{
 "slug": "will-ukraine-re-enter-huliaipole",
 "title": "Will Ukraine re-enter Huliaipole?",
 "url": "https://polymarkettrader.com/odds/will-ukraine-re-enter-huliaipole/",
 "polymarket_url": "https://polymarket.com/event/will-ukraine-re-enter-huliaipole-byptptpt-20260805160946468",
 "category": "geopolitics",
 "closed": false,
 "updated": "2026-10-06T12:50:00+00:00",
 "end_date": "2027-01-01T04:59:00+00:00",
 "volume": 37980.05,
 "volume_24h": 0.0,
 "liquidity": 4919.35,
 "outcomes": [
  {
   "name": "By December 31",
   "probability": 0.095,
   "change_24h": -0.01,
   "volume": 14432.02,
   "closed": false
  },
  {
   "name": "By October 31",
   "probability": 0.034,
   "change_24h": -0.0005,
   "volume": 23548.03,
   "closed": false
  }
 ],
 "history": {
  "By December 31": [
   [
    1788739236,
    0.105
   ],
   [
    1788782425,
    0.12
   ],
   [
    1788825618,
    0.12
   ],
   [
    1788868821,
    0.12
   ],
   [
    1788912027,
    0.11
   ],
   [
    1788955226,
    0.125
   ],
   [
    1788998421,
    0.115
   ],
   [
    1789041622,
    0.115
   ],
   [
    1789084824,
    0.115
   ],
   [
    1789128027,
    0.115
   ],
   [
    1789171225,
    0.11
   ],
   [
    1789214427,
    0.115
   ],
   [
    1789257623,
    0.115
   ],
   [
    1789300827,
    0.115
   ],
   [
    1789344020,
    0.115
   ],
   [
    1789387218,
    0.115
   ],
   [
    1789430419,
    0.12
   ],
   [
    1789473619,
    0.12
   ],
   [
    1789516819,
    0.115
   ],
   [
    1789560031,
    0.115
   ],
   [
    1789603222,
    0.115
   ],
   [
    1789646422,
    0.11
   ],
   [
    1789689625,
    0.11
   ],
   [
    1789732827,
    0.115
   ],
   [
    1789776027,
    0.115
   ],
   [
    1789819228,
    0.115
   ],
   [
    1789862426,
    0.135
   ],
   [
    1789905623,
    0.155
   ],
   [
    1789948822,
    0.165
   ],
   [
    1789992017,
    0.145
   ],
   [
    1790035223,
    0.145
   ],
   [
    1790078423,
    0.135
   ],
   [
    1790121625,
    0.145
   ],
   [
    1790164836,
    0.145
   ],
   [
    1790208036,
    0.13
   ],
   [
    1790251225,
    0.14
   ],
   [
    1790294429,
    0.14
   ],
   [
    1790337623,
    0.14
   ],
   [
    1790380822,
    0.17
   ],
   [
    1790424021,
    0.16
   ],
   [
    1790467222,
    0.16
   ],
   [
    1790510422,
    0.16
   ],
   [
    1790553636,
    0.16
   ],
   [
    1790596821,
    0.16
   ],
   [
    1790640023,
    0.16
   ],
   [
    1790683226,
    0.19
   ],
   [
    1790726425,
    0.19
   ],
   [
    1790769625,
    0.19
   ],
   [
    1790812827,
    0.135
   ],
   [
    1790856026,
    0.12
   ],
   [
    1790899225,
    0.135
   ],
   [
    1790942424,
    0.125
   ],
   [
    1790985629,
    0.11
   ],
   [
    1791028827,
    0.11
   ],
   [
    1791072024,
    0.11
   ],
   [
    1791115227,
    0.105
   ],
   [
    1791158430,
    0.1
   ],
   [
    1791201630,
    0.105
   ],
   [
    1791244828,
    0.1
   ],
   [
    1791288033,
    0.095
   ],
   [
    1791292517,
    0.095
   ]
  ],
  "By October 31": [
   [
    1788739230,
    0.085
   ],
   [
    1788782416,
    0.09
   ],
   [
    1788825614,
    0.115
   ],
   [
    1788868817,
    0.1
   ],
   [
    1788912022,
    0.09
   ],
   [
    1788955219,
    0.09
   ],
   [
    1788998417,
    0.105
   ],
   [
    1789041617,
    0.105
   ],
   [
    1789084818,
    0.105
   ],
   [
    1789128019,
    0.08
   ],
   [
    1789171218,
    0.08
   ],
   [
    1789214418,
    0.08
   ],
   [
    1789257616,
    0.08
   ],
   [
    1789300820,
    0.08
   ],
   [
    1789344014,
    0.08
   ],
   [
    1789387213,
    0.08
   ],
   [
    1789430413,
    0.08
   ],
   [
    1789473614,
    0.08
   ],
   [
    1789516815,
    0.08
   ],
   [
    1789560019,
    0.08
   ],
   [
    1789603215,
    0.08
   ],
   [
    1789646415,
    0.08
   ],
   [
    1789689618,
    0.075
   ],
   [
    1789732819,
    0.075
   ],
   [
    1789776019,
    0.075
   ],
   [
    1789819219,
    0.075
   ],
   [
    1789862418,
    0.08
   ],
   [
    1789905615,
    0.08
   ],
   [
    1789948815,
    0.08
   ],
   [
    1789992012,
    0.08
   ],
   [
    1790035216,
    0.08
   ],
   [
    1790078415,
    0.08
   ],
   [
    1790121617,
    0.08
   ],
   [
    1790164820,
    0.08
   ],
   [
    1790208028,
    0.08
   ],
   [
    1790251217,
    0.08
   ],
   [
    1790294420,
    0.08
   ],
   [
    1790337616,
    0.08
   ],
   [
    1790380817,
    0.08
   ],
   [
    1790424016,
    0.08
   ],
   [
    1790467216,
    0.08
   ],
   [
    1790510415,
    0.08
   ],
   [
    1790553630,
    0.085
   ],
   [
    1790596816,
    0.095
   ],
   [
    1790640017,
    0.1
   ],
   [
    1790683218,
    0.085
   ],
   [
    1790726418,
    0.085
   ],
   [
    1790769617,
    0.085
   ],
   [
    1790812819,
    0.08
   ],
   [
    1790856018,
    0.085
   ],
   [
    1790899218,
    0.04
   ],
   [
    1790942417,
    0.034
   ],
   [
    1790985621,
    0.034
   ],
   [
    1791028818,
    0.034
   ],
   [
    1791072017,
    0.034
   ],
   [
    1791115219,
    0.0335
   ],
   [
    1791158421,
    0.034
   ],
   [
    1791201619,
    0.034
   ],
   [
    1791244819,
    0.034
   ],
   [
    1791288023,
    0.034
   ],
   [
    1791292513,
    0.0345
   ]
  ]
 },
 "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/will-ukraine-re-enter-huliaipole/",
  "html": "<a href=\"https://polymarkettrader.com/odds/will-ukraine-re-enter-huliaipole/\">Odds data: PolymarketTrader.com</a>"
 },
 "source": "Polymarket public Gamma and CLOB APIs; not affiliated with Polymarket."
}
