{
 "slug": "who-will-be-1st-in-the-ufc-pound-for-pound-rankings-at-the-end-of-2026",
 "title": "Who will be UFC Pound-For-Pound #1 at the end of 2026?",
 "url": "https://polymarkettrader.com/odds/who-will-be-1st-in-the-ufc-pound-for-pound-rankings-at-the-end-of-2026/",
 "polymarket_url": "https://polymarket.com/event/who-will-be-1st-in-the-ufc-pound-for-pound-rankings-at-the-end-of-2026",
 "category": "sports",
 "closed": false,
 "updated": "2026-10-06T12:50:00+00:00",
 "end_date": "2026-12-31T00:00:00+00:00",
 "volume": 690117.33,
 "volume_24h": 234.49,
 "liquidity": 11877.92,
 "outcomes": [
  {
   "name": "Islam Makhachev",
   "probability": 0.895,
   "change_24h": -0.05,
   "volume": 3056.99,
   "closed": false
  },
  {
   "name": "Alex Pereira",
   "probability": 0.0115,
   "change_24h": null,
   "volume": 1103.41,
   "closed": false
  },
  {
   "name": "Ilia Topuria",
   "probability": 0.0095,
   "change_24h": null,
   "volume": 142421.04,
   "closed": false
  },
  {
   "name": "Alexandre Pantoja",
   "probability": 0.007,
   "change_24h": 0.0025,
   "volume": 143826.7,
   "closed": false
  },
  {
   "name": "Alexander Volkanovski",
   "probability": 0.007,
   "change_24h": null,
   "volume": 135322.96,
   "closed": false
  },
  {
   "name": "Petr Yan",
   "probability": 0.007,
   "change_24h": null,
   "volume": 1508.36,
   "closed": false
  },
  {
   "name": "Khamzat Chimaev",
   "probability": 0.0065,
   "change_24h": null,
   "volume": 134916.64,
   "closed": false
  },
  {
   "name": "Magomed Ankalaev",
   "probability": 0.006,
   "change_24h": 0.001,
   "volume": 118537.73,
   "closed": false
  },
  {
   "name": "Max Holloway",
   "probability": 0.0045,
   "change_24h": null,
   "volume": 1130.93,
   "closed": false
  },
  {
   "name": "Dricus Du Plessis",
   "probability": 0.0045,
   "change_24h": null,
   "volume": 1040.56,
   "closed": false
  },
  {
   "name": "Merab Dvalishvili",
   "probability": 0.004,
   "change_24h": null,
   "volume": 1024.48,
   "closed": false
  },
  {
   "name": "Joshua Van",
   "probability": 0.003,
   "change_24h": -0.0005,
   "volume": 1364.52,
   "closed": false
  },
  {
   "name": "Tom Aspinall",
   "probability": 0.0025,
   "change_24h": null,
   "volume": 1329.23,
   "closed": false
  },
  {
   "name": "Jack Della Maddalena",
   "probability": 0.0015,
   "change_24h": null,
   "volume": 2200.77,
   "closed": false
  },
  {
   "name": "Arman Tsarukyan",
   "probability": 0.0005,
   "change_24h": null,
   "volume": 1333.0,
   "closed": false
  }
 ],
 "history": {
  "Islam Makhachev": [
   [
    1788739231,
    0.915
   ],
   [
    1788782417,
    0.915
   ],
   [
    1788825615,
    0.915
   ],
   [
    1788868817,
    0.915
   ],
   [
    1788912022,
    0.92
   ],
   [
    1788955219,
    0.915
   ],
   [
    1788998417,
    0.92
   ],
   [
    1789041617,
    0.915
   ],
   [
    1789084818,
    0.915
   ],
   [
    1789128020,
    0.915
   ],
   [
    1789171218,
    0.915
   ],
   [
    1789214419,
    0.91
   ],
   [
    1789257617,
    0.9
   ],
   [
    1789300821,
    0.9
   ],
   [
    1789344015,
    0.895
   ],
   [
    1789387214,
    0.905
   ],
   [
    1789430414,
    0.895
   ],
   [
    1789473614,
    0.895
   ],
   [
    1789516815,
    0.905
   ],
   [
    1789560020,
    0.9
   ],
   [
    1789603216,
    0.905
   ],
   [
    1789646416,
    0.905
   ],
   [
    1789689619,
    0.9
   ],
   [
    1789732819,
    0.9
   ],
   [
    1789776019,
    0.91
   ],
   [
    1789819219,
    0.905
   ],
   [
    1789862419,
    0.895
   ],
   [
    1789905616,
    0.895
   ],
   [
    1789948816,
    0.895
   ],
   [
    1789992012,
    0.895
   ],
   [
    1790035216,
    0.895
   ],
   [
    1790078416,
    0.895
   ],
   [
    1790121617,
    0.895
   ],
   [
    1790164822,
    0.895
   ],
   [
    1790208028,
    0.895
   ],
   [
    1790251218,
    0.895
   ],
   [
    1790294420,
    0.895
   ],
   [
    1790337617,
    0.89
   ],
   [
    1790380817,
    0.885
   ],
   [
    1790424016,
    0.885
   ],
   [
    1790467216,
    0.885
   ],
   [
    1790510416,
    0.885
   ],
   [
    1790553631,
    0.885
   ],
   [
    1790596816,
    0.885
   ],
   [
    1790640017,
    0.91
   ],
   [
    1790683219,
    0.91
   ],
   [
    1790726419,
    0.915
   ],
   [
    1790769618,
    0.95
   ],
   [
    1790812820,
    0.955
   ],
   [
    1790856018,
    0.945
   ],
   [
    1790899218,
    0.945
   ],
   [
    1790942418,
    0.955
   ],
   [
    1790985621,
    0.945
   ],
   [
    1791028818,
    0.945
   ],
   [
    1791072018,
    0.945
   ],
   [
    1791115220,
    0.945
   ],
   [
    1791158421,
    0.945
   ],
   [
    1791201620,
    0.945
   ],
   [
    1791244820,
    0.935
   ],
   [
    1791288023,
    0.895
   ],
   [
    1791292159,
    0.895
   ]
  ],
  "Alex Pereira": [
   [
    1788739231,
    0.015
   ],
   [
    1788782417,
    0.015
   ],
   [
    1788825615,
    0.015
   ],
   [
    1788868817,
    0.015
   ],
   [
    1788912022,
    0.015
   ],
   [
    1788955219,
    0.015
   ],
   [
    1788998417,
    0.015
   ],
   [
    1789041617,
    0.015
   ],
   [
    1789084818,
    0.015
   ],
   [
    1789128019,
    0.015
   ],
   [
    1789171218,
    0.015
   ],
   [
    1789214419,
    0.015
   ],
   [
    1789257617,
    0.015
   ],
   [
    1789300820,
    0.015
   ],
   [
    1789344015,
    0.015
   ],
   [
    1789387214,
    0.015
   ],
   [
    1789430414,
    0.015
   ],
   [
    1789473614,
    0.015
   ],
   [
    1789516815,
    0.015
   ],
   [
    1789560020,
    0.015
   ],
   [
    1789603216,
    0.015
   ],
   [
    1789646415,
    0.015
   ],
   [
    1789689619,
    0.015
   ],
   [
    1789732819,
    0.015
   ],
   [
    1789776019,
    0.015
   ],
   [
    1789819219,
    0.0155
   ],
   [
    1789862419,
    0.017
   ],
   [
    1789905616,
    0.017
   ],
   [
    1789948816,
    0.015
   ],
   [
    1789992012,
    0.015
   ],
   [
    1790035216,
    0.015
   ],
   [
    1790078416,
    0.015
   ],
   [
    1790121617,
    0.015
   ],
   [
    1790164821,
    0.015
   ],
   [
    1790208028,
    0.015
   ],
   [
    1790251217,
    0.015
   ],
   [
    1790294420,
    0.015
   ],
   [
    1790337616,
    0.015
   ],
   [
    1790380817,
    0.015
   ],
   [
    1790424016,
    0.015
   ],
   [
    1790467216,
    0.015
   ],
   [
    1790510415,
    0.015
   ],
   [
    1790553630,
    0.015
   ],
   [
    1790596816,
    0.015
   ],
   [
    1790640017,
    0.0135
   ],
   [
    1790683219,
    0.0135
   ],
   [
    1790726419,
    0.015
   ],
   [
    1790769618,
    0.015
   ],
   [
    1790812820,
    0.0105
   ],
   [
    1790856018,
    0.0115
   ],
   [
    1790899218,
    0.0115
   ],
   [
    1790942418,
    0.0095
   ],
   [
    1790985621,
    0.011
   ],
   [
    1791028818,
    0.0115
   ],
   [
    1791072018,
    0.0115
   ],
   [
    1791115220,
    0.0115
   ],
   [
    1791158421,
    0.0115
   ],
   [
    1791201620,
    0.0115
   ],
   [
    1791244820,
    0.0115
   ],
   [
    1791288023,
    0.0115
   ],
   [
    1791292159,
    0.0115
   ]
  ],
  "Ilia Topuria": [
   [
    1788739230,
    0.0095
   ],
   [
    1788782416,
    0.0095
   ],
   [
    1788825614,
    0.0095
   ],
   [
    1788868817,
    0.0095
   ],
   [
    1788912021,
    0.0095
   ],
   [
    1788955218,
    0.0095
   ],
   [
    1788998416,
    0.0095
   ],
   [
    1789041616,
    0.0095
   ],
   [
    1789084817,
    0.0095
   ],
   [
    1789128018,
    0.0095
   ],
   [
    1789171217,
    0.0095
   ],
   [
    1789214418,
    0.0095
   ],
   [
    1789257616,
    0.0095
   ],
   [
    1789300820,
    0.0095
   ],
   [
    1789344014,
    0.0095
   ],
   [
    1789387213,
    0.0095
   ],
   [
    1789430413,
    0.0095
   ],
   [
    1789473614,
    0.0095
   ],
   [
    1789516815,
    0.0095
   ],
   [
    1789560018,
    0.0095
   ],
   [
    1789603215,
    0.0095
   ],
   [
    1789646415,
    0.0095
   ],
   [
    1789689618,
    0.0095
   ],
   [
    1789732818,
    0.0095
   ],
   [
    1789776018,
    0.0095
   ],
   [
    1789819218,
    0.0095
   ],
   [
    1789862418,
    0.01
   ],
   [
    1789905615,
    0.0095
   ],
   [
    1789948814,
    0.0095
   ],
   [
    1789992011,
    0.0095
   ],
   [
    1790035215,
    0.0095
   ],
   [
    1790078415,
    0.01
   ],
   [
    1790121616,
    0.01
   ],
   [
    1790164819,
    0.01
   ],
   [
    1790208027,
    0.01
   ],
   [
    1790251216,
    0.01
   ],
   [
    1790294419,
    0.01
   ],
   [
    1790337616,
    0.01
   ],
   [
    1790380816,
    0.01
   ],
   [
    1790424015,
    0.01
   ],
   [
    1790467215,
    0.01
   ],
   [
    1790510415,
    0.01
   ],
   [
    1790553630,
    0.01
   ],
   [
    1790596815,
    0.01
   ],
   [
    1790640016,
    0.009
   ],
   [
    1790683218,
    0.009
   ],
   [
    1790726418,
    0.009
   ],
   [
    1790769617,
    0.009
   ],
   [
    1790812819,
    0.009
   ],
   [
    1790856017,
    0.009
   ],
   [
    1790899217,
    0.009
   ],
   [
    1790942417,
    0.009
   ],
   [
    1790985620,
    0.009
   ],
   [
    1791028817,
    0.009
   ],
   [
    1791072017,
    0.0095
   ],
   [
    1791115218,
    0.0095
   ],
   [
    1791158420,
    0.0095
   ],
   [
    1791201619,
    0.0095
   ],
   [
    1791244819,
    0.0095
   ],
   [
    1791288022,
    0.0095
   ],
   [
    1791292158,
    0.0095
   ]
  ]
 },
 "license": "CC BY 4.0",
 "license_url": "https://creativecommons.org/licenses/by/4.0/",
 "attribution": {
  "required": true,
  "text": "Odds data: PolymarketTrader.com",
  "url": "https://polymarkettrader.com/odds/who-will-be-1st-in-the-ufc-pound-for-pound-rankings-at-the-end-of-2026/",
  "html": "<a href=\"https://polymarkettrader.com/odds/who-will-be-1st-in-the-ufc-pound-for-pound-rankings-at-the-end-of-2026/\">Odds data: PolymarketTrader.com</a>"
 },
 "source": "Polymarket public Gamma and CLOB APIs; not affiliated with Polymarket."
}