203, "p": 0.5}, {"t": 1705024803, "p": 0.5}]
https://polymarket.com/event/spx6900-all-time-high-by-jan-31
False
None
None
multiple_choice
This market will resolve to "Yes" if the democrat-nominated candidate for the 2024 US presidential election wins by between 155 and 214 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
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https://polymarket.com/event/2024-presidential-election-democrats-win-by-155-214
False
None
None
multiple_choice
This market will resolve to "Yes" if Joe Biden loses the Democratic nomination for POTUS and Donald Trump loses the Republican nomination for POTUS in the 2024 US presidential election. Otherwise, this market will resolve to "No". For this market to resolve to "Yes", both named candidates must lose the described nominations. If one loses and the other wins, this market will resolve to "No." The primary resolution source for this market will be information from the Democratic and Republican national conventions, however a consensus of credible reporting will also be used. Any replacement of the nominee before election day will not change the resolution of the market.
None
polymarket
None
None
None
0
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https://polymarket.com/event/trump-and-biden-both-lose-nomination
False
None
None
multiple_choice
The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal fund range are made by the Federal Open Market Committee (FOMC) meetings. This market will resolve to “Yes” if following the Federal Reserve's January 2024 meeting the upper bound of the target federal funds rate is increased exactly 25 basis points over the level it was prior to the meeting. Otherwise, it will resolve to “No.” The resolution source for this market is the FOMC’s statement after its meeting scheduled for January 30 - 31, 2024 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm. The level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm. This market may resolve as soon as the FOMC’s statement for their December meeting with relevant data is issued. If no statement is released by February 7, 2024, 11:59 PM ET, this market will resolve 50-50.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-the-fed-raise-interest-rates-by-25-bps-after-its-january-meeting
False
None
None
multiple_choice
This market will resolve to "Yes" if the republican-nominated candidate for the 2024 US presidential election wins by between 1 and 4 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
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https://polymarket.com/event/2024-presidential-election-gop-wins-by-1-4
False
None
None
multiple_choice
This market will resolve to "Yes" if Nikki Haley wins the greatest number of votes in the 2024 Republican Iowa caucuses. Otherwise, this market will resolve to "No". If no 2024 Republican Iowa caucuses take place, this market will resolve to "No". In case of a tie, this market will resolve in favor of the candidate whose last name comes first in alphabetical order. 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.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-nikki-haley-win-the-2024-republican-iowa-caucus
False
None
None
multiple_choice
This market will resolve to "Yes" if Blur season 3 ends by May 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". The primary resolution source for this market will be official information from Blur (e.g. https://blur.foundation/, https://twitter.com/blur_io, etc.), however a consensus of credible reporting may also be used.
None
polymarket
None
None
None
1
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"p": 0.5}, {"t": 1704880803, "p": 0.5}, {"t": 1704884403, "p": 0.5}, {"t": 1704888003, "p": 0.5}, {"t": 1704891603, "p": 0.5}, {"t": 1704895203, "p": 0.5}, {"t": 1704898810, "p": 0.5}, {"t": 1704902403, "p": 0.5}, {"t": 1704909603, "p": 0.5}, {"t": 1704913203, "p": 0.5}, {"t": 1704916803, "p": 0.5}, {"t": 1704920406, "p": 0.5}, {"t": 1704924003, "p": 0.5}, {"t": 1704927603, "p": 0.5}, {"t": 1704931203, "p": 0.5}, {"t": 1704934803, "p": 0.5}, {"t": 1704938403, "p": 0.5}, {"t": 1704942003, "p": 0.5}, {"t": 1704945603, "p": 0.5}, {"t": 1704949203, "p": 0.5}, {"t": 1704952803, "p": 0.5}, {"t": 1704956403, "p": 0.5}, {"t": 1704960003, "p": 0.5}, {"t": 1704963603, "p": 0.5}, {"t": 1704967202, "p": 0.5}, {"t": 1704970803, "p": 0.5}, {"t": 1704974403, "p": 0.5}, {"t": 1704978003, "p": 0.5}, {"t": 1704981603, "p": 0.5}, {"t": 1704985203, "p": 0.5}, {"t": 1704988802, "p": 0.5}, {"t": 1704992402, "p": 0.5}, {"t": 1704996002, "p": 0.5}, {"t": 1704999602, "p": 0.5}, {"t": 1705003202, "p": 0.5}, {"t": 1705006802, "p": 0.5}, {"t": 1705010403, "p": 0.5}, {"t": 1705014003, "p": 0.5}, {"t": 1705017602, "p": 0.5}, {"t": 1705021203, "p": 0.5}, {"t": 1705024803, "p": 0.5}]
https://polymarket.com/event/will-blur-season-3-end-by-may
False
None
None
multiple_choice
This market will resolve to “Yes” if any other Democratic Politician other than Joe Biden, Gavin Newsom, Robert F. Kennedy Jr., Kamala Harris, Michelle Obama, Hillary Clinton, AOC, Bernie Sanders, and Elizabeth Warren is the candidate who receives the most votes in the 2024 U.S. presidential election, otherwise this market will resolve to “No.” In case of a tie, this market will resolve in favor of the candidate whose last name comes first in alphabetical order. The resolution source will be an overwhelming consensus of credible reporting as to who is the winner of the popular vote.
None
polymarket
None
None
None
0
[{"t": 1704848402, "p": 0.5}, {"t": 1704852002, "p": 0.5}, {"t": 1704855603, "p": 0.5}, {"t": 1704859203, "p": 0.5}, {"t": 1704862802, "p": 0.5}, {"t": 1704866403, "p": 0.045}, {"t": 1704870002, "p": 0.045}, {"t": 1704873603, "p": 0.045}, {"t": 1704877203, "p": 0.045}, {"t": 1704880803, "p": 0.045}, {"t": 1704884403, "p": 0.045}, {"t": 1704888003, "p": 0.045}, {"t": 1704891603, "p": 0.045}, {"t": 1704895203, "p": 0.045}, {"t": 1704898810, "p": 0.045}, {"t": 1704902403, "p": 0.045}, {"t": 1704909603, "p": 0.01}, {"t": 1704913203, "p": 0.011}, {"t": 1704916803, "p": 0.011}, {"t": 1704920406, "p": 0.011}, {"t": 1704924003, "p": 0.011}, {"t": 1704927603, "p": 0.0105}, {"t": 1704931203, "p": 0.0105}, {"t": 1704934803, "p": 0.0105}, {"t": 1704938403, "p": 0.0105}, {"t": 1704942003, "p": 0.0105}, {"t": 1704945603, "p": 0.011}, {"t": 1704949203, "p": 0.011}, {"t": 1704952803, "p": 0.011}, {"t": 1704956403, "p": 0.011}, {"t": 1704960003, "p": 0.011}, {"t": 1704963603, "p": 0.011}, {"t": 1704967202, "p": 0.011}, {"t": 1704970803, "p": 0.011}, {"t": 1704974403, "p": 0.011}, {"t": 1704978003, "p": 0.011}, {"t": 1704981603, "p": 0.011}, {"t": 1704985203, "p": 0.011}, {"t": 1704988802, "p": 0.011}, {"t": 1704992402, "p": 0.011}, {"t": 1704996002, "p": 0.011}, {"t": 1704999602, "p": 0.011}, {"t": 1705003202, "p": 0.011}, {"t": 1705006802, "p": 0.011}, {"t": 1705010403, "p": 0.011}, {"t": 1705014003, "p": 0.011}, {"t": 1705017602, "p": 0.011}, {"t": 1705021203, "p": 0.011}, {"t": 1705024803, "p": 0.011}]
https://polymarket.com/event/will-any-other-democrat-politician-win-the-popular-vote-in-the-2024-presidential-election
False
None
None
multiple_choice
The CA Senate Primary is scheduled for March 5, 2024, in which the two highest-placing candidates advance to the general election, regardless of party affiliation. This market will resolve to "Yes" if Adam Schiff moves onto the US general election from the 2024 California primary. Otherwise, this market will resolve to "No". If no 2024 California primaries take place before the 2024 US General Election, this market will resolve to "No". If Adam Schiff withdraws from or otherwise announces he is dropping out of the 2024 race for US Senator from California at any point before the primary, this market will immediately resolve to "No". The resolution source for this market will be the first announcement of the results from California, however an overwhelming consensus of credible reporting may suffice.
None
polymarket
None
None
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https://polymarket.com/event/will-adam-schiff-advance-from-the-2024-ca-senate-primary
False
None
None
multiple_choice
This market will resolve to "Yes" if any spot Ethereum ETF receives approval from the SEC by March 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". The primary resolution source for this market will be information from the SEC, however a consensus of credible reporting may also be used.
None
polymarket
None
None
None
0
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https://polymarket.com/event/ethereum-spot-etf-approved-by-mar-31
False
None
None
multiple_choice
This market will resolve to "Yes" if Jeffery Williams (Young Thug) is found guilty of the charge of "Conspiracy to violate the racketeer influenced and corrupt organizations act O.C.G.A. §16-14-4(C)" in his ongoing Fulton Superior Court trial. Otherwise, this market will resolve to "No". If Young Thug's ongoing RICO trial ends due to a plea agreement without an admission of guilt, a dismissal, or results in any situation in which no judgement is rendered by the court, this market will resolve to "No". If the trial has not ended by the resolution date, June 30, 2024, 11:59:59 PM ET, this market will resolve to 50-50. This market will resolve according to the initial judgment rendered in this case. Any appeals will have no bearing on the resolution of this market. The primary resolution source will be an official judgement delivered by the ruling court; however, other credible reporting may be used.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-young-thug-be-found-guilty-of-racketeering-conspiracy
False
None
None
multiple_choice
This market will resolve to "Yes" if is a US government shutdown occurs between January 9 and January 20, 2024, 12:00 PM ET. Otherwise, this market will resolve to "No". For this market to resolve to "Yes" it is only necessary a US government shutdown occurs, whether it is a partial shutdown, or a full shutdown. If the US federal government goes unfunded for any period of time before a new budget/stopgap can be signed into law, it will be considered a government shutdown. The primary resolution for this source will be official information from the US government, however a consensus of credible reporting may also be used.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-there-be-a-us-government-shutdown-by-jan-20
False
None
None
multiple_choice
This market will resolve to "Yes" if the republican-nominated candidate for the 2024 US presidential election wins by between 155 and 214 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
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https://polymarket.com/event/2024-presidential-election-gop-wins-by-155-214
False
None
None
multiple_choice
This market will resolve to "Yes" if Celestia announces they have performed an airdrop between December 10, 2023 and March 1, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". Note - this airdrop must be different from the airdrop which already occurred in October 2023. For the purposes of this market "locked" tokens or non-swappable tokens will not suffice to resolve this market to "Yes". The primary resolution source for this market is on-chain information and official information from the Celestia team, however a consensus of credible reporting will also be used.
None
polymarket
None
None
None
1
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"p": 0.545}, {"t": 1704909603, "p": 0.545}, {"t": 1704913203, "p": 0.545}, {"t": 1704916803, "p": 0.545}, {"t": 1704920406, "p": 0.545}, {"t": 1704924003, "p": 0.545}, {"t": 1704927603, "p": 0.545}, {"t": 1704931203, "p": 0.545}, {"t": 1704934803, "p": 0.545}, {"t": 1704938403, "p": 0.545}, {"t": 1704942003, "p": 0.545}, {"t": 1704945603, "p": 0.545}, {"t": 1704949203, "p": 0.545}, {"t": 1704952803, "p": 0.545}, {"t": 1704956403, "p": 0.545}, {"t": 1704960003, "p": 0.545}, {"t": 1704963603, "p": 0.545}, {"t": 1704967202, "p": 0.545}, {"t": 1704970803, "p": 0.545}, {"t": 1704974403, "p": 0.545}, {"t": 1704978003, "p": 0.545}, {"t": 1704981603, "p": 0.545}, {"t": 1704985203, "p": 0.545}, {"t": 1704988802, "p": 0.545}, {"t": 1704992402, "p": 0.545}, {"t": 1704996002, "p": 0.545}, {"t": 1704999602, "p": 0.545}, {"t": 1705003202, "p": 0.545}, {"t": 1705006802, "p": 0.545}, {"t": 1705010403, "p": 0.545}, {"t": 1705014003, "p": 0.545}, {"t": 1705017602, "p": 0.545}, {"t": 1705021203, "p": 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https://polymarket.com/event/another-celestia-airdrop-by-march-1
False
None
None
multiple_choice
This market will resolve to "Yes" if users can use a large language model through any Amazon-manufactured smart speaker product by June 30, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". The primary resolution source for this market will be information from Amazon, however a consensus of credible reporting will also be used.
None
polymarket
None
None
None
1
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{"t": 1704956403, "p": 0.5}, {"t": 1704960003, "p": 0.5}, {"t": 1704963603, "p": 0.5}, {"t": 1704967202, "p": 0.5}, {"t": 1704970803, "p": 0.5}, {"t": 1704974403, "p": 0.5}, {"t": 1704978003, "p": 0.5}, {"t": 1704981603, "p": 0.5}, {"t": 1704985203, "p": 0.5}, {"t": 1704988802, "p": 0.5}, {"t": 1704992402, "p": 0.5}, {"t": 1704996002, "p": 0.5}, {"t": 1704999602, "p": 0.5}, {"t": 1705003202, "p": 0.5}, {"t": 1705006802, "p": 0.5}, {"t": 1705010403, "p": 0.5}, {"t": 1705014003, "p": 0.5}, {"t": 1705017602, "p": 0.5}, {"t": 1705021203, "p": 0.5}, {"t": 1705024803, "p": 0.5}]
https://polymarket.com/event/ai-on-amazon-speaker-by-june
False
None
None
multiple_choice
This market will resolve to "Yes" if the democrat-nominated candidate for the 2024 US presidential election wins by between 0 and 4 electoral college votes (inclusive). Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
[{"t": 1704852002, "p": 0.5}, {"t": 1704855603, "p": 0.525}, {"t": 1704859203, "p": 0.525}, {"t": 1704862802, "p": 0.525}, {"t": 1704866403, "p": 0.525}, {"t": 1704870002, "p": 0.26}, {"t": 1704873603, "p": 0.26}, {"t": 1704877203, "p": 0.26}, {"t": 1704880803, "p": 0.26}, {"t": 1704884403, "p": 0.26}, {"t": 1704888003, "p": 0.26}, {"t": 1704891603, "p": 0.26}, {"t": 1704895203, "p": 0.26}, {"t": 1704898810, "p": 0.26}, {"t": 1704902403, "p": 0.26}, {"t": 1704909603, "p": 0.07}, {"t": 1704913203, "p": 0.075}, {"t": 1704916803, "p": 0.075}, {"t": 1704920406, "p": 0.075}, {"t": 1704924003, "p": 0.075}, {"t": 1704927603, "p": 0.07}, {"t": 1704931203, "p": 0.07}, {"t": 1704934803, "p": 0.07}, {"t": 1704938403, "p": 0.07}, {"t": 1704942003, "p": 0.07}, {"t": 1704945603, "p": 0.07}, {"t": 1704949203, "p": 0.07}, {"t": 1704952803, "p": 0.065}, {"t": 1704956403, "p": 0.065}, {"t": 1704960003, "p": 0.065}, {"t": 1704963603, "p": 0.065}, {"t": 1704967202, "p": 0.065}, {"t": 1704970803, "p": 0.065}, {"t": 1704974403, "p": 0.065}, {"t": 1704978003, "p": 0.065}, {"t": 1704981603, "p": 0.065}, {"t": 1704985203, "p": 0.065}, {"t": 1704988802, "p": 0.065}, {"t": 1704992402, "p": 0.065}, {"t": 1704996002, "p": 0.065}, {"t": 1704999602, "p": 0.065}, {"t": 1705003202, "p": 0.065}, {"t": 1705006802, "p": 0.065}, {"t": 1705010403, "p": 0.065}, {"t": 1705014003, "p": 0.065}, {"t": 1705017602, "p": 0.065}, {"t": 1705021203, "p": 0.065}, {"t": 1705024803, "p": 0.065}]
https://polymarket.com/event/2024-presidential-election-democrats-win-by-0-4
False
None
None
multiple_choice
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.
None
polymarket
None
None
None
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{"t": 1704963603, "p": 0.9565}, {"t": 1704967202, "p": 0.9565}, {"t": 1704970803, "p": 0.9565}, {"t": 1704974403, "p": 0.9565}, {"t": 1704978003, "p": 0.9565}, {"t": 1704981603, "p": 0.9565}, {"t": 1704985203, "p": 0.9565}, {"t": 1704988802, "p": 0.9565}, {"t": 1704992402, "p": 0.9565}, {"t": 1704996002, "p": 0.9565}, {"t": 1704999602, "p": 0.9565}, {"t": 1705003202, "p": 0.9565}, {"t": 1705006802, "p": 0.9565}, {"t": 1705010403, "p": 0.9565}, {"t": 1705014003, "p": 0.9565}, {"t": 1705017602, "p": 0.9565}, {"t": 1705021203, "p": 0.9565}, {"t": 1705024803, "p": 0.9565}]
https://polymarket.com/event/will-trump-win-the-2024-iowa-caucus
False
None
None
multiple_choice
This market will resolve to “Yes” if Chris Christie wins the 2024 US Presidential Election. Otherwise, this market will resolve to “No.” The resolution source for this market is the Associated Press, Fox News, and NBC. This market will resolve once all three sources call the race for the same candidate. If all three sources haven’t called the race for the same candidate by the inauguration date (January 20, 2025) this market will resolve based on who is inaugurated. Note: An update may be made to this market to allow for early expiration if the candidate is definitively no longer in contention for the presidency.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-chris-christie-win-the-2024-us-presidential-election
False
None
None
multiple_choice
This market will resolve to "Yes" if the democrat-nominated candidate for the 2024 US presidential election wins by 215 or more electoral college votes. Otherwise, this market will resolve to "No". The resolution source will be an overwhelming consensus of credible reporting on the final electoral college tally based on which territories each candidate wins.
None
polymarket
None
None
None
0
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https://polymarket.com/event/2024-presidential-election-democrats-win-by-215
False
None
None
multiple_choice
This market will resolve to "Yes" if the Ipsos Consumer Tracker's "Me Personally" measure on the "It was a (comparatively) really good year" chart for 2024 (ex: https://www.ipsos.com/en-us/americans-say-2023-was-good-year-and-think-2024-will-be-even-better) indicates that 2024 was a better year than 2023. Otherwise, this market will resolve to "No". The yearly results for the Ipsos Consumer Tracker are usually published early in December of a given year. If Ipsos announces they will cease to release consumer tracker information, otherwise shuts down, or if the Consumer Tracker information for 2024 is not made available by January 31, 2025, 11:59 PM ET, this market will resolve 50-50. The resolution source for this market will be the Ipsos Consumer Tracker.
None
polymarket
None
None
None
1
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https://polymarket.com/event/will-2024-be-better-than-2023
False
None
None
multiple_choice
This market will resolve to “Yes” if Dean Phillips wins the 2024 nomination of the Democratic Party for U.S. president. Otherwise, this market will resolve to “No”. The resolution source for this market will be a consensus of official Democratic Party sources, including https://democrats.org/. Any replacement of the nominee before election day will not change the resolution of the market.
None
polymarket
None
None
None
0
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https://polymarket.com/event/will-dean-phillips-win-the-us-democratic-presidential-nomination
False
None
None
multiple_choice
This market will resolve to "Yes" if the Democratic People's Public of Korea (North Korea) detonates a nuclear device in any capacity by March 31, 2024, 11:59 PM ET. Otherwise, this market will resolve to "No". This includes offensive usages, nuclear tests, and accidental detonations. Use/launch of a nuclear weapon that fails to detonate, a fake weapon that never detonates, or a dirty bomb that distributes radioactive material by means of a conventional explosion are not sufficient to trigger a "Yes" resolution of this market. Only a successful nuclear detonation initiated by North Korea will result in a "Yes" resolution. This market may resolve to "Yes" as soon as a nuclear detonation is confirmed by a preponderance of credible reporting. For the purpose of this market's resolution, determination as to whether a detonation was nuclear will be made by a preponderance of credible reporting.
None
polymarket
None
None
None
0
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https://polymarket.com/event/north-korea-nuke-by-march-31
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