{"exportedAt":"2026-09-02T10:55:54.748Z","range":"1m","source":"Polymarket public API via PolyView","market":{"id":"2589810","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"50bp 이상 인하","slug":"will-the-fed-decrease-interest-rates-by-50-bps-after-the-october-2026-meeting-20260617190324029","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"Will the Fed decrease interest rates by 50+ bps after the October 2026 meeting?","originalTitle":"Will the Fed decrease interest rates by 50+ bps after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":[],"status":"open","probability":0.0095,"noProbability":0.9905,"change1h":null,"change24h":null,"change1w":-0.0025,"change1m":-0.0055,"volume":174024.29724399996,"volume24h":1845.91591,"liquidity":129775.60305,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"17010377994663817312158123655937348199252960045746746128731746451645055725586","sourceUpdatedAt":"2026-09-02T10:51:36.137659Z","translated":false,"history":[{"timestamp":"2026-08-02T12:00:12.000Z","probability":0.0185},{"timestamp":"2026-08-02T18:00:12.000Z","probability":0.0185},{"timestamp":"2026-08-03T00:00:11.000Z","probability":0.0185},{"timestamp":"2026-08-03T06:00:14.000Z","probability":0.0185},{"timestamp":"2026-08-03T12:00:11.000Z","probability":0.015},{"timestamp":"2026-08-03T18:00:10.000Z","probability":0.015},{"timestamp":"2026-08-04T00:00:13.000Z","probability":0.015},{"timestamp":"2026-08-04T06:00:28.000Z","probability":0.015},{"timestamp":"2026-08-04T12:00:11.000Z","probability":0.015},{"timestamp":"2026-08-04T18:00:10.000Z","probability":0.015},{"timestamp":"2026-08-05T00:00:14.000Z","probability":0.015},{"timestamp":"2026-08-05T06:00:22.000Z","probability":0.0145},{"timestamp":"2026-08-05T12:00:13.000Z","probability":0.0145},{"timestamp":"2026-08-05T18:00:24.000Z","probability":0.0135},{"timestamp":"2026-08-06T00:00:13.000Z","probability":0.0135},{"timestamp":"2026-08-06T06:00:10.000Z","probability":0.0135},{"timestamp":"2026-08-06T12:00:18.000Z","probability":0.0125},{"timestamp":"2026-08-06T18:00:11.000Z","probability":0.0125},{"timestamp":"2026-08-07T00:00:13.000Z","probability":0.0125},{"timestamp":"2026-08-07T06:00:10.000Z","probability":0.0125},{"timestamp":"2026-08-07T12:00:15.000Z","probability":0.0125},{"timestamp":"2026-08-07T18:00:12.000Z","probability":0.016},{"timestamp":"2026-08-08T00:00:17.000Z","probability":0.0145},{"timestamp":"2026-08-08T06:00:12.000Z","probability":0.0145},{"timestamp":"2026-08-08T12:00:41.000Z","probability":0.0145},{"timestamp":"2026-08-08T18:00:15.000Z","probability":0.016},{"timestamp":"2026-08-09T00:00:27.000Z","probability":0.016},{"timestamp":"2026-08-09T06:00:21.000Z","probability":0.016},{"timestamp":"2026-08-09T12:00:15.000Z","probability":0.016},{"timestamp":"2026-08-09T18:00:24.000Z","probability":0.016},{"timestamp":"2026-08-10T00:00:19.000Z","probability":0.016},{"timestamp":"2026-08-10T06:00:10.000Z","probability":0.016},{"timestamp":"2026-08-10T12:00:13.000Z","probability":0.0155},{"timestamp":"2026-08-10T18:00:12.000Z","probability":0.0155},{"timestamp":"2026-08-11T00:00:23.000Z","probability":0.019},{"timestamp":"2026-08-11T06:00:14.000Z","probability":0.019},{"timestamp":"2026-08-11T12:00:10.000Z","probability":0.019},{"timestamp":"2026-08-11T18:00:12.000Z","probability":0.019},{"timestamp":"2026-08-12T00:00:14.000Z","probability":0.019},{"timestamp":"2026-08-12T06:00:11.000Z","probability":0.019},{"timestamp":"2026-08-12T12:00:22.000Z","probability":0.0205},{"timestamp":"2026-08-12T18:00:18.000Z","probability":0.0185},{"timestamp":"2026-08-13T00:00:20.000Z","probability":0.0185},{"timestamp":"2026-08-13T06:00:14.000Z","probability":0.018},{"timestamp":"2026-08-13T12:00:19.000Z","probability":0.0175},{"timestamp":"2026-08-13T18:00:22.000Z","probability":0.0135},{"timestamp":"2026-08-14T00:00:20.000Z","probability":0.0135},{"timestamp":"2026-08-14T06:00:18.000Z","probability":0.0135},{"timestamp":"2026-08-14T12:00:24.000Z","probability":0.0155},{"timestamp":"2026-08-14T18:00:18.000Z","probability":0.017},{"timestamp":"2026-08-15T00:00:18.000Z","probability":0.016},{"timestamp":"2026-08-15T06:00:14.000Z","probability":0.0155},{"timestamp":"2026-08-15T12:00:19.000Z","probability":0.016},{"timestamp":"2026-08-15T18:00:15.000Z","probability":0.016},{"timestamp":"2026-08-16T00:00:20.000Z","probability":0.0155},{"timestamp":"2026-08-16T06:00:15.000Z","probability":0.0155},{"timestamp":"2026-08-16T12:00:21.000Z","probability":0.0155},{"timestamp":"2026-08-16T18:00:18.000Z","probability":0.0155},{"timestamp":"2026-08-17T00:00:21.000Z","probability":0.015},{"timestamp":"2026-08-17T06:00:16.000Z","probability":0.015},{"timestamp":"2026-08-17T12:00:20.000Z","probability":0.015},{"timestamp":"2026-08-17T18:00:18.000Z","probability":0.015},{"timestamp":"2026-08-18T00:00:32.000Z","probability":0.0145},{"timestamp":"2026-08-18T06:00:17.000Z","probability":0.0145},{"timestamp":"2026-08-18T12:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-18T18:00:17.000Z","probability":0.0105},{"timestamp":"2026-08-19T00:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-19T06:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-19T12:00:20.000Z","probability":0.0105},{"timestamp":"2026-08-19T18:00:16.000Z","probability":0.0105},{"timestamp":"2026-08-20T00:00:24.000Z","probability":0.0105},{"timestamp":"2026-08-20T06:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-20T12:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-20T18:00:24.000Z","probability":0.011},{"timestamp":"2026-08-21T00:00:22.000Z","probability":0.011},{"timestamp":"2026-08-21T06:00:17.000Z","probability":0.011},{"timestamp":"2026-08-21T12:00:22.000Z","probability":0.0105},{"timestamp":"2026-08-21T18:00:13.000Z","probability":0.0105},{"timestamp":"2026-08-22T00:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-22T06:00:18.000Z","probability":0.0105},{"timestamp":"2026-08-22T12:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-22T18:00:20.000Z","probability":0.012},{"timestamp":"2026-08-23T00:00:19.000Z","probability":0.0115},{"timestamp":"2026-08-23T06:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-23T12:00:22.000Z","probability":0.0115},{"timestamp":"2026-08-23T18:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-24T00:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-24T06:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-24T12:00:20.000Z","probability":0.0115},{"timestamp":"2026-08-24T18:00:17.000Z","probability":0.0125},{"timestamp":"2026-08-25T00:00:21.000Z","probability":0.0125},{"timestamp":"2026-08-25T06:00:23.000Z","probability":0.0125},{"timestamp":"2026-08-25T12:00:22.000Z","probability":0.0125},{"timestamp":"2026-08-25T18:00:20.000Z","probability":0.0125},{"timestamp":"2026-08-26T00:00:22.000Z","probability":0.0125},{"timestamp":"2026-08-26T06:00:19.000Z","probability":0.0125},{"timestamp":"2026-08-26T12:00:23.000Z","probability":0.012},{"timestamp":"2026-08-26T18:00:19.000Z","probability":0.012},{"timestamp":"2026-08-27T00:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.013},{"timestamp":"2026-08-27T12:00:37.000Z","probability":0.013},{"timestamp":"2026-08-27T18:00:19.000Z","probability":0.0135},{"timestamp":"2026-08-28T00:00:23.000Z","probability":0.0135},{"timestamp":"2026-08-28T06:00:32.000Z","probability":0.0135},{"timestamp":"2026-08-28T12:00:21.000Z","probability":0.0135},{"timestamp":"2026-08-28T18:00:21.000Z","probability":0.012},{"timestamp":"2026-08-29T00:00:23.000Z","probability":0.012},{"timestamp":"2026-08-29T06:00:18.000Z","probability":0.0115},{"timestamp":"2026-08-29T12:00:22.000Z","probability":0.0115},{"timestamp":"2026-08-29T18:00:18.000Z","probability":0.015},{"timestamp":"2026-08-30T00:00:22.000Z","probability":0.015},{"timestamp":"2026-08-30T06:00:13.000Z","probability":0.011},{"timestamp":"2026-08-30T12:00:22.000Z","probability":0.0105},{"timestamp":"2026-08-30T18:00:16.000Z","probability":0.0105},{"timestamp":"2026-08-31T00:00:21.000Z","probability":0.011},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.011},{"timestamp":"2026-08-31T12:00:23.000Z","probability":0.011},{"timestamp":"2026-08-31T18:00:18.000Z","probability":0.011},{"timestamp":"2026-09-01T00:00:33.000Z","probability":0.0105},{"timestamp":"2026-09-01T06:00:19.000Z","probability":0.0095},{"timestamp":"2026-09-01T12:00:24.000Z","probability":0.0095},{"timestamp":"2026-09-01T18:00:18.000Z","probability":0.0095},{"timestamp":"2026-09-02T00:00:21.000Z","probability":0.0095},{"timestamp":"2026-09-02T06:00:16.000Z","probability":0.0095},{"timestamp":"2026-09-02T10:55:15.000Z","probability":0.0095}],"analysis":null,"news":[],"eventMarkets":[{"id":"2589812","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"변동 없음","slug":"will-there-be-no-change-in-fed-interest-rates-after-the-october-2026-meeting-20260617190324031","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"2026년 10월 회의 이후 연준 금리에 변동이 없을 것인가?","originalTitle":"Will there be no change in Fed interest rates after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":["Fed","fomc","Trump","Economy","Fed Rates","Kevin Warsh","Global Rates","Jerome Powell","Economic Policy","Macro Indicators"],"status":"open","probability":0.705,"noProbability":0.295,"change1h":null,"change24h":null,"change1w":-0.01,"change1m":0.02,"volume":187015.70710300002,"volume24h":6963.006337,"liquidity":277680.7363,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"111061902544814266207267295505639408607400625795891618462682726460921782993748","sourceUpdatedAt":"2026-09-02T10:53:35.1935Z","translated":true},{"id":"2589813","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"25bp 인상","slug":"will-the-fed-increase-interest-rates-by-25-bps-after-the-october-2026-meeting-20260617190324032","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"2026년 10월 회의 이후 연준이 금리를 25bp 인상할 것인가?","originalTitle":"Will the Fed increase interest rates by 25 bps after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":["Fed","fomc","Trump","Economy","Fed Rates","Kevin Warsh","Global Rates","Jerome Powell","Economic Policy","Macro Indicators"],"status":"open","probability":0.265,"noProbability":0.735,"change1h":null,"change24h":null,"change1w":0.03,"change1m":0.04,"volume":178676.922826,"volume24h":844.91555,"liquidity":287299.5382,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"55159722761418013044126414276680602270318000841690689684819994448621694923050","sourceUpdatedAt":"2026-09-02T10:55:35.222461Z","translated":true},{"id":"2589811","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"25bp 인하","slug":"will-the-fed-decrease-interest-rates-by-25-bps-after-the-october-2026-meeting-20260617190324030","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"2026년 10월 회의 이후 연준이 금리를 25 bps 인하할 것인가?","originalTitle":"Will the Fed decrease interest rates by 25 bps after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":["Fed","fomc","Trump","Economy","Fed Rates","Kevin Warsh","Global Rates","Jerome Powell","Economic Policy","Macro Indicators"],"status":"open","probability":0.0335,"noProbability":0.9665,"change1h":null,"change24h":0.0005,"change1w":-0.009,"change1m":-0.0215,"volume":361287.97311699996,"volume24h":6532.238439,"liquidity":136439.92662,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"33268510350568915228897273528353467773422190590579607471427765079749830445947","sourceUpdatedAt":"2026-09-02T10:53:35.1935Z","translated":true},{"id":"2589810","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"50bp 이상 인하","slug":"will-the-fed-decrease-interest-rates-by-50-bps-after-the-october-2026-meeting-20260617190324029","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"2026년 10월 회의 이후 연준이 금리를 50bp 이상 인하할 것인가?","originalTitle":"Will the Fed decrease interest rates by 50+ bps after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":["Fed","fomc","Trump","Economy","Fed Rates","Kevin Warsh","Global Rates","Jerome Powell","Economic Policy","Macro Indicators"],"status":"open","probability":0.0095,"noProbability":0.9905,"change1h":null,"change24h":null,"change1w":-0.0025,"change1m":-0.0055,"volume":174024.29724399996,"volume24h":1845.91591,"liquidity":129775.60305,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"17010377994663817312158123655937348199252960045746746128731746451645055725586","sourceUpdatedAt":"2026-09-02T10:55:35.222461Z","translated":true},{"id":"2589814","eventId":"606422","eventTitle":"10월 연준 결정?","optionLabel":"50bp 이상 인상","slug":"will-the-fed-increase-interest-rates-by-50-bps-after-the-october-2026-meeting-20260617190324033","imageUrl":"https://polymarket-upload.s3.us-east-2.amazonaws.com/fed-decision-in-september-762-c4RyWuxRPo1L.jpg","title":"2026년 10월 회의 이후 연준이 금리를 50bp 이상 인상할 것인가?","originalTitle":"Will the Fed increase interest rates by 50+ bps after the October 2026 meeting?","description":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","originalDescription":"The FED interest rates are defined in this market by the upper bound of the target federal funds range. The decisions on the target federal funds range are made by the Federal Open Market Committee (FOMC) meetings.\n\nThis market will resolve to the amount of basis points the upper bound of the target federal funds rate is changed by versus the level it was prior to the Federal Reserve's October 2026 meeting.\n\nIf the target federal funds rate is changed to a level not expressed in the displayed options, the change will be rounded up to the nearest 25 and will resolve to the relevant bracket. (e.g. if there's a cut/increase of 12.5 bps it will be considered to be 25 bps)\n\nThe resolution source for this market is the FOMC’s statement after its meeting scheduled for October 27-28, 2026 according to the official calendar: https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm.\n\nThe level and change of the target federal funds rate is also published at the official website of the Federal Reserve at https://www.federalreserve.gov/monetarypolicy/openmarket.htm.\n\nThis market may resolve as soon as the FOMC’s statement for their October meeting with relevant data is issued. If no statement is released by the end date of the next scheduled meeting, this market will resolve to the \"No change\" bracket.","category":"economy","tags":["Fed","fomc","Trump","Economy","Fed Rates","Kevin Warsh","Global Rates","Jerome Powell","Economic Policy","Macro Indicators"],"status":"open","probability":0.0075,"noProbability":0.9925,"change1h":null,"change24h":null,"change1w":-0.005,"change1m":-0.0175,"volume":119415.45759300001,"volume24h":2430.297285,"liquidity":133006.61496,"endDate":"2026-10-28T23:59:00Z","outcome":null,"tokenId":"18246296022868501258060085368606280205967114341141276439803424448463050819498","sourceUpdatedAt":"2026-09-02T10:55:35.222461Z","translated":true}],"eventHistory":[{"marketId":"2589812","label":"변동 없음","points":[{"timestamp":"2026-08-02T12:00:09.000Z","probability":0.685},{"timestamp":"2026-08-02T18:00:10.000Z","probability":0.685},{"timestamp":"2026-08-03T00:00:10.000Z","probability":0.685},{"timestamp":"2026-08-03T06:00:12.000Z","probability":0.685},{"timestamp":"2026-08-03T12:00:09.000Z","probability":0.685},{"timestamp":"2026-08-03T18:00:08.000Z","probability":0.685},{"timestamp":"2026-08-04T00:00:11.000Z","probability":0.685},{"timestamp":"2026-08-04T06:00:26.000Z","probability":0.685},{"timestamp":"2026-08-04T12:00:09.000Z","probability":0.685},{"timestamp":"2026-08-04T18:00:08.000Z","probability":0.685},{"timestamp":"2026-08-05T00:00:12.000Z","probability":0.685},{"timestamp":"2026-08-05T06:00:20.000Z","probability":0.685},{"timestamp":"2026-08-05T12:00:12.000Z","probability":0.685},{"timestamp":"2026-08-05T18:00:23.000Z","probability":0.685},{"timestamp":"2026-08-06T00:00:10.000Z","probability":0.685},{"timestamp":"2026-08-06T06:00:08.000Z","probability":0.685},{"timestamp":"2026-08-06T12:00:15.000Z","probability":0.685},{"timestamp":"2026-08-06T18:00:09.000Z","probability":0.685},{"timestamp":"2026-08-07T00:00:11.000Z","probability":0.685},{"timestamp":"2026-08-07T06:00:08.000Z","probability":0.685},{"timestamp":"2026-08-07T12:00:13.000Z","probability":0.685},{"timestamp":"2026-08-07T18:00:11.000Z","probability":0.675},{"timestamp":"2026-08-08T00:00:14.000Z","probability":0.675},{"timestamp":"2026-08-08T06:00:10.000Z","probability":0.675},{"timestamp":"2026-08-08T12:00:38.000Z","probability":0.675},{"timestamp":"2026-08-08T18:00:14.000Z","probability":0.675},{"timestamp":"2026-08-09T00:00:25.000Z","probability":0.675},{"timestamp":"2026-08-09T06:00:20.000Z","probability":0.675},{"timestamp":"2026-08-09T12:00:13.000Z","probability":0.675},{"timestamp":"2026-08-09T18:00:23.000Z","probability":0.675},{"timestamp":"2026-08-10T00:00:16.000Z","probability":0.675},{"timestamp":"2026-08-10T06:00:09.000Z","probability":0.675},{"timestamp":"2026-08-10T12:00:11.000Z","probability":0.675},{"timestamp":"2026-08-10T18:00:11.000Z","probability":0.675},{"timestamp":"2026-08-11T00:00:21.000Z","probability":0.675},{"timestamp":"2026-08-11T06:00:13.000Z","probability":0.675},{"timestamp":"2026-08-11T12:00:09.000Z","probability":0.675},{"timestamp":"2026-08-11T18:00:10.000Z","probability":0.675},{"timestamp":"2026-08-12T00:00:13.000Z","probability":0.675},{"timestamp":"2026-08-12T06:00:09.000Z","probability":0.675},{"timestamp":"2026-08-12T12:00:17.000Z","probability":0.675},{"timestamp":"2026-08-12T18:00:15.000Z","probability":0.675},{"timestamp":"2026-08-13T00:00:17.000Z","probability":0.675},{"timestamp":"2026-08-13T06:00:12.000Z","probability":0.675},{"timestamp":"2026-08-13T12:00:16.000Z","probability":0.675},{"timestamp":"2026-08-13T18:00:20.000Z","probability":0.7},{"timestamp":"2026-08-14T00:00:16.000Z","probability":0.71},{"timestamp":"2026-08-14T06:00:15.000Z","probability":0.715},{"timestamp":"2026-08-14T12:00:19.000Z","probability":0.715},{"timestamp":"2026-08-14T18:00:16.000Z","probability":0.715},{"timestamp":"2026-08-15T00:00:15.000Z","probability":0.715},{"timestamp":"2026-08-15T06:00:12.000Z","probability":0.715},{"timestamp":"2026-08-15T12:00:15.000Z","probability":0.715},{"timestamp":"2026-08-15T18:00:12.000Z","probability":0.715},{"timestamp":"2026-08-16T00:00:16.000Z","probability":0.715},{"timestamp":"2026-08-16T06:00:12.000Z","probability":0.715},{"timestamp":"2026-08-16T12:00:16.000Z","probability":0.715},{"timestamp":"2026-08-16T18:00:14.000Z","probability":0.715},{"timestamp":"2026-08-17T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-17T06:00:13.000Z","probability":0.715},{"timestamp":"2026-08-17T12:00:16.000Z","probability":0.715},{"timestamp":"2026-08-17T18:00:16.000Z","probability":0.715},{"timestamp":"2026-08-18T00:00:27.000Z","probability":0.715},{"timestamp":"2026-08-18T06:00:13.000Z","probability":0.715},{"timestamp":"2026-08-18T12:00:15.000Z","probability":0.715},{"timestamp":"2026-08-18T18:00:14.000Z","probability":0.715},{"timestamp":"2026-08-19T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-19T06:00:17.000Z","probability":0.715},{"timestamp":"2026-08-19T12:00:15.000Z","probability":0.715},{"timestamp":"2026-08-19T18:00:14.000Z","probability":0.715},{"timestamp":"2026-08-20T00:00:20.000Z","probability":0.715},{"timestamp":"2026-08-20T06:00:18.000Z","probability":0.715},{"timestamp":"2026-08-20T12:00:14.000Z","probability":0.715},{"timestamp":"2026-08-20T18:00:21.000Z","probability":0.715},{"timestamp":"2026-08-21T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-21T06:00:14.000Z","probability":0.715},{"timestamp":"2026-08-21T12:00:17.000Z","probability":0.715},{"timestamp":"2026-08-21T18:00:11.000Z","probability":0.715},{"timestamp":"2026-08-22T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-22T06:00:16.000Z","probability":0.715},{"timestamp":"2026-08-22T12:00:17.000Z","probability":0.715},{"timestamp":"2026-08-22T18:00:16.000Z","probability":0.715},{"timestamp":"2026-08-23T00:00:15.000Z","probability":0.715},{"timestamp":"2026-08-23T06:00:14.000Z","probability":0.715},{"timestamp":"2026-08-23T12:00:17.000Z","probability":0.715},{"timestamp":"2026-08-23T18:00:13.000Z","probability":0.715},{"timestamp":"2026-08-24T00:00:18.000Z","probability":0.715},{"timestamp":"2026-08-24T06:00:13.000Z","probability":0.715},{"timestamp":"2026-08-24T12:00:16.000Z","probability":0.715},{"timestamp":"2026-08-24T18:00:14.000Z","probability":0.715},{"timestamp":"2026-08-25T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-25T06:00:19.000Z","probability":0.715},{"timestamp":"2026-08-25T12:00:17.000Z","probability":0.715},{"timestamp":"2026-08-25T18:00:16.000Z","probability":0.715},{"timestamp":"2026-08-26T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-26T06:00:16.000Z","probability":0.715},{"timestamp":"2026-08-26T12:00:17.000Z","probability":0.715},{"timestamp":"2026-08-26T18:00:15.000Z","probability":0.715},{"timestamp":"2026-08-27T00:00:18.000Z","probability":0.715},{"timestamp":"2026-08-27T06:00:15.000Z","probability":0.715},{"timestamp":"2026-08-27T12:00:33.000Z","probability":0.715},{"timestamp":"2026-08-27T18:00:16.000Z","probability":0.715},{"timestamp":"2026-08-28T00:00:17.000Z","probability":0.715},{"timestamp":"2026-08-28T06:00:29.000Z","probability":0.715},{"timestamp":"2026-08-28T12:00:15.000Z","probability":0.715},{"timestamp":"2026-08-28T18:00:16.000Z","probability":0.705},{"timestamp":"2026-08-29T00:00:18.000Z","probability":0.705},{"timestamp":"2026-08-29T06:00:15.000Z","probability":0.705},{"timestamp":"2026-08-29T12:00:18.000Z","probability":0.705},{"timestamp":"2026-08-29T18:00:16.000Z","probability":0.705},{"timestamp":"2026-08-30T00:00:17.000Z","probability":0.705},{"timestamp":"2026-08-30T06:00:11.000Z","probability":0.705},{"timestamp":"2026-08-30T12:00:17.000Z","probability":0.705},{"timestamp":"2026-08-30T18:00:13.000Z","probability":0.705},{"timestamp":"2026-08-31T00:00:18.000Z","probability":0.705},{"timestamp":"2026-08-31T06:00:15.000Z","probability":0.705},{"timestamp":"2026-08-31T12:00:18.000Z","probability":0.705},{"timestamp":"2026-08-31T18:00:15.000Z","probability":0.705},{"timestamp":"2026-09-01T00:00:28.000Z","probability":0.705},{"timestamp":"2026-09-01T06:00:16.000Z","probability":0.705},{"timestamp":"2026-09-01T12:00:18.000Z","probability":0.705},{"timestamp":"2026-09-01T18:00:15.000Z","probability":0.705},{"timestamp":"2026-09-02T00:00:16.000Z","probability":0.705},{"timestamp":"2026-09-02T06:00:14.000Z","probability":0.705},{"timestamp":"2026-09-02T10:55:13.000Z","probability":0.705}]},{"marketId":"2589813","label":"25bp 인상","points":[{"timestamp":"2026-08-02T12:00:08.000Z","probability":0.225},{"timestamp":"2026-08-02T18:00:09.000Z","probability":0.225},{"timestamp":"2026-08-03T00:00:09.000Z","probability":0.225},{"timestamp":"2026-08-03T06:00:11.000Z","probability":0.225},{"timestamp":"2026-08-03T12:00:08.000Z","probability":0.225},{"timestamp":"2026-08-03T18:00:07.000Z","probability":0.225},{"timestamp":"2026-08-04T00:00:09.000Z","probability":0.225},{"timestamp":"2026-08-04T06:00:25.000Z","probability":0.225},{"timestamp":"2026-08-04T12:00:07.000Z","probability":0.225},{"timestamp":"2026-08-04T18:00:07.000Z","probability":0.225},{"timestamp":"2026-08-05T00:00:10.000Z","probability":0.225},{"timestamp":"2026-08-05T06:00:19.000Z","probability":0.225},{"timestamp":"2026-08-05T12:00:09.000Z","probability":0.225},{"timestamp":"2026-08-05T18:00:21.000Z","probability":0.225},{"timestamp":"2026-08-06T00:00:07.000Z","probability":0.225},{"timestamp":"2026-08-06T06:00:07.000Z","probability":0.225},{"timestamp":"2026-08-06T12:00:10.000Z","probability":0.225},{"timestamp":"2026-08-06T18:00:07.000Z","probability":0.225},{"timestamp":"2026-08-07T00:00:09.000Z","probability":0.225},{"timestamp":"2026-08-07T06:00:07.000Z","probability":0.225},{"timestamp":"2026-08-07T12:00:09.000Z","probability":0.225},{"timestamp":"2026-08-07T18:00:09.000Z","probability":0.235},{"timestamp":"2026-08-08T00:00:10.000Z","probability":0.235},{"timestamp":"2026-08-08T06:00:08.000Z","probability":0.235},{"timestamp":"2026-08-08T12:00:33.000Z","probability":0.235},{"timestamp":"2026-08-08T18:00:12.000Z","probability":0.235},{"timestamp":"2026-08-09T00:00:22.000Z","probability":0.235},{"timestamp":"2026-08-09T06:00:18.000Z","probability":0.245},{"timestamp":"2026-08-09T12:00:10.000Z","probability":0.245},{"timestamp":"2026-08-09T18:00:21.000Z","probability":0.24},{"timestamp":"2026-08-10T00:00:12.000Z","probability":0.245},{"timestamp":"2026-08-10T06:00:07.000Z","probability":0.245},{"timestamp":"2026-08-10T12:00:08.000Z","probability":0.245},{"timestamp":"2026-08-10T18:00:09.000Z","probability":0.245},{"timestamp":"2026-08-11T00:00:17.000Z","probability":0.245},{"timestamp":"2026-08-11T06:00:11.000Z","probability":0.245},{"timestamp":"2026-08-11T12:00:08.000Z","probability":0.245},{"timestamp":"2026-08-11T18:00:09.000Z","probability":0.245},{"timestamp":"2026-08-12T00:00:11.000Z","probability":0.245},{"timestamp":"2026-08-12T06:00:07.000Z","probability":0.245},{"timestamp":"2026-08-12T12:00:11.000Z","probability":0.245},{"timestamp":"2026-08-12T18:00:13.000Z","probability":0.235},{"timestamp":"2026-08-13T00:00:13.000Z","probability":0.235},{"timestamp":"2026-08-13T06:00:10.000Z","probability":0.24},{"timestamp":"2026-08-13T12:00:11.000Z","probability":0.24},{"timestamp":"2026-08-13T18:00:18.000Z","probability":0.235},{"timestamp":"2026-08-14T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-14T06:00:13.000Z","probability":0.235},{"timestamp":"2026-08-14T12:00:14.000Z","probability":0.235},{"timestamp":"2026-08-14T18:00:14.000Z","probability":0.235},{"timestamp":"2026-08-15T00:00:11.000Z","probability":0.235},{"timestamp":"2026-08-15T06:00:11.000Z","probability":0.235},{"timestamp":"2026-08-15T12:00:11.000Z","probability":0.235},{"timestamp":"2026-08-15T18:00:10.000Z","probability":0.235},{"timestamp":"2026-08-16T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-16T06:00:10.000Z","probability":0.235},{"timestamp":"2026-08-16T12:00:10.000Z","probability":0.235},{"timestamp":"2026-08-16T18:00:11.000Z","probability":0.235},{"timestamp":"2026-08-17T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-17T06:00:11.000Z","probability":0.235},{"timestamp":"2026-08-17T12:00:12.000Z","probability":0.235},{"timestamp":"2026-08-17T18:00:14.000Z","probability":0.235},{"timestamp":"2026-08-18T00:00:23.000Z","probability":0.235},{"timestamp":"2026-08-18T06:00:11.000Z","probability":0.235},{"timestamp":"2026-08-18T12:00:12.000Z","probability":0.245},{"timestamp":"2026-08-18T18:00:12.000Z","probability":0.235},{"timestamp":"2026-08-19T00:00:13.000Z","probability":0.235},{"timestamp":"2026-08-19T06:00:15.000Z","probability":0.235},{"timestamp":"2026-08-19T12:00:11.000Z","probability":0.235},{"timestamp":"2026-08-19T18:00:12.000Z","probability":0.235},{"timestamp":"2026-08-20T00:00:15.000Z","probability":0.235},{"timestamp":"2026-08-20T06:00:16.000Z","probability":0.235},{"timestamp":"2026-08-20T12:00:09.000Z","probability":0.235},{"timestamp":"2026-08-20T18:00:18.000Z","probability":0.235},{"timestamp":"2026-08-21T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-21T06:00:12.000Z","probability":0.235},{"timestamp":"2026-08-21T12:00:12.000Z","probability":0.235},{"timestamp":"2026-08-21T18:00:09.000Z","probability":0.235},{"timestamp":"2026-08-22T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-22T06:00:14.000Z","probability":0.235},{"timestamp":"2026-08-22T12:00:12.000Z","probability":0.235},{"timestamp":"2026-08-22T18:00:13.000Z","probability":0.245},{"timestamp":"2026-08-23T00:00:11.000Z","probability":0.245},{"timestamp":"2026-08-23T06:00:12.000Z","probability":0.245},{"timestamp":"2026-08-23T12:00:12.000Z","probability":0.245},{"timestamp":"2026-08-23T18:00:11.000Z","probability":0.245},{"timestamp":"2026-08-24T00:00:14.000Z","probability":0.245},{"timestamp":"2026-08-24T06:00:11.000Z","probability":0.245},{"timestamp":"2026-08-24T12:00:12.000Z","probability":0.245},{"timestamp":"2026-08-24T18:00:12.000Z","probability":0.245},{"timestamp":"2026-08-25T00:00:12.000Z","probability":0.245},{"timestamp":"2026-08-25T06:00:16.000Z","probability":0.245},{"timestamp":"2026-08-25T12:00:12.000Z","probability":0.245},{"timestamp":"2026-08-25T18:00:13.000Z","probability":0.245},{"timestamp":"2026-08-26T00:00:12.000Z","probability":0.245},{"timestamp":"2026-08-26T06:00:13.000Z","probability":0.235},{"timestamp":"2026-08-26T12:00:11.000Z","probability":0.235},{"timestamp":"2026-08-26T18:00:13.000Z","probability":0.235},{"timestamp":"2026-08-27T00:00:14.000Z","probability":0.235},{"timestamp":"2026-08-27T06:00:13.000Z","probability":0.235},{"timestamp":"2026-08-27T12:00:28.000Z","probability":0.235},{"timestamp":"2026-08-27T18:00:13.000Z","probability":0.235},{"timestamp":"2026-08-28T00:00:12.000Z","probability":0.235},{"timestamp":"2026-08-28T06:00:25.000Z","probability":0.235},{"timestamp":"2026-08-28T12:00:09.000Z","probability":0.235},{"timestamp":"2026-08-28T18:00:12.000Z","probability":0.255},{"timestamp":"2026-08-29T00:00:13.000Z","probability":0.255},{"timestamp":"2026-08-29T06:00:12.000Z","probability":0.255},{"timestamp":"2026-08-29T12:00:13.000Z","probability":0.255},{"timestamp":"2026-08-29T18:00:14.000Z","probability":0.265},{"timestamp":"2026-08-30T00:00:12.000Z","probability":0.265},{"timestamp":"2026-08-30T06:00:09.000Z","probability":0.265},{"timestamp":"2026-08-30T12:00:12.000Z","probability":0.265},{"timestamp":"2026-08-30T18:00:11.000Z","probability":0.265},{"timestamp":"2026-08-31T00:00:15.000Z","probability":0.265},{"timestamp":"2026-08-31T06:00:14.000Z","probability":0.265},{"timestamp":"2026-08-31T12:00:12.000Z","probability":0.265},{"timestamp":"2026-08-31T18:00:13.000Z","probability":0.265},{"timestamp":"2026-09-01T00:00:23.000Z","probability":0.265},{"timestamp":"2026-09-01T06:00:14.000Z","probability":0.265},{"timestamp":"2026-09-01T12:00:13.000Z","probability":0.265},{"timestamp":"2026-09-01T18:00:12.000Z","probability":0.265},{"timestamp":"2026-09-02T00:00:12.000Z","probability":0.265},{"timestamp":"2026-09-02T06:00:12.000Z","probability":0.265},{"timestamp":"2026-09-02T10:55:11.000Z","probability":0.265}]},{"marketId":"2589811","label":"25bp 인하","points":[{"timestamp":"2026-08-02T12:00:09.000Z","probability":0.055},{"timestamp":"2026-08-02T18:00:09.000Z","probability":0.065},{"timestamp":"2026-08-03T00:00:09.000Z","probability":0.055},{"timestamp":"2026-08-03T06:00:12.000Z","probability":0.055},{"timestamp":"2026-08-03T12:00:08.000Z","probability":0.055},{"timestamp":"2026-08-03T18:00:08.000Z","probability":0.055},{"timestamp":"2026-08-04T00:00:10.000Z","probability":0.055},{"timestamp":"2026-08-04T06:00:25.000Z","probability":0.055},{"timestamp":"2026-08-04T12:00:08.000Z","probability":0.055},{"timestamp":"2026-08-04T18:00:07.000Z","probability":0.055},{"timestamp":"2026-08-05T00:00:11.000Z","probability":0.055},{"timestamp":"2026-08-05T06:00:20.000Z","probability":0.055},{"timestamp":"2026-08-05T12:00:10.000Z","probability":0.045},{"timestamp":"2026-08-05T18:00:22.000Z","probability":0.045},{"timestamp":"2026-08-06T00:00:09.000Z","probability":0.045},{"timestamp":"2026-08-06T06:00:07.000Z","probability":0.05},{"timestamp":"2026-08-06T12:00:13.000Z","probability":0.045},{"timestamp":"2026-08-06T18:00:08.000Z","probability":0.055},{"timestamp":"2026-08-07T00:00:10.000Z","probability":0.055},{"timestamp":"2026-08-07T06:00:08.000Z","probability":0.055},{"timestamp":"2026-08-07T12:00:12.000Z","probability":0.055},{"timestamp":"2026-08-07T18:00:10.000Z","probability":0.06},{"timestamp":"2026-08-08T00:00:12.000Z","probability":0.065},{"timestamp":"2026-08-08T06:00:09.000Z","probability":0.065},{"timestamp":"2026-08-08T12:00:36.000Z","probability":0.065},{"timestamp":"2026-08-08T18:00:13.000Z","probability":0.065},{"timestamp":"2026-08-09T00:00:23.000Z","probability":0.065},{"timestamp":"2026-08-09T06:00:19.000Z","probability":0.075},{"timestamp":"2026-08-09T12:00:11.000Z","probability":0.075},{"timestamp":"2026-08-09T18:00:22.000Z","probability":0.065},{"timestamp":"2026-08-10T00:00:15.000Z","probability":0.065},{"timestamp":"2026-08-10T06:00:08.000Z","probability":0.065},{"timestamp":"2026-08-10T12:00:10.000Z","probability":0.065},{"timestamp":"2026-08-10T18:00:10.000Z","probability":0.065},{"timestamp":"2026-08-11T00:00:20.000Z","probability":0.065},{"timestamp":"2026-08-11T06:00:12.000Z","probability":0.065},{"timestamp":"2026-08-11T12:00:08.000Z","probability":0.065},{"timestamp":"2026-08-11T18:00:10.000Z","probability":0.065},{"timestamp":"2026-08-12T00:00:12.000Z","probability":0.065},{"timestamp":"2026-08-12T06:00:09.000Z","probability":0.065},{"timestamp":"2026-08-12T12:00:16.000Z","probability":0.065},{"timestamp":"2026-08-12T18:00:15.000Z","probability":0.055},{"timestamp":"2026-08-13T00:00:16.000Z","probability":0.065},{"timestamp":"2026-08-13T06:00:11.000Z","probability":0.055},{"timestamp":"2026-08-13T12:00:15.000Z","probability":0.055},{"timestamp":"2026-08-13T18:00:20.000Z","probability":0.045},{"timestamp":"2026-08-14T00:00:15.000Z","probability":0.045},{"timestamp":"2026-08-14T06:00:14.000Z","probability":0.045},{"timestamp":"2026-08-14T12:00:18.000Z","probability":0.045},{"timestamp":"2026-08-14T18:00:15.000Z","probability":0.045},{"timestamp":"2026-08-15T00:00:14.000Z","probability":0.035},{"timestamp":"2026-08-15T06:00:12.000Z","probability":0.0375},{"timestamp":"2026-08-15T12:00:14.000Z","probability":0.0445},{"timestamp":"2026-08-15T18:00:12.000Z","probability":0.045},{"timestamp":"2026-08-16T00:00:15.000Z","probability":0.0425},{"timestamp":"2026-08-16T06:00:12.000Z","probability":0.0435},{"timestamp":"2026-08-16T12:00:15.000Z","probability":0.0405},{"timestamp":"2026-08-16T18:00:13.000Z","probability":0.0465},{"timestamp":"2026-08-17T00:00:16.000Z","probability":0.046},{"timestamp":"2026-08-17T06:00:12.000Z","probability":0.0465},{"timestamp":"2026-08-17T12:00:15.000Z","probability":0.0465},{"timestamp":"2026-08-17T18:00:15.000Z","probability":0.0455},{"timestamp":"2026-08-18T00:00:26.000Z","probability":0.0445},{"timestamp":"2026-08-18T06:00:13.000Z","probability":0.0485},{"timestamp":"2026-08-18T12:00:14.000Z","probability":0.0435},{"timestamp":"2026-08-18T18:00:13.000Z","probability":0.044},{"timestamp":"2026-08-19T00:00:16.000Z","probability":0.044},{"timestamp":"2026-08-19T06:00:17.000Z","probability":0.044},{"timestamp":"2026-08-19T12:00:14.000Z","probability":0.0435},{"timestamp":"2026-08-19T18:00:13.000Z","probability":0.0425},{"timestamp":"2026-08-20T00:00:19.000Z","probability":0.0415},{"timestamp":"2026-08-20T06:00:17.000Z","probability":0.0415},{"timestamp":"2026-08-20T12:00:13.000Z","probability":0.0385},{"timestamp":"2026-08-20T18:00:20.000Z","probability":0.0395},{"timestamp":"2026-08-21T00:00:16.000Z","probability":0.0395},{"timestamp":"2026-08-21T06:00:13.000Z","probability":0.0395},{"timestamp":"2026-08-21T12:00:16.000Z","probability":0.0405},{"timestamp":"2026-08-21T18:00:10.000Z","probability":0.0415},{"timestamp":"2026-08-22T00:00:15.000Z","probability":0.0415},{"timestamp":"2026-08-22T06:00:15.000Z","probability":0.0415},{"timestamp":"2026-08-22T12:00:16.000Z","probability":0.0415},{"timestamp":"2026-08-22T18:00:15.000Z","probability":0.045},{"timestamp":"2026-08-23T00:00:14.000Z","probability":0.045},{"timestamp":"2026-08-23T06:00:14.000Z","probability":0.045},{"timestamp":"2026-08-23T12:00:16.000Z","probability":0.0445},{"timestamp":"2026-08-23T18:00:13.000Z","probability":0.0445},{"timestamp":"2026-08-24T00:00:17.000Z","probability":0.0445},{"timestamp":"2026-08-24T06:00:12.000Z","probability":0.0445},{"timestamp":"2026-08-24T12:00:14.000Z","probability":0.0425},{"timestamp":"2026-08-24T18:00:13.000Z","probability":0.043},{"timestamp":"2026-08-25T00:00:15.000Z","probability":0.0425},{"timestamp":"2026-08-25T06:00:18.000Z","probability":0.0425},{"timestamp":"2026-08-25T12:00:16.000Z","probability":0.044},{"timestamp":"2026-08-25T18:00:15.000Z","probability":0.0425},{"timestamp":"2026-08-26T00:00:16.000Z","probability":0.0425},{"timestamp":"2026-08-26T06:00:15.000Z","probability":0.0425},{"timestamp":"2026-08-26T12:00:16.000Z","probability":0.0415},{"timestamp":"2026-08-26T18:00:14.000Z","probability":0.0415},{"timestamp":"2026-08-27T00:00:17.000Z","probability":0.0415},{"timestamp":"2026-08-27T06:00:14.000Z","probability":0.039},{"timestamp":"2026-08-27T12:00:31.000Z","probability":0.043},{"timestamp":"2026-08-27T18:00:15.000Z","probability":0.0425},{"timestamp":"2026-08-28T00:00:16.000Z","probability":0.0365},{"timestamp":"2026-08-28T06:00:27.000Z","probability":0.0375},{"timestamp":"2026-08-28T12:00:13.000Z","probability":0.0355},{"timestamp":"2026-08-28T18:00:15.000Z","probability":0.0355},{"timestamp":"2026-08-29T00:00:17.000Z","probability":0.0365},{"timestamp":"2026-08-29T06:00:14.000Z","probability":0.034},{"timestamp":"2026-08-29T12:00:16.000Z","probability":0.0345},{"timestamp":"2026-08-29T18:00:15.000Z","probability":0.033},{"timestamp":"2026-08-30T00:00:16.000Z","probability":0.0325},{"timestamp":"2026-08-30T06:00:10.000Z","probability":0.034},{"timestamp":"2026-08-30T12:00:15.000Z","probability":0.0345},{"timestamp":"2026-08-30T18:00:12.000Z","probability":0.0355},{"timestamp":"2026-08-31T00:00:17.000Z","probability":0.0355},{"timestamp":"2026-08-31T06:00:15.000Z","probability":0.0355},{"timestamp":"2026-08-31T12:00:16.000Z","probability":0.0345},{"timestamp":"2026-08-31T18:00:14.000Z","probability":0.0335},{"timestamp":"2026-09-01T00:00:27.000Z","probability":0.0335},{"timestamp":"2026-09-01T06:00:16.000Z","probability":0.035},{"timestamp":"2026-09-01T12:00:17.000Z","probability":0.033},{"timestamp":"2026-09-01T18:00:14.000Z","probability":0.0315},{"timestamp":"2026-09-02T00:00:15.000Z","probability":0.0335},{"timestamp":"2026-09-02T06:00:13.000Z","probability":0.0335},{"timestamp":"2026-09-02T10:55:12.000Z","probability":0.0335}]},{"marketId":"2589810","label":"50bp 이상 인하","points":[{"timestamp":"2026-08-02T12:00:12.000Z","probability":0.0185},{"timestamp":"2026-08-02T18:00:12.000Z","probability":0.0185},{"timestamp":"2026-08-03T00:00:11.000Z","probability":0.0185},{"timestamp":"2026-08-03T06:00:14.000Z","probability":0.0185},{"timestamp":"2026-08-03T12:00:11.000Z","probability":0.015},{"timestamp":"2026-08-03T18:00:10.000Z","probability":0.015},{"timestamp":"2026-08-04T00:00:13.000Z","probability":0.015},{"timestamp":"2026-08-04T06:00:28.000Z","probability":0.015},{"timestamp":"2026-08-04T12:00:11.000Z","probability":0.015},{"timestamp":"2026-08-04T18:00:10.000Z","probability":0.015},{"timestamp":"2026-08-05T00:00:14.000Z","probability":0.015},{"timestamp":"2026-08-05T06:00:22.000Z","probability":0.0145},{"timestamp":"2026-08-05T12:00:13.000Z","probability":0.0145},{"timestamp":"2026-08-05T18:00:24.000Z","probability":0.0135},{"timestamp":"2026-08-06T00:00:13.000Z","probability":0.0135},{"timestamp":"2026-08-06T06:00:10.000Z","probability":0.0135},{"timestamp":"2026-08-06T12:00:18.000Z","probability":0.0125},{"timestamp":"2026-08-06T18:00:11.000Z","probability":0.0125},{"timestamp":"2026-08-07T00:00:13.000Z","probability":0.0125},{"timestamp":"2026-08-07T06:00:10.000Z","probability":0.0125},{"timestamp":"2026-08-07T12:00:15.000Z","probability":0.0125},{"timestamp":"2026-08-07T18:00:12.000Z","probability":0.016},{"timestamp":"2026-08-08T00:00:17.000Z","probability":0.0145},{"timestamp":"2026-08-08T06:00:12.000Z","probability":0.0145},{"timestamp":"2026-08-08T12:00:41.000Z","probability":0.0145},{"timestamp":"2026-08-08T18:00:15.000Z","probability":0.016},{"timestamp":"2026-08-09T00:00:27.000Z","probability":0.016},{"timestamp":"2026-08-09T06:00:21.000Z","probability":0.016},{"timestamp":"2026-08-09T12:00:15.000Z","probability":0.016},{"timestamp":"2026-08-09T18:00:24.000Z","probability":0.016},{"timestamp":"2026-08-10T00:00:19.000Z","probability":0.016},{"timestamp":"2026-08-10T06:00:10.000Z","probability":0.016},{"timestamp":"2026-08-10T12:00:13.000Z","probability":0.0155},{"timestamp":"2026-08-10T18:00:12.000Z","probability":0.0155},{"timestamp":"2026-08-11T00:00:23.000Z","probability":0.019},{"timestamp":"2026-08-11T06:00:14.000Z","probability":0.019},{"timestamp":"2026-08-11T12:00:10.000Z","probability":0.019},{"timestamp":"2026-08-11T18:00:12.000Z","probability":0.019},{"timestamp":"2026-08-12T00:00:14.000Z","probability":0.019},{"timestamp":"2026-08-12T06:00:11.000Z","probability":0.019},{"timestamp":"2026-08-12T12:00:22.000Z","probability":0.0205},{"timestamp":"2026-08-12T18:00:18.000Z","probability":0.0185},{"timestamp":"2026-08-13T00:00:20.000Z","probability":0.0185},{"timestamp":"2026-08-13T06:00:14.000Z","probability":0.018},{"timestamp":"2026-08-13T12:00:19.000Z","probability":0.0175},{"timestamp":"2026-08-13T18:00:22.000Z","probability":0.0135},{"timestamp":"2026-08-14T00:00:20.000Z","probability":0.0135},{"timestamp":"2026-08-14T06:00:18.000Z","probability":0.0135},{"timestamp":"2026-08-14T12:00:24.000Z","probability":0.0155},{"timestamp":"2026-08-14T18:00:18.000Z","probability":0.017},{"timestamp":"2026-08-15T00:00:18.000Z","probability":0.016},{"timestamp":"2026-08-15T06:00:14.000Z","probability":0.0155},{"timestamp":"2026-08-15T12:00:19.000Z","probability":0.016},{"timestamp":"2026-08-15T18:00:15.000Z","probability":0.016},{"timestamp":"2026-08-16T00:00:20.000Z","probability":0.0155},{"timestamp":"2026-08-16T06:00:15.000Z","probability":0.0155},{"timestamp":"2026-08-16T12:00:21.000Z","probability":0.0155},{"timestamp":"2026-08-16T18:00:18.000Z","probability":0.0155},{"timestamp":"2026-08-17T00:00:21.000Z","probability":0.015},{"timestamp":"2026-08-17T06:00:16.000Z","probability":0.015},{"timestamp":"2026-08-17T12:00:20.000Z","probability":0.015},{"timestamp":"2026-08-17T18:00:18.000Z","probability":0.015},{"timestamp":"2026-08-18T00:00:32.000Z","probability":0.0145},{"timestamp":"2026-08-18T06:00:17.000Z","probability":0.0145},{"timestamp":"2026-08-18T12:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-18T18:00:17.000Z","probability":0.0105},{"timestamp":"2026-08-19T00:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-19T06:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-19T12:00:20.000Z","probability":0.0105},{"timestamp":"2026-08-19T18:00:16.000Z","probability":0.0105},{"timestamp":"2026-08-20T00:00:24.000Z","probability":0.0105},{"timestamp":"2026-08-20T06:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-20T12:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-20T18:00:24.000Z","probability":0.011},{"timestamp":"2026-08-21T00:00:22.000Z","probability":0.011},{"timestamp":"2026-08-21T06:00:17.000Z","probability":0.011},{"timestamp":"2026-08-21T12:00:22.000Z","probability":0.0105},{"timestamp":"2026-08-21T18:00:13.000Z","probability":0.0105},{"timestamp":"2026-08-22T00:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-22T06:00:18.000Z","probability":0.0105},{"timestamp":"2026-08-22T12:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-22T18:00:20.000Z","probability":0.012},{"timestamp":"2026-08-23T00:00:19.000Z","probability":0.0115},{"timestamp":"2026-08-23T06:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-23T12:00:22.000Z","probability":0.0115},{"timestamp":"2026-08-23T18:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-24T00:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-24T06:00:16.000Z","probability":0.0115},{"timestamp":"2026-08-24T12:00:20.000Z","probability":0.0115},{"timestamp":"2026-08-24T18:00:17.000Z","probability":0.0125},{"timestamp":"2026-08-25T00:00:21.000Z","probability":0.0125},{"timestamp":"2026-08-25T06:00:23.000Z","probability":0.0125},{"timestamp":"2026-08-25T12:00:22.000Z","probability":0.0125},{"timestamp":"2026-08-25T18:00:20.000Z","probability":0.0125},{"timestamp":"2026-08-26T00:00:22.000Z","probability":0.0125},{"timestamp":"2026-08-26T06:00:19.000Z","probability":0.0125},{"timestamp":"2026-08-26T12:00:23.000Z","probability":0.012},{"timestamp":"2026-08-26T18:00:19.000Z","probability":0.012},{"timestamp":"2026-08-27T00:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.013},{"timestamp":"2026-08-27T12:00:37.000Z","probability":0.013},{"timestamp":"2026-08-27T18:00:19.000Z","probability":0.0135},{"timestamp":"2026-08-28T00:00:23.000Z","probability":0.0135},{"timestamp":"2026-08-28T06:00:32.000Z","probability":0.0135},{"timestamp":"2026-08-28T12:00:21.000Z","probability":0.0135},{"timestamp":"2026-08-28T18:00:21.000Z","probability":0.012},{"timestamp":"2026-08-29T00:00:23.000Z","probability":0.012},{"timestamp":"2026-08-29T06:00:18.000Z","probability":0.0115},{"timestamp":"2026-08-29T12:00:22.000Z","probability":0.0115},{"timestamp":"2026-08-29T18:00:18.000Z","probability":0.015},{"timestamp":"2026-08-30T00:00:22.000Z","probability":0.015},{"timestamp":"2026-08-30T06:00:13.000Z","probability":0.011},{"timestamp":"2026-08-30T12:00:22.000Z","probability":0.0105},{"timestamp":"2026-08-30T18:00:16.000Z","probability":0.0105},{"timestamp":"2026-08-31T00:00:21.000Z","probability":0.011},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.011},{"timestamp":"2026-08-31T12:00:23.000Z","probability":0.011},{"timestamp":"2026-08-31T18:00:18.000Z","probability":0.011},{"timestamp":"2026-09-01T00:00:33.000Z","probability":0.0105},{"timestamp":"2026-09-01T06:00:19.000Z","probability":0.0095},{"timestamp":"2026-09-01T12:00:24.000Z","probability":0.0095},{"timestamp":"2026-09-01T18:00:18.000Z","probability":0.0095},{"timestamp":"2026-09-02T00:00:21.000Z","probability":0.0095},{"timestamp":"2026-09-02T06:00:16.000Z","probability":0.0095},{"timestamp":"2026-09-02T10:55:15.000Z","probability":0.0095}]},{"marketId":"2589814","label":"50bp 이상 인상","points":[{"timestamp":"2026-08-02T12:00:12.000Z","probability":0.0135},{"timestamp":"2026-08-02T18:00:12.000Z","probability":0.0255},{"timestamp":"2026-08-03T00:00:11.000Z","probability":0.025},{"timestamp":"2026-08-03T06:00:14.000Z","probability":0.025},{"timestamp":"2026-08-03T12:00:11.000Z","probability":0.025},{"timestamp":"2026-08-03T18:00:10.000Z","probability":0.025},{"timestamp":"2026-08-04T00:00:13.000Z","probability":0.025},{"timestamp":"2026-08-04T06:00:28.000Z","probability":0.025},{"timestamp":"2026-08-04T12:00:11.000Z","probability":0.025},{"timestamp":"2026-08-04T18:00:10.000Z","probability":0.0255},{"timestamp":"2026-08-05T00:00:14.000Z","probability":0.0255},{"timestamp":"2026-08-05T06:00:22.000Z","probability":0.025},{"timestamp":"2026-08-05T12:00:14.000Z","probability":0.025},{"timestamp":"2026-08-05T18:00:25.000Z","probability":0.025},{"timestamp":"2026-08-06T00:00:13.000Z","probability":0.0245},{"timestamp":"2026-08-06T06:00:11.000Z","probability":0.0245},{"timestamp":"2026-08-06T12:00:19.000Z","probability":0.0245},{"timestamp":"2026-08-06T18:00:11.000Z","probability":0.025},{"timestamp":"2026-08-07T00:00:13.000Z","probability":0.025},{"timestamp":"2026-08-07T06:00:10.000Z","probability":0.025},{"timestamp":"2026-08-07T12:00:15.000Z","probability":0.026},{"timestamp":"2026-08-07T18:00:13.000Z","probability":0.0215},{"timestamp":"2026-08-08T00:00:17.000Z","probability":0.0215},{"timestamp":"2026-08-08T06:00:12.000Z","probability":0.0215},{"timestamp":"2026-08-08T12:00:41.000Z","probability":0.0215},{"timestamp":"2026-08-08T18:00:15.000Z","probability":0.0215},{"timestamp":"2026-08-09T00:00:27.000Z","probability":0.0215},{"timestamp":"2026-08-09T06:00:21.000Z","probability":0.0215},{"timestamp":"2026-08-09T12:00:15.000Z","probability":0.0215},{"timestamp":"2026-08-09T18:00:24.000Z","probability":0.0215},{"timestamp":"2026-08-10T00:00:19.000Z","probability":0.0215},{"timestamp":"2026-08-10T06:00:10.000Z","probability":0.0215},{"timestamp":"2026-08-10T12:00:14.000Z","probability":0.0215},{"timestamp":"2026-08-10T18:00:13.000Z","probability":0.0215},{"timestamp":"2026-08-11T00:00:23.000Z","probability":0.0215},{"timestamp":"2026-08-11T06:00:14.000Z","probability":0.0215},{"timestamp":"2026-08-11T12:00:11.000Z","probability":0.0205},{"timestamp":"2026-08-11T18:00:12.000Z","probability":0.0205},{"timestamp":"2026-08-12T00:00:15.000Z","probability":0.0205},{"timestamp":"2026-08-12T06:00:12.000Z","probability":0.0205},{"timestamp":"2026-08-12T12:00:23.000Z","probability":0.0205},{"timestamp":"2026-08-12T18:00:18.000Z","probability":0.0205},{"timestamp":"2026-08-13T00:00:20.000Z","probability":0.0205},{"timestamp":"2026-08-13T06:00:14.000Z","probability":0.0205},{"timestamp":"2026-08-13T12:00:20.000Z","probability":0.0205},{"timestamp":"2026-08-13T18:00:23.000Z","probability":0.01},{"timestamp":"2026-08-14T00:00:20.000Z","probability":0.01},{"timestamp":"2026-08-14T06:00:18.000Z","probability":0.01},{"timestamp":"2026-08-14T12:00:24.000Z","probability":0.0115},{"timestamp":"2026-08-14T18:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-15T00:00:18.000Z","probability":0.011},{"timestamp":"2026-08-15T06:00:14.000Z","probability":0.011},{"timestamp":"2026-08-15T12:00:20.000Z","probability":0.0095},{"timestamp":"2026-08-15T18:00:15.000Z","probability":0.0095},{"timestamp":"2026-08-16T00:00:20.000Z","probability":0.0095},{"timestamp":"2026-08-16T06:00:15.000Z","probability":0.0095},{"timestamp":"2026-08-16T12:00:21.000Z","probability":0.0095},{"timestamp":"2026-08-16T18:00:19.000Z","probability":0.0095},{"timestamp":"2026-08-17T00:00:22.000Z","probability":0.0095},{"timestamp":"2026-08-17T06:00:16.000Z","probability":0.0095},{"timestamp":"2026-08-17T12:00:20.000Z","probability":0.0095},{"timestamp":"2026-08-17T18:00:18.000Z","probability":0.0095},{"timestamp":"2026-08-18T00:00:32.000Z","probability":0.0095},{"timestamp":"2026-08-18T06:00:17.000Z","probability":0.0095},{"timestamp":"2026-08-18T12:00:20.000Z","probability":0.0095},{"timestamp":"2026-08-18T18:00:17.000Z","probability":0.0085},{"timestamp":"2026-08-19T00:00:22.000Z","probability":0.0085},{"timestamp":"2026-08-19T06:00:20.000Z","probability":0.0085},{"timestamp":"2026-08-19T12:00:20.000Z","probability":0.0075},{"timestamp":"2026-08-19T18:00:17.000Z","probability":0.0075},{"timestamp":"2026-08-20T00:00:25.000Z","probability":0.0065},{"timestamp":"2026-08-20T06:00:21.000Z","probability":0.0065},{"timestamp":"2026-08-20T12:00:20.000Z","probability":0.0065},{"timestamp":"2026-08-20T18:00:24.000Z","probability":0.0065},{"timestamp":"2026-08-21T00:00:22.000Z","probability":0.0065},{"timestamp":"2026-08-21T06:00:17.000Z","probability":0.0065},{"timestamp":"2026-08-21T12:00:23.000Z","probability":0.0065},{"timestamp":"2026-08-21T18:00:14.000Z","probability":0.0065},{"timestamp":"2026-08-22T00:00:22.000Z","probability":0.0065},{"timestamp":"2026-08-22T06:00:19.000Z","probability":0.0065},{"timestamp":"2026-08-22T12:00:24.000Z","probability":0.0065},{"timestamp":"2026-08-22T18:00:20.000Z","probability":0.0075},{"timestamp":"2026-08-23T00:00:19.000Z","probability":0.0075},{"timestamp":"2026-08-23T06:00:17.000Z","probability":0.0075},{"timestamp":"2026-08-23T12:00:23.000Z","probability":0.0075},{"timestamp":"2026-08-23T18:00:16.000Z","probability":0.0075},{"timestamp":"2026-08-24T00:00:23.000Z","probability":0.009},{"timestamp":"2026-08-24T06:00:16.000Z","probability":0.01},{"timestamp":"2026-08-24T12:00:21.000Z","probability":0.0095},{"timestamp":"2026-08-24T18:00:17.000Z","probability":0.0105},{"timestamp":"2026-08-25T00:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-25T06:00:23.000Z","probability":0.0105},{"timestamp":"2026-08-25T12:00:23.000Z","probability":0.0105},{"timestamp":"2026-08-25T18:00:21.000Z","probability":0.012},{"timestamp":"2026-08-26T00:00:23.000Z","probability":0.0115},{"timestamp":"2026-08-26T06:00:20.000Z","probability":0.0135},{"timestamp":"2026-08-26T12:00:24.000Z","probability":0.0125},{"timestamp":"2026-08-26T18:00:19.000Z","probability":0.012},{"timestamp":"2026-08-27T00:00:23.000Z","probability":0.012},{"timestamp":"2026-08-27T06:00:17.000Z","probability":0.0115},{"timestamp":"2026-08-27T12:00:38.000Z","probability":0.011},{"timestamp":"2026-08-27T18:00:19.000Z","probability":0.0105},{"timestamp":"2026-08-28T00:00:23.000Z","probability":0.0105},{"timestamp":"2026-08-28T06:00:32.000Z","probability":0.0105},{"timestamp":"2026-08-28T12:00:22.000Z","probability":0.0105},{"timestamp":"2026-08-28T18:00:21.000Z","probability":0.0105},{"timestamp":"2026-08-29T00:00:24.000Z","probability":0.0095},{"timestamp":"2026-08-29T06:00:18.000Z","probability":0.0095},{"timestamp":"2026-08-29T12:00:23.000Z","probability":0.0085},{"timestamp":"2026-08-29T18:00:19.000Z","probability":0.008},{"timestamp":"2026-08-30T00:00:23.000Z","probability":0.008},{"timestamp":"2026-08-30T06:00:14.000Z","probability":0.0075},{"timestamp":"2026-08-30T12:00:23.000Z","probability":0.0075},{"timestamp":"2026-08-30T18:00:17.000Z","probability":0.0075},{"timestamp":"2026-08-31T00:00:22.000Z","probability":0.0075},{"timestamp":"2026-08-31T06:00:17.000Z","probability":0.0075},{"timestamp":"2026-08-31T12:00:24.000Z","probability":0.0075},{"timestamp":"2026-08-31T18:00:18.000Z","probability":0.0075},{"timestamp":"2026-09-01T00:00:34.000Z","probability":0.0075},{"timestamp":"2026-09-01T06:00:20.000Z","probability":0.0075},{"timestamp":"2026-09-01T12:00:24.000Z","probability":0.0075},{"timestamp":"2026-09-01T18:00:19.000Z","probability":0.0075},{"timestamp":"2026-09-02T00:00:22.000Z","probability":0.0075},{"timestamp":"2026-09-02T06:00:16.000Z","probability":0.0075},{"timestamp":"2026-09-02T10:55:16.000Z","probability":0.0075}]}]}}