{"exportedAt":"2026-09-03T00:05:46.719Z","range":"1w","source":"Polymarket public API via PolyView","market":{"id":"3664081","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"사마라","slug":"will-samara-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"사마라가 토칸칭스주에서 치러지는 다음 브라질 대통령 선거에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Samara win the most votes in the next Brazil presidential election from Tocantins?","description":"대통령 선거가 2026년 10월 4일 브라질 토칸칭스주에서 실시될 예정이다.\n\n이 시장은 토칸칭스주에서 치러진 이번 선거 1차 투표에서 가장 많은 유효표를 얻은 기재된 후보자에게 따라 결정된다.\n\n후보자들은 주로 토칸칭스주에서 얻은 유효표 수에 따라 순위가 매겨진다. 둘 이상의 후보자가 어떤 순위에서 동률을 이룰 경우, 이 시장에 기재된 후보자의 전체 이름 알파벳 순서로 동률이 깨진다. 이 시장은 이 순위를 적용한 후 가장 높은 순위를 차지한 후보자에게 결정된다.\n\n만약 이 선거 결과가 2027년 6월 30일 오후 11시 59분(동부 표준시)까지 확정적으로 알려지지 않으면, 시장은 \"기타\"로 결정된다.\n\n이 시장은 신뢰할 수 있는 보도들의 합의에 따라 표시된 선거 결과에 기반하여 결정된다. 만약 모호함이 있다면, 이 시장은 브라질 정부, 특히 최고선거법원(Tribunal Superior Eleitoral, TSE)이 발표한 공식 결과에 따라서만 결정된다(예: https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":[],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":432.36965,"volume24h":0,"liquidity":10503.44213,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"59152951016004497323421443915071040701679538623162796364519590860825522327330","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true,"history":[{"timestamp":"2026-08-27T01:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T02:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-27T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T05:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T07:00:35.000Z","probability":0.0005},{"timestamp":"2026-08-27T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T09:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T11:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T12:00:37.000Z","probability":0.0005},{"timestamp":"2026-08-27T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T14:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T15:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T16:00:33.000Z","probability":0.0005},{"timestamp":"2026-08-27T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T21:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T23:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-28T00:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-28T01:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-28T02:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T06:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-28T07:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-28T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T09:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-28T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T12:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-28T13:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-28T14:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-28T15:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T16:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T18:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-28T19:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T21:00:33.000Z","probability":0.0005},{"timestamp":"2026-08-28T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T00:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-29T01:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T02:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T05:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T06:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T07:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T08:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T10:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-29T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T12:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-29T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T17:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-29T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T20:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-29T21:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-29T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T23:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T00:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-30T01:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T02:00:31.000Z","probability":0.0005},{"timestamp":"2026-08-30T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T04:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-30T06:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T07:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-30T10:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-30T11:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T12:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-30T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T14:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T17:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T18:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T21:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T23:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T00:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-31T01:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T02:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T03:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T05:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T09:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T10:00:25.000Z","probability":0.0005},{"timestamp":"2026-08-31T11:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-31T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T14:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T15:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-31T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T20:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T21:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T22:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T23:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T00:00:33.000Z","probability":0.0005},{"timestamp":"2026-09-01T01:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T02:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-01T04:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T05:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T06:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T08:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T10:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-09-01T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T14:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-01T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T17:00:33.000Z","probability":0.0005},{"timestamp":"2026-09-01T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T20:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T21:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T00:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-02T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T02:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T04:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-02T05:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T06:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T07:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T08:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T09:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-02T10:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-02T11:00:31.000Z","probability":0.0005},{"timestamp":"2026-09-02T12:00:40.000Z","probability":0.0005},{"timestamp":"2026-09-02T13:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T15:00:31.000Z","probability":0.0005},{"timestamp":"2026-09-02T16:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-02T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T20:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-02T21:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-02T22:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-02T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:05:15.000Z","probability":0.0005}],"analysis":null,"news":[],"eventMarkets":[{"id":"3664072","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"루라","slug":"will-lula-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"루라가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Lula win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.645,"noProbability":0.355,"change1h":null,"change24h":-0.01,"change1w":0.13,"change1m":null,"volume":4687.909311,"volume24h":244.29000000000002,"liquidity":2313.0775,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"111380355183220303589191570519547294422412471110907563642131332315959131121860","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664068","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"플라비우 보우소나루","slug":"will-flavio-bolsonaro-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"플라비우 보우소나루가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Flavio Bolsonaro win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.36,"noProbability":0.64,"change1h":0.005,"change24h":0.005,"change1w":-0.135,"change1m":null,"volume":10195.10079,"volume24h":1451.4546,"liquidity":3576.0622,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"5303087584371401971263772979418508811710639780803527153217340844256793682493","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664074","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"파블로 마르살","slug":"will-pablo-marcal-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"파블로 마르살이 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Pablo Marçal win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.003,"noProbability":0.997,"change1h":0.001,"change24h":null,"change1w":0.0025,"change1m":null,"volume":1256.43756,"volume24h":32,"liquidity":10843.79498,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"112234175666131886925615994787237738332267108578756316924249997400892615345229","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664061","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"클라리나 바랑","slug":"will-clariana-barao-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"클라리나 바랑이 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Clariana Barao win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":557.653332,"volume24h":0,"liquidity":10948.99593,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"92803573964131615762601723794734081008407810725274425640334331076853006985072","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664063","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"에드밀손 코스타","slug":"will-edmilson-costa-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"에드밀손 코스타가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Edmilson Costa win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":542.3269,"volume24h":0,"liquidity":10853.25379,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"73162228706535873875663843397676835157239703823363450487523982888860334667590","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664065","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"작가 아우구스투 쿠리","slug":"will-escritor-augusto-cury-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"작가 아우구스투 쿠리가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Escritor Augusto Cury win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":575.3769,"volume24h":0,"liquidity":10979.98363,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"5548331619062518987648628248842074156726230358685759358252149103308828378519","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664069","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"헤르츠 지아스","slug":"will-hertz-dias-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"헤르츠 지아스가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Hertz Dias win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":342.0084,"volume24h":0,"liquidity":10778.17767,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"96805772656245503343353088289103941735640978779992215842694095034818706018091","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664076","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"헤나웅 산투스","slug":"will-renan-santos-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"레난 산투스가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Renan Santos win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":405.922728,"volume24h":0,"liquidity":10868.18148,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"7783795451525832447118812128089297640843589267226303079456054064438126396948","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664078","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"호나우두 카이아두","slug":"will-ronaldo-caiado-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"호나우두 카이아두가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Ronaldo Caiado win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":437.96272799999997,"volume24h":0,"liquidity":10896.46525,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"3634201047812403319605451878007312956138911767962197369775669255620514799843","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664080","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"호우 코스타 피멘타","slug":"will-rui-costa-pimenta-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"호우 코스타 피멘타가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Rui Costa Pimenta win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":600.8701,"volume24h":0,"liquidity":10966.89046,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"3238284756969266938699983074887791262424080558391711744241564366122549643291","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664081","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"사마라","slug":"will-samara-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"사마라가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Samara win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":432.36965,"volume24h":0,"liquidity":10503.44213,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"59152951016004497323421443915071040701679538623162796364519590860825522327330","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664082","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"수의사 윌슨 그라시","slug":"will-veterinario-wilson-grassi-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"수의사 윌슨 그라시가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Veterinário Wilson Grassi win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":526.9346499999999,"volume24h":0,"liquidity":10695.9781,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"49039030401477452100686413158834384021062985774126367054459883243096574680679","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true},{"id":"3664083","eventId":"864496","eventTitle":"브라질 대통령 선거 1차 투표: 토칸칭스 주 1위","optionLabel":"제마","slug":"will-zema-win-the-most-votes-in-the-next-brazil-presidential-election-from-tocantins","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/brsen-flag-to-543c3898ef.jpg","title":"제마가 다음 브라질 대통령 선거에서 토칸칭스 주에서 가장 많은 표를 얻을 것인가?","originalTitle":"Will Zema win the most votes in the next Brazil presidential election from Tocantins?","description":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","originalDescription":"A presidential election is scheduled to take place in Tocantins, Brazil on October 4, 2026.\n\nThis market will resolve according to the listed candidate who receives the most valid votes in the first round of this election from Tocantins.\n\nCandidates will be primarily ranked by order of valid votes won in Tocantins. If two or more candidates are tied for any position, ties will be broken by alphabetical order of the candidates’ listed full names as they appear in this market. This market will resolve to the candidate that occupies the highest finishing position after applying this ranking.\n\nIf the result of this election isn't known definitively by June 30, 2027, 11:59 PM ET, the market will resolve to \"Other\".\n\nThis market will resolve based on the result of the election, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the Brazilian government, specifically the Superior Electoral Court (Tribunal Superior Eleitoral, TSE) (e.g., https://dadosabertos.tse.jus.br/).","category":"politics","tags":["Brazil","Politics","Elections","Main Election","Global Elections"],"status":"open","probability":0.0005,"noProbability":0.9995,"change1h":null,"change24h":null,"change1w":null,"change1m":null,"volume":447.76435,"volume24h":0,"liquidity":10709.62413,"endDate":"2026-10-04T06:00:00Z","outcome":null,"tokenId":"1427012661155862094273053441371879677799921997166684072843834298373556231425","sourceUpdatedAt":"2026-09-03T00:00:35.536107Z","translated":true}],"eventHistory":[{"marketId":"3664072","label":"루라","points":[{"timestamp":"2026-08-27T01:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T02:00:25.000Z","probability":0.515},{"timestamp":"2026-08-27T03:00:12.000Z","probability":0.515},{"timestamp":"2026-08-27T04:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T05:00:12.000Z","probability":0.515},{"timestamp":"2026-08-27T06:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T07:00:29.000Z","probability":0.515},{"timestamp":"2026-08-27T08:00:12.000Z","probability":0.515},{"timestamp":"2026-08-27T09:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T10:00:10.000Z","probability":0.515},{"timestamp":"2026-08-27T11:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T12:00:28.000Z","probability":0.515},{"timestamp":"2026-08-27T13:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T14:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T15:00:12.000Z","probability":0.515},{"timestamp":"2026-08-27T16:00:29.000Z","probability":0.515},{"timestamp":"2026-08-27T17:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T18:00:13.000Z","probability":0.515},{"timestamp":"2026-08-27T19:00:15.000Z","probability":0.515},{"timestamp":"2026-08-27T20:00:13.000Z","probability":0.51},{"timestamp":"2026-08-27T21:00:11.000Z","probability":0.515},{"timestamp":"2026-08-27T22:00:13.000Z","probability":0.51},{"timestamp":"2026-08-27T23:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T00:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T01:00:25.000Z","probability":0.515},{"timestamp":"2026-08-28T02:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T03:00:09.000Z","probability":0.515},{"timestamp":"2026-08-28T04:00:13.000Z","probability":0.515},{"timestamp":"2026-08-28T05:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T06:00:25.000Z","probability":0.51},{"timestamp":"2026-08-28T07:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T08:00:12.000Z","probability":0.51},{"timestamp":"2026-08-28T09:00:27.000Z","probability":0.515},{"timestamp":"2026-08-28T10:00:09.000Z","probability":0.515},{"timestamp":"2026-08-28T11:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T12:00:09.000Z","probability":0.515},{"timestamp":"2026-08-28T13:00:13.000Z","probability":0.51},{"timestamp":"2026-08-28T14:00:09.000Z","probability":0.51},{"timestamp":"2026-08-28T15:00:08.000Z","probability":0.515},{"timestamp":"2026-08-28T16:00:13.000Z","probability":0.515},{"timestamp":"2026-08-28T17:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T18:00:12.000Z","probability":0.515},{"timestamp":"2026-08-28T19:00:13.000Z","probability":0.51},{"timestamp":"2026-08-28T20:00:13.000Z","probability":0.57},{"timestamp":"2026-08-28T21:00:27.000Z","probability":0.59},{"timestamp":"2026-08-28T22:00:12.000Z","probability":0.59},{"timestamp":"2026-08-28T23:00:13.000Z","probability":0.59},{"timestamp":"2026-08-29T00:00:13.000Z","probability":0.59},{"timestamp":"2026-08-29T01:00:15.000Z","probability":0.59},{"timestamp":"2026-08-29T02:00:12.000Z","probability":0.59},{"timestamp":"2026-08-29T03:00:13.000Z","probability":0.59},{"timestamp":"2026-08-29T04:00:14.000Z","probability":0.59},{"timestamp":"2026-08-29T05:00:15.000Z","probability":0.59},{"timestamp":"2026-08-29T06:00:12.000Z","probability":0.585},{"timestamp":"2026-08-29T07:00:14.000Z","probability":0.6},{"timestamp":"2026-08-29T08:00:14.000Z","probability":0.6},{"timestamp":"2026-08-29T09:00:13.000Z","probability":0.59},{"timestamp":"2026-08-29T10:00:31.000Z","probability":0.605},{"timestamp":"2026-08-29T11:00:12.000Z","probability":0.615},{"timestamp":"2026-08-29T12:00:13.000Z","probability":0.615},{"timestamp":"2026-08-29T13:00:13.000Z","probability":0.615},{"timestamp":"2026-08-29T14:00:12.000Z","probability":0.615},{"timestamp":"2026-08-29T15:00:12.000Z","probability":0.615},{"timestamp":"2026-08-29T16:00:12.000Z","probability":0.615},{"timestamp":"2026-08-29T17:00:13.000Z","probability":0.62},{"timestamp":"2026-08-29T18:00:14.000Z","probability":0.62},{"timestamp":"2026-08-29T19:00:15.000Z","probability":0.615},{"timestamp":"2026-08-29T20:00:25.000Z","probability":0.615},{"timestamp":"2026-08-29T21:00:15.000Z","probability":0.615},{"timestamp":"2026-08-29T22:00:13.000Z","probability":0.615},{"timestamp":"2026-08-29T23:00:13.000Z","probability":0.615},{"timestamp":"2026-08-30T00:00:12.000Z","probability":0.615},{"timestamp":"2026-08-30T01:00:14.000Z","probability":0.615},{"timestamp":"2026-08-30T02:00:28.000Z","probability":0.62},{"timestamp":"2026-08-30T03:00:13.000Z","probability":0.615},{"timestamp":"2026-08-30T04:00:23.000Z","probability":0.62},{"timestamp":"2026-08-30T05:00:56.000Z","probability":0.62},{"timestamp":"2026-08-30T06:00:09.000Z","probability":0.62},{"timestamp":"2026-08-30T07:00:11.000Z","probability":0.62},{"timestamp":"2026-08-30T08:00:12.000Z","probability":0.62},{"timestamp":"2026-08-30T09:00:12.000Z","probability":0.62},{"timestamp":"2026-08-30T10:00:11.000Z","probability":0.62},{"timestamp":"2026-08-30T11:00:08.000Z","probability":0.62},{"timestamp":"2026-08-30T12:00:12.000Z","probability":0.62},{"timestamp":"2026-08-30T13:00:12.000Z","probability":0.62},{"timestamp":"2026-08-30T14:00:14.000Z","probability":0.62},{"timestamp":"2026-08-30T15:00:13.000Z","probability":0.62},{"timestamp":"2026-08-30T16:00:12.000Z","probability":0.625},{"timestamp":"2026-08-30T17:00:12.000Z","probability":0.62},{"timestamp":"2026-08-30T18:00:11.000Z","probability":0.62},{"timestamp":"2026-08-30T19:00:13.000Z","probability":0.62},{"timestamp":"2026-08-30T20:00:13.000Z","probability":0.62},{"timestamp":"2026-08-30T21:00:13.000Z","probability":0.625},{"timestamp":"2026-08-30T22:00:11.000Z","probability":0.62},{"timestamp":"2026-08-30T23:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T00:00:15.000Z","probability":0.62},{"timestamp":"2026-08-31T01:00:14.000Z","probability":0.62},{"timestamp":"2026-08-31T02:00:08.000Z","probability":0.62},{"timestamp":"2026-08-31T03:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T04:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T05:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T06:00:14.000Z","probability":0.62},{"timestamp":"2026-08-31T07:00:10.000Z","probability":0.62},{"timestamp":"2026-08-31T08:00:10.000Z","probability":0.62},{"timestamp":"2026-08-31T09:00:10.000Z","probability":0.62},{"timestamp":"2026-08-31T10:00:14.000Z","probability":0.62},{"timestamp":"2026-08-31T11:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T12:00:12.000Z","probability":0.62},{"timestamp":"2026-08-31T13:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T14:00:15.000Z","probability":0.62},{"timestamp":"2026-08-31T15:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T16:00:12.000Z","probability":0.62},{"timestamp":"2026-08-31T17:00:13.000Z","probability":0.62},{"timestamp":"2026-08-31T18:00:13.000Z","probability":0.62},{"timestamp":"2026-08-31T19:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T20:00:13.000Z","probability":0.615},{"timestamp":"2026-08-31T21:00:11.000Z","probability":0.62},{"timestamp":"2026-08-31T22:00:12.000Z","probability":0.62},{"timestamp":"2026-08-31T23:00:11.000Z","probability":0.62},{"timestamp":"2026-09-01T00:00:23.000Z","probability":0.62},{"timestamp":"2026-09-01T01:00:11.000Z","probability":0.62},{"timestamp":"2026-09-01T02:00:12.000Z","probability":0.62},{"timestamp":"2026-09-01T03:00:12.000Z","probability":0.62},{"timestamp":"2026-09-01T04:00:15.000Z","probability":0.62},{"timestamp":"2026-09-01T05:00:11.000Z","probability":0.625},{"timestamp":"2026-09-01T06:00:14.000Z","probability":0.62},{"timestamp":"2026-09-01T07:00:12.000Z","probability":0.625},{"timestamp":"2026-09-01T08:00:11.000Z","probability":0.62},{"timestamp":"2026-09-01T09:00:12.000Z","probability":0.625},{"timestamp":"2026-09-01T10:00:16.000Z","probability":0.625},{"timestamp":"2026-09-01T11:00:12.000Z","probability":0.62},{"timestamp":"2026-09-01T12:00:13.000Z","probability":0.62},{"timestamp":"2026-09-01T13:00:11.000Z","probability":0.66},{"timestamp":"2026-09-01T14:00:24.000Z","probability":0.685},{"timestamp":"2026-09-01T15:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T16:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T17:00:29.000Z","probability":0.645},{"timestamp":"2026-09-01T18:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T19:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T20:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T21:00:12.000Z","probability":0.645},{"timestamp":"2026-09-01T22:00:13.000Z","probability":0.645},{"timestamp":"2026-09-02T00:00:12.000Z","probability":0.655},{"timestamp":"2026-09-02T01:00:12.000Z","probability":0.645},{"timestamp":"2026-09-02T02:00:14.000Z","probability":0.645},{"timestamp":"2026-09-02T03:00:12.000Z","probability":0.645},{"timestamp":"2026-09-02T04:00:25.000Z","probability":0.645},{"timestamp":"2026-09-02T05:00:13.000Z","probability":0.645},{"timestamp":"2026-09-02T06:00:12.000Z","probability":0.645},{"timestamp":"2026-09-02T07:00:11.000Z","probability":0.645},{"timestamp":"2026-09-02T08:00:08.000Z","probability":0.645},{"timestamp":"2026-09-02T09:00:15.000Z","probability":0.645},{"timestamp":"2026-09-02T10:00:09.000Z","probability":0.635},{"timestamp":"2026-09-02T11:00:28.000Z","probability":0.635},{"timestamp":"2026-09-02T12:00:28.000Z","probability":0.635},{"timestamp":"2026-09-02T13:00:14.000Z","probability":0.635},{"timestamp":"2026-09-02T14:00:12.000Z","probability":0.635},{"timestamp":"2026-09-02T15:00:27.000Z","probability":0.635},{"timestamp":"2026-09-02T16:00:13.000Z","probability":0.635},{"timestamp":"2026-09-02T17:00:12.000Z","probability":0.635},{"timestamp":"2026-09-02T18:00:14.000Z","probability":0.635},{"timestamp":"2026-09-02T19:00:13.000Z","probability":0.635},{"timestamp":"2026-09-02T20:00:12.000Z","probability":0.635},{"timestamp":"2026-09-02T21:00:14.000Z","probability":0.635},{"timestamp":"2026-09-02T22:00:13.000Z","probability":0.645},{"timestamp":"2026-09-02T23:00:14.000Z","probability":0.645},{"timestamp":"2026-09-03T00:00:15.000Z","probability":0.645},{"timestamp":"2026-09-03T00:05:13.000Z","probability":0.645}]},{"marketId":"3664068","label":"플라비우 보우소나루","points":[{"timestamp":"2026-08-27T01:00:17.000Z","probability":0.495},{"timestamp":"2026-08-27T02:00:27.000Z","probability":0.495},{"timestamp":"2026-08-27T03:00:16.000Z","probability":0.495},{"timestamp":"2026-08-27T04:00:16.000Z","probability":0.495},{"timestamp":"2026-08-27T05:00:15.000Z","probability":0.495},{"timestamp":"2026-08-27T06:00:16.000Z","probability":0.495},{"timestamp":"2026-08-27T07:00:34.000Z","probability":0.495},{"timestamp":"2026-08-27T08:00:15.000Z","probability":0.495},{"timestamp":"2026-08-27T09:00:17.000Z","probability":0.495},{"timestamp":"2026-08-27T10:00:12.000Z","probability":0.495},{"timestamp":"2026-08-27T11:00:16.000Z","probability":0.495},{"timestamp":"2026-08-27T12:00:35.000Z","probability":0.495},{"timestamp":"2026-08-27T13:00:15.000Z","probability":0.495},{"timestamp":"2026-08-27T14:00:16.000Z","probability":0.5},{"timestamp":"2026-08-27T15:00:16.000Z","probability":0.495},{"timestamp":"2026-08-27T16:00:32.000Z","probability":0.5},{"timestamp":"2026-08-27T17:00:15.000Z","probability":0.5},{"timestamp":"2026-08-27T18:00:17.000Z","probability":0.5},{"timestamp":"2026-08-27T19:00:18.000Z","probability":0.5},{"timestamp":"2026-08-27T20:00:15.000Z","probability":0.5},{"timestamp":"2026-08-27T21:00:15.000Z","probability":0.5},{"timestamp":"2026-08-27T22:00:15.000Z","probability":0.5},{"timestamp":"2026-08-27T23:00:21.000Z","probability":0.5},{"timestamp":"2026-08-28T00:00:20.000Z","probability":0.5},{"timestamp":"2026-08-28T01:00:28.000Z","probability":0.5},{"timestamp":"2026-08-28T02:00:15.000Z","probability":0.5},{"timestamp":"2026-08-28T03:00:12.000Z","probability":0.5},{"timestamp":"2026-08-28T04:00:16.000Z","probability":0.495},{"timestamp":"2026-08-28T05:00:15.000Z","probability":0.495},{"timestamp":"2026-08-28T06:00:30.000Z","probability":0.5},{"timestamp":"2026-08-28T07:00:17.000Z","probability":0.495},{"timestamp":"2026-08-28T08:00:15.000Z","probability":0.5},{"timestamp":"2026-08-28T09:00:32.000Z","probability":0.5},{"timestamp":"2026-08-28T10:00:12.000Z","probability":0.5},{"timestamp":"2026-08-28T11:00:14.000Z","probability":0.5},{"timestamp":"2026-08-28T12:00:19.000Z","probability":0.495},{"timestamp":"2026-08-28T13:00:17.000Z","probability":0.5},{"timestamp":"2026-08-28T14:00:11.000Z","probability":0.5},{"timestamp":"2026-08-28T15:00:13.000Z","probability":0.495},{"timestamp":"2026-08-28T16:00:16.000Z","probability":0.5},{"timestamp":"2026-08-28T17:00:15.000Z","probability":0.495},{"timestamp":"2026-08-28T18:00:19.000Z","probability":0.5},{"timestamp":"2026-08-28T19:00:16.000Z","probability":0.5},{"timestamp":"2026-08-28T20:00:16.000Z","probability":0.43},{"timestamp":"2026-08-28T21:00:32.000Z","probability":0.315},{"timestamp":"2026-08-28T22:00:15.000Z","probability":0.3},{"timestamp":"2026-08-28T23:00:16.000Z","probability":0.295},{"timestamp":"2026-08-29T00:00:21.000Z","probability":0.31},{"timestamp":"2026-08-29T01:00:17.000Z","probability":0.38},{"timestamp":"2026-08-29T02:00:14.000Z","probability":0.38},{"timestamp":"2026-08-29T03:00:16.000Z","probability":0.38},{"timestamp":"2026-08-29T04:00:17.000Z","probability":0.38},{"timestamp":"2026-08-29T05:00:17.000Z","probability":0.395},{"timestamp":"2026-08-29T06:00:17.000Z","probability":0.4},{"timestamp":"2026-08-29T07:00:18.000Z","probability":0.4},{"timestamp":"2026-08-29T08:00:17.000Z","probability":0.405},{"timestamp":"2026-08-29T09:00:17.000Z","probability":0.41},{"timestamp":"2026-08-29T10:00:33.000Z","probability":0.39},{"timestamp":"2026-08-29T11:00:15.000Z","probability":0.395},{"timestamp":"2026-08-29T12:00:20.000Z","probability":0.395},{"timestamp":"2026-08-29T13:00:15.000Z","probability":0.395},{"timestamp":"2026-08-29T14:00:15.000Z","probability":0.39},{"timestamp":"2026-08-29T15:00:17.000Z","probability":0.39},{"timestamp":"2026-08-29T16:00:14.000Z","probability":0.39},{"timestamp":"2026-08-29T17:00:21.000Z","probability":0.39},{"timestamp":"2026-08-29T18:00:17.000Z","probability":0.39},{"timestamp":"2026-08-29T19:00:18.000Z","probability":0.39},{"timestamp":"2026-08-29T20:00:27.000Z","probability":0.39},{"timestamp":"2026-08-29T21:00:20.000Z","probability":0.39},{"timestamp":"2026-08-29T22:00:16.000Z","probability":0.39},{"timestamp":"2026-08-29T23:00:15.000Z","probability":0.39},{"timestamp":"2026-08-30T00:00:20.000Z","probability":0.385},{"timestamp":"2026-08-30T01:00:16.000Z","probability":0.385},{"timestamp":"2026-08-30T02:00:30.000Z","probability":0.385},{"timestamp":"2026-08-30T03:00:17.000Z","probability":0.38},{"timestamp":"2026-08-30T04:00:25.000Z","probability":0.38},{"timestamp":"2026-08-30T05:00:59.000Z","probability":0.385},{"timestamp":"2026-08-30T06:00:12.000Z","probability":0.385},{"timestamp":"2026-08-30T07:00:15.000Z","probability":0.385},{"timestamp":"2026-08-30T08:00:15.000Z","probability":0.385},{"timestamp":"2026-08-30T09:00:17.000Z","probability":0.385},{"timestamp":"2026-08-30T10:00:20.000Z","probability":0.385},{"timestamp":"2026-08-30T11:00:11.000Z","probability":0.38},{"timestamp":"2026-08-30T12:00:20.000Z","probability":0.38},{"timestamp":"2026-08-30T13:00:14.000Z","probability":0.38},{"timestamp":"2026-08-30T14:00:16.000Z","probability":0.38},{"timestamp":"2026-08-30T15:00:17.000Z","probability":0.38},{"timestamp":"2026-08-30T16:00:14.000Z","probability":0.375},{"timestamp":"2026-08-30T17:00:14.000Z","probability":0.375},{"timestamp":"2026-08-30T18:00:15.000Z","probability":0.375},{"timestamp":"2026-08-30T19:00:15.000Z","probability":0.38},{"timestamp":"2026-08-30T20:00:15.000Z","probability":0.38},{"timestamp":"2026-08-30T21:00:17.000Z","probability":0.375},{"timestamp":"2026-08-30T22:00:15.000Z","probability":0.38},{"timestamp":"2026-08-30T23:00:14.000Z","probability":0.375},{"timestamp":"2026-08-31T00:00:20.000Z","probability":0.375},{"timestamp":"2026-08-31T01:00:16.000Z","probability":0.375},{"timestamp":"2026-08-31T02:00:10.000Z","probability":0.375},{"timestamp":"2026-08-31T03:00:15.000Z","probability":0.375},{"timestamp":"2026-08-31T04:00:13.000Z","probability":0.375},{"timestamp":"2026-08-31T05:00:19.000Z","probability":0.375},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.375},{"timestamp":"2026-08-31T07:00:14.000Z","probability":0.375},{"timestamp":"2026-08-31T08:00:12.000Z","probability":0.375},{"timestamp":"2026-08-31T09:00:15.000Z","probability":0.375},{"timestamp":"2026-08-31T10:00:22.000Z","probability":0.375},{"timestamp":"2026-08-31T11:00:13.000Z","probability":0.375},{"timestamp":"2026-08-31T12:00:21.000Z","probability":0.375},{"timestamp":"2026-08-31T13:00:13.000Z","probability":0.375},{"timestamp":"2026-08-31T14:00:18.000Z","probability":0.37},{"timestamp":"2026-08-31T15:00:20.000Z","probability":0.37},{"timestamp":"2026-08-31T16:00:14.000Z","probability":0.37},{"timestamp":"2026-08-31T17:00:16.000Z","probability":0.37},{"timestamp":"2026-08-31T18:00:17.000Z","probability":0.37},{"timestamp":"2026-08-31T19:00:13.000Z","probability":0.375},{"timestamp":"2026-08-31T20:00:16.000Z","probability":0.38},{"timestamp":"2026-08-31T21:00:15.000Z","probability":0.38},{"timestamp":"2026-08-31T22:00:15.000Z","probability":0.385},{"timestamp":"2026-08-31T23:00:14.000Z","probability":0.375},{"timestamp":"2026-09-01T00:00:31.000Z","probability":0.375},{"timestamp":"2026-09-01T01:00:13.000Z","probability":0.375},{"timestamp":"2026-09-01T02:00:17.000Z","probability":0.375},{"timestamp":"2026-09-01T03:00:16.000Z","probability":0.375},{"timestamp":"2026-09-01T04:00:18.000Z","probability":0.375},{"timestamp":"2026-09-01T05:00:14.000Z","probability":0.375},{"timestamp":"2026-09-01T06:00:18.000Z","probability":0.375},{"timestamp":"2026-09-01T07:00:15.000Z","probability":0.375},{"timestamp":"2026-09-01T08:00:14.000Z","probability":0.375},{"timestamp":"2026-09-01T09:00:18.000Z","probability":0.375},{"timestamp":"2026-09-01T10:00:18.000Z","probability":0.375},{"timestamp":"2026-09-01T11:00:14.000Z","probability":0.375},{"timestamp":"2026-09-01T12:00:21.000Z","probability":0.375},{"timestamp":"2026-09-01T13:00:13.000Z","probability":0.23},{"timestamp":"2026-09-01T14:00:27.000Z","probability":0.22},{"timestamp":"2026-09-01T15:00:16.000Z","probability":0.255},{"timestamp":"2026-09-01T16:00:14.000Z","probability":0.22},{"timestamp":"2026-09-01T17:00:32.000Z","probability":0.23},{"timestamp":"2026-09-01T18:00:17.000Z","probability":0.23},{"timestamp":"2026-09-01T19:00:17.000Z","probability":0.255},{"timestamp":"2026-09-01T20:00:14.000Z","probability":0.355},{"timestamp":"2026-09-01T21:00:18.000Z","probability":0.355},{"timestamp":"2026-09-01T22:00:16.000Z","probability":0.355},{"timestamp":"2026-09-02T00:00:19.000Z","probability":0.355},{"timestamp":"2026-09-02T01:00:14.000Z","probability":0.355},{"timestamp":"2026-09-02T02:00:16.000Z","probability":0.355},{"timestamp":"2026-09-02T03:00:16.000Z","probability":0.355},{"timestamp":"2026-09-02T04:00:27.000Z","probability":0.355},{"timestamp":"2026-09-02T05:00:16.000Z","probability":0.355},{"timestamp":"2026-09-02T06:00:15.000Z","probability":0.355},{"timestamp":"2026-09-02T07:00:13.000Z","probability":0.355},{"timestamp":"2026-09-02T08:00:11.000Z","probability":0.355},{"timestamp":"2026-09-02T09:00:20.000Z","probability":0.355},{"timestamp":"2026-09-02T10:00:18.000Z","probability":0.375},{"timestamp":"2026-09-02T11:00:30.000Z","probability":0.375},{"timestamp":"2026-09-02T12:00:38.000Z","probability":0.375},{"timestamp":"2026-09-02T13:00:16.000Z","probability":0.375},{"timestamp":"2026-09-02T14:00:14.000Z","probability":0.375},{"timestamp":"2026-09-02T15:00:30.000Z","probability":0.375},{"timestamp":"2026-09-02T16:00:15.000Z","probability":0.375},{"timestamp":"2026-09-02T17:00:15.000Z","probability":0.375},{"timestamp":"2026-09-02T18:00:18.000Z","probability":0.375},{"timestamp":"2026-09-02T19:00:15.000Z","probability":0.375},{"timestamp":"2026-09-02T20:00:19.000Z","probability":0.375},{"timestamp":"2026-09-02T21:00:17.000Z","probability":0.375},{"timestamp":"2026-09-02T22:00:16.000Z","probability":0.355},{"timestamp":"2026-09-02T23:00:16.000Z","probability":0.355},{"timestamp":"2026-09-03T00:00:23.000Z","probability":0.36},{"timestamp":"2026-09-03T00:05:15.000Z","probability":0.36}]},{"marketId":"3664074","label":"파블로 마르살","points":[{"timestamp":"2026-08-27T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T02:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-27T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T04:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T06:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T07:00:31.000Z","probability":0.0005},{"timestamp":"2026-08-27T08:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T09:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T10:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-27T11:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T12:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-27T13:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T14:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T15:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T16:00:30.000Z","probability":0.0005},{"timestamp":"2026-08-27T17:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T20:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T21:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-27T22:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T23:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T00:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T01:00:27.000Z","probability":0.0005},{"timestamp":"2026-08-28T02:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T03:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-28T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T06:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-28T07:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T09:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-28T10:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-28T11:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T12:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T14:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-28T15:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-28T16:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T18:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T20:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T21:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-28T22:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T23:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T00:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T02:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T04:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T06:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T08:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T09:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T10:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-29T11:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T12:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T14:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T15:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T16:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T18:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T19:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T20:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-29T21:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T22:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T23:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T00:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T02:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-30T03:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T04:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-30T05:00:57.000Z","probability":0.0005},{"timestamp":"2026-08-30T06:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-30T07:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T09:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T10:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T11:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-30T12:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T13:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T15:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T16:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T18:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T20:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T21:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T22:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T23:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T00:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T02:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-31T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T04:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T05:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T06:00:15.000Z","probability":0.002},{"timestamp":"2026-08-31T07:00:12.000Z","probability":0.0015},{"timestamp":"2026-08-31T08:00:11.000Z","probability":0.0015},{"timestamp":"2026-08-31T09:00:12.000Z","probability":0.0015},{"timestamp":"2026-08-31T10:00:17.000Z","probability":0.0015},{"timestamp":"2026-08-31T11:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T12:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T13:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T14:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T15:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T16:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T17:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T19:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T20:00:14.000Z","probability":0.0015},{"timestamp":"2026-08-31T21:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T22:00:13.000Z","probability":0.002},{"timestamp":"2026-08-31T23:00:13.000Z","probability":0.0015},{"timestamp":"2026-09-01T00:00:28.000Z","probability":0.0015},{"timestamp":"2026-09-01T01:00:12.000Z","probability":0.0015},{"timestamp":"2026-09-01T02:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-01T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T06:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T07:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T08:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T09:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T10:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-01T11:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T12:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T13:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T14:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-01T15:00:14.000Z","probability":0.002},{"timestamp":"2026-09-01T16:00:13.000Z","probability":0.002},{"timestamp":"2026-09-01T17:00:30.000Z","probability":0.0015},{"timestamp":"2026-09-01T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T19:00:14.000Z","probability":0.002},{"timestamp":"2026-09-01T20:00:13.000Z","probability":0.002},{"timestamp":"2026-09-01T21:00:15.000Z","probability":0.002},{"timestamp":"2026-09-01T22:00:14.000Z","probability":0.002},{"timestamp":"2026-09-02T00:00:16.000Z","probability":0.003},{"timestamp":"2026-09-02T01:00:13.000Z","probability":0.0015},{"timestamp":"2026-09-02T02:00:15.000Z","probability":0.001},{"timestamp":"2026-09-02T03:00:13.000Z","probability":0.001},{"timestamp":"2026-09-02T04:00:26.000Z","probability":0.001},{"timestamp":"2026-09-02T05:00:14.000Z","probability":0.001},{"timestamp":"2026-09-02T06:00:13.000Z","probability":0.001},{"timestamp":"2026-09-02T07:00:12.000Z","probability":0.001},{"timestamp":"2026-09-02T08:00:09.000Z","probability":0.001},{"timestamp":"2026-09-02T09:00:17.000Z","probability":0.001},{"timestamp":"2026-09-02T10:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T11:00:29.000Z","probability":0.0005},{"timestamp":"2026-09-02T12:00:34.000Z","probability":0.0005},{"timestamp":"2026-09-02T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T14:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T15:00:28.000Z","probability":0.002},{"timestamp":"2026-09-02T16:00:14.000Z","probability":0.002},{"timestamp":"2026-09-02T17:00:14.000Z","probability":0.002},{"timestamp":"2026-09-02T18:00:16.000Z","probability":0.002},{"timestamp":"2026-09-02T19:00:14.000Z","probability":0.002},{"timestamp":"2026-09-02T20:00:15.000Z","probability":0.002},{"timestamp":"2026-09-02T21:00:15.000Z","probability":0.002},{"timestamp":"2026-09-02T22:00:14.000Z","probability":0.002},{"timestamp":"2026-09-02T23:00:15.000Z","probability":0.002},{"timestamp":"2026-09-03T00:00:20.000Z","probability":0.003},{"timestamp":"2026-09-03T00:05:14.000Z","probability":0.003}]},{"marketId":"3664061","label":"클라리나 바랑","points":[{"timestamp":"2026-08-27T01:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T02:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-27T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T04:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T07:00:37.000Z","probability":0.0005},{"timestamp":"2026-08-27T08:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T11:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T12:00:39.000Z","probability":0.0005},{"timestamp":"2026-08-27T13:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T14:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T16:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-27T17:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T18:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-27T19:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-27T20:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T21:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T23:00:27.000Z","probability":0.0005},{"timestamp":"2026-08-28T00:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-28T01:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-28T02:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T05:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T06:00:33.000Z","probability":0.0005},{"timestamp":"2026-08-28T07:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-28T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T09:00:35.000Z","probability":0.0005},{"timestamp":"2026-08-28T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T11:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-28T13:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-28T14:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T15:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T16:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-28T17:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T18:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-28T19:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-28T20:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T21:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-28T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T23:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T00:00:25.000Z","probability":0.0005},{"timestamp":"2026-08-29T01:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T02:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T04:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T05:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T06:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T07:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-29T08:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T09:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-29T10:00:35.000Z","probability":0.0005},{"timestamp":"2026-08-29T11:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T12:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-29T13:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T14:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T15:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-29T16:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T17:00:27.000Z","probability":0.0005},{"timestamp":"2026-08-29T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T19:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-29T20:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-29T21:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-29T22:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T00:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-30T01:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T02:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-30T03:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-30T04:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-30T06:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T07:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T08:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T09:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-30T10:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-30T11:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-30T13:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T14:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T15:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-30T16:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T18:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T20:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T21:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-30T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T00:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-31T01:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T02:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T03:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T05:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-31T06:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T07:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T08:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T09:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T10:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-31T11:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T12:00:25.000Z","probability":0.0005},{"timestamp":"2026-08-31T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T14:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-31T15:00:25.000Z","probability":0.0005},{"timestamp":"2026-08-31T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T17:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-31T19:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T20:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T21:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T23:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T00:00:35.000Z","probability":0.0005},{"timestamp":"2026-09-01T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T02:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-01T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T04:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T06:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T07:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T08:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T09:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-01T10:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T11:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T12:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-01T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T14:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-01T15:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T16:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T17:00:34.000Z","probability":0.0005},{"timestamp":"2026-09-01T18:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T19:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T21:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-01T22:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-02T00:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-02T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T02:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-02T04:00:29.000Z","probability":0.0005},{"timestamp":"2026-09-02T05:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T08:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T09:00:23.000Z","probability":0.0005},{"timestamp":"2026-09-02T10:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-02T11:00:32.000Z","probability":0.0005},{"timestamp":"2026-09-02T12:00:42.000Z","probability":0.0005},{"timestamp":"2026-09-02T13:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T15:00:32.000Z","probability":0.0005},{"timestamp":"2026-09-02T16:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T17:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T18:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-02T19:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T20:00:23.000Z","probability":0.0005},{"timestamp":"2026-09-02T21:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-02T22:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-02T23:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:00:27.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:05:15.000Z","probability":0.0005}]},{"marketId":"3664063","label":"에드밀손 코스타","points":[{"timestamp":"2026-08-27T01:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T02:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-27T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T06:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T07:00:30.000Z","probability":0.0005},{"timestamp":"2026-08-27T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T09:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T10:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-27T11:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T12:00:31.000Z","probability":0.0005},{"timestamp":"2026-08-27T13:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T14:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-27T15:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T16:00:30.000Z","probability":0.0005},{"timestamp":"2026-08-27T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T19:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T20:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T21:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-27T22:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T23:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T00:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T01:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-28T02:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T03:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-28T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T06:00:27.000Z","probability":0.0005},{"timestamp":"2026-08-28T07:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T09:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-28T10:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-28T11:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-28T12:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T14:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-28T15:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-28T16:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T20:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T21:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-28T22:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T23:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T00:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T02:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-29T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T06:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T08:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T09:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T10:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-29T11:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T12:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T13:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T14:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T15:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-29T16:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-29T17:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-29T20:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-29T21:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T22:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-29T23:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T00:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T02:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-30T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T04:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-30T05:00:57.000Z","probability":0.0005},{"timestamp":"2026-08-30T06:00:10.000Z","probability":0.0005},{"timestamp":"2026-08-30T07:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T09:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T11:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-30T12:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T13:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T14:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T15:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T16:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T18:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T19:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T20:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T21:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-30T22:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T23:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T00:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T01:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T02:00:09.000Z","probability":0.0005},{"timestamp":"2026-08-31T03:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T04:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T05:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T06:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T07:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T08:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T09:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T10:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T11:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T12:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T13:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T14:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T15:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T16:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T17:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T18:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T19:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T20:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T21:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-31T22:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T23:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T00:00:27.000Z","probability":0.0005},{"timestamp":"2026-09-01T01:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T02:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T04:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T05:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T06:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T07:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T08:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T09:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T10:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-01T11:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T12:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-01T13:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T14:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-01T15:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T16:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T17:00:30.000Z","probability":0.0005},{"timestamp":"2026-09-01T18:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T19:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-01T20:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-01T21:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T22:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T00:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T01:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T02:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T03:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T04:00:26.000Z","probability":0.0005},{"timestamp":"2026-09-02T05:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T06:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T07:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T08:00:09.000Z","probability":0.0005},{"timestamp":"2026-09-02T09:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T10:00:10.000Z","probability":0.0005},{"timestamp":"2026-09-02T11:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-02T12:00:32.000Z","probability":0.0005},{"timestamp":"2026-09-02T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T14:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T15:00:27.000Z","probability":0.0005},{"timestamp":"2026-09-02T16:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T17:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T18:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T20:00:13.000Z","probability":0.0005},{"timestamp":"2026-09-02T21:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T22:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T23:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:05:14.000Z","probability":0.0005}]},{"marketId":"3664081","label":"Samara","points":[{"timestamp":"2026-08-27T01:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T02:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-27T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T05:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T07:00:35.000Z","probability":0.0005},{"timestamp":"2026-08-27T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T09:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-27T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-27T11:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T12:00:37.000Z","probability":0.0005},{"timestamp":"2026-08-27T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-27T14:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T15:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-27T16:00:33.000Z","probability":0.0005},{"timestamp":"2026-08-27T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-27T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T21:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-27T23:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-28T00:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-28T01:00:29.000Z","probability":0.0005},{"timestamp":"2026-08-28T02:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T03:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-28T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T05:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T06:00:32.000Z","probability":0.0005},{"timestamp":"2026-08-28T07:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-28T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T09:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-28T10:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-28T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T12:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-28T13:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-28T14:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-28T15:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-28T16:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T18:00:20.000Z","probability":0.0005},{"timestamp":"2026-08-28T19:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-28T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T21:00:33.000Z","probability":0.0005},{"timestamp":"2026-08-28T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-28T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T00:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-29T01:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T02:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T04:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T05:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T06:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T07:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T08:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T10:00:34.000Z","probability":0.0005},{"timestamp":"2026-08-29T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T12:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-29T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-29T17:00:24.000Z","probability":0.0005},{"timestamp":"2026-08-29T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-29T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-29T20:00:28.000Z","probability":0.0005},{"timestamp":"2026-08-29T21:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-29T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-29T23:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T00:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-30T01:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T02:00:31.000Z","probability":0.0005},{"timestamp":"2026-08-30T03:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T04:00:26.000Z","probability":0.0005},{"timestamp":"2026-08-30T06:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-30T07:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T08:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-08-30T10:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-30T11:00:12.000Z","probability":0.0005},{"timestamp":"2026-08-30T12:00:22.000Z","probability":0.0005},{"timestamp":"2026-08-30T13:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T14:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-30T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T17:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-30T18:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T20:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T21:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-30T22:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-30T23:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T00:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-31T01:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T02:00:11.000Z","probability":0.0005},{"timestamp":"2026-08-31T03:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T04:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T05:00:21.000Z","probability":0.0005},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T08:00:13.000Z","probability":0.0005},{"timestamp":"2026-08-31T09:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T10:00:25.000Z","probability":0.0005},{"timestamp":"2026-08-31T11:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-31T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T14:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T15:00:23.000Z","probability":0.0005},{"timestamp":"2026-08-31T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-08-31T19:00:14.000Z","probability":0.0005},{"timestamp":"2026-08-31T20:00:17.000Z","probability":0.0005},{"timestamp":"2026-08-31T21:00:16.000Z","probability":0.0005},{"timestamp":"2026-08-31T22:00:15.000Z","probability":0.0005},{"timestamp":"2026-08-31T23:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T00:00:33.000Z","probability":0.0005},{"timestamp":"2026-09-01T01:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T02:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-01T04:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T05:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T06:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T07:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T08:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T09:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T10:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T11:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T12:00:23.000Z","probability":0.0005},{"timestamp":"2026-09-01T13:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-01T14:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-01T15:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T16:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T17:00:33.000Z","probability":0.0005},{"timestamp":"2026-09-01T18:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-01T19:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-01T20:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-01T21:00:20.000Z","probability":0.0005},{"timestamp":"2026-09-01T22:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T00:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-02T01:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T02:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T03:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T04:00:28.000Z","probability":0.0005},{"timestamp":"2026-09-02T05:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T06:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T07:00:14.000Z","probability":0.0005},{"timestamp":"2026-09-02T08:00:12.000Z","probability":0.0005},{"timestamp":"2026-09-02T09:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-02T10:00:22.000Z","probability":0.0005},{"timestamp":"2026-09-02T11:00:31.000Z","probability":0.0005},{"timestamp":"2026-09-02T12:00:40.000Z","probability":0.0005},{"timestamp":"2026-09-02T13:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-02T14:00:15.000Z","probability":0.0005},{"timestamp":"2026-09-02T15:00:31.000Z","probability":0.0005},{"timestamp":"2026-09-02T16:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T17:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T18:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-02T19:00:16.000Z","probability":0.0005},{"timestamp":"2026-09-02T20:00:21.000Z","probability":0.0005},{"timestamp":"2026-09-02T21:00:19.000Z","probability":0.0005},{"timestamp":"2026-09-02T22:00:18.000Z","probability":0.0005},{"timestamp":"2026-09-02T23:00:17.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:00:25.000Z","probability":0.0005},{"timestamp":"2026-09-03T00:05:15.000Z","probability":0.0005}]}]}}