{
 "slug": "bundesliga-most-clean-sheets-2026-27",
 "title": "Bundesliga: Most Clean Sheets 2026-27",
 "url": "https://polymarkettrader.com/odds/bundesliga-most-clean-sheets-2026-27/",
 "polymarket_url": "https://polymarket.com/event/bundesliga-most-clean-sheets-2026-27",
 "category": "sports",
 "closed": false,
 "updated": "2026-10-18T00:50:00+00:00",
 "end_date": "2027-06-15T03:59:00+00:00",
 "volume": 22680.01,
 "volume_24h": 5646.95,
 "liquidity": 10336.81,
 "outcomes": [
  {
   "name": "Gregor Kobel",
   "probability": 0.4575,
   "change_24h": 0.0885,
   "volume": 4063.53,
   "closed": false
  },
  {
   "name": "Mark Flekken",
   "probability": 0.1265,
   "change_24h": -0.317,
   "volume": 182.66,
   "closed": false
  },
  {
   "name": "Manuel Neuer",
   "probability": 0.115,
   "change_24h": -0.16,
   "volume": 14554.7,
   "closed": false
  },
  {
   "name": "Finn Dahmen",
   "probability": 0.045,
   "change_24h": -0.0005,
   "volume": 1248.73,
   "closed": false
  },
  {
   "name": "Örjan Nyland",
   "probability": 0.0445,
   "change_24h": null,
   "volume": 251.33,
   "closed": false
  },
  {
   "name": "Robin Zentner",
   "probability": 0.0415,
   "change_24h": 0.0025,
   "volume": 421.37,
   "closed": false
  },
  {
   "name": "Moritz Nicolas",
   "probability": 0.0405,
   "change_24h": null,
   "volume": 632.48,
   "closed": false
  },
  {
   "name": "Oliver Baumann",
   "probability": 0.028,
   "change_24h": -0.0005,
   "volume": 172.52,
   "closed": false
  },
  {
   "name": "Michael Zetterer",
   "probability": 0.009,
   "change_24h": null,
   "volume": 500.8,
   "closed": false
  },
  {
   "name": "Alexander Nübel",
   "probability": 0.0015,
   "change_24h": null,
   "volume": 651.91,
   "closed": false
  }
 ],
 "history": {
  "Gregor Kobel": [
   [
    1789732819,
    0.035
   ],
   [
    1789776019,
    0.035
   ],
   [
    1789819219,
    0.1265
   ],
   [
    1789862418,
    0.051
   ],
   [
    1789905615,
    0.1365
   ],
   [
    1789948815,
    0.351
   ],
   [
    1789992012,
    0.229
   ],
   [
    1790035216,
    0.205
   ],
   [
    1790078415,
    0.265
   ],
   [
    1790121617,
    0.2665
   ],
   [
    1790164821,
    0.1855
   ],
   [
    1790208028,
    0.1565
   ],
   [
    1790251217,
    0.269
   ],
   [
    1790294420,
    0.2015
   ],
   [
    1790337616,
    0.42
   ],
   [
    1790380817,
    0.39
   ],
   [
    1790424016,
    0.39
   ],
   [
    1790467216,
    0.39
   ],
   [
    1790510415,
    0.3675
   ],
   [
    1790553630,
    0.375
   ],
   [
    1790596816,
    0.375
   ],
   [
    1790640017,
    0.3745
   ],
   [
    1790683218,
    0.375
   ],
   [
    1790726418,
    0.375
   ],
   [
    1790769617,
    0.374
   ],
   [
    1790812819,
    0.374
   ],
   [
    1790856018,
    0.3685
   ],
   [
    1790899218,
    0.361
   ],
   [
    1790942417,
    0.3605
   ],
   [
    1790985621,
    0.3605
   ],
   [
    1791028818,
    0.3605
   ],
   [
    1791072017,
    0.3605
   ],
   [
    1791115219,
    0.3605
   ],
   [
    1791158421,
    0.3605
   ],
   [
    1791201619,
    0.3605
   ],
   [
    1791244819,
    0.3605
   ],
   [
    1791288023,
    0.3605
   ],
   [
    1791331222,
    0.3605
   ],
   [
    1791374430,
    0.104
   ],
   [
    1791417630,
    0.156
   ],
   [
    1791460840,
    0.479
   ],
   [
    1791504030,
    0.443
   ],
   [
    1791547230,
    0.5275
   ],
   [
    1791590423,
    0.3595
   ],
   [
    1791633628,
    0.3645
   ],
   [
    1791676828,
    0.3675
   ],
   [
    1791720028,
    0.3585
   ],
   [
    1791763239,
    0.35
   ],
   [
    1791806425,
    0.341
   ],
   [
    1791849631,
    0.3405
   ],
   [
    1791892827,
    0.3635
   ],
   [
    1791936029,
    0.3645
   ],
   [
    1791979239,
    0.3315
   ],
   [
    1792022444,
    0.349
   ],
   [
    1792065628,
    0.372
   ],
   [
    1792108829,
    0.372
   ],
   [
    1792152030,
    0.372
   ],
   [
    1792195234,
    0.3565
   ],
   [
    1792238429,
    0.282
   ],
   [
    1792281655,
    0.5205
   ],
   [
    1792285645,
    0.4575
   ]
  ],
  "Mark Flekken": [
   [
    1789732822,
    0.069
   ],
   [
    1789776023,
    0.0695
   ],
   [
    1789819223,
    0.067
   ],
   [
    1789862422,
    0.065
   ],
   [
    1789905619,
    0.073
   ],
   [
    1789948818,
    0.0705
   ],
   [
    1789992014,
    0.0705
   ],
   [
    1790035219,
    0.0725
   ],
   [
    1790078419,
    0.0705
   ],
   [
    1790121621,
    0.0685
   ],
   [
    1790164828,
    0.0685
   ],
   [
    1790208031,
    0.067
   ],
   [
    1790251221,
    0.067
   ],
   [
    1790294424,
    0.067
   ],
   [
    1790337619,
    0.067
   ],
   [
    1790380819,
    0.0655
   ],
   [
    1790424018,
    0.069
   ],
   [
    1790467219,
    0.1955
   ],
   [
    1790510418,
    0.0655
   ],
   [
    1790553633,
    0.223
   ],
   [
    1790596818,
    0.07
   ],
   [
    1790640019,
    0.069
   ],
   [
    1790683221,
    0.2075
   ],
   [
    1790726421,
    0.0695
   ],
   [
    1790769621,
    0.069
   ],
   [
    1790812823,
    0.2045
   ],
   [
    1790856022,
    0.071
   ],
   [
    1790899221,
    0.0165
   ],
   [
    1790942420,
    0.016
   ],
   [
    1790985624,
    0.0015
   ],
   [
    1791028822,
    0.0155
   ],
   [
    1791072020,
    0.0155
   ],
   [
    1791115223,
    0.0155
   ],
   [
    1791158425,
    0.0155
   ],
   [
    1791201624,
    0.0155
   ],
   [
    1791244823,
    0.0155
   ],
   [
    1791288027,
    0.0155
   ],
   [
    1791331227,
    0.0155
   ],
   [
    1791374443,
    0.0175
   ],
   [
    1791417643,
    0.0175
   ],
   [
    1791460853,
    0.112
   ],
   [
    1791504044,
    0.162
   ],
   [
    1791547245,
    0.115
   ],
   [
    1791590428,
    0.136
   ],
   [
    1791633634,
    0.123
   ],
   [
    1791676835,
    0.1345
   ],
   [
    1791720035,
    0.1145
   ],
   [
    1791763245,
    0.1355
   ],
   [
    1791806431,
    0.138
   ],
   [
    1791849638,
    0.116
   ],
   [
    1791892835,
    0.0665
   ],
   [
    1791936036,
    0.134
   ],
   [
    1791979247,
    0.0735
   ],
   [
    1792022452,
    0.231
   ],
   [
    1792065638,
    0.1375
   ],
   [
    1792108838,
    0.127
   ],
   [
    1792152038,
    0.132
   ],
   [
    1792195244,
    0.116
   ],
   [
    1792238439,
    0.0845
   ],
   [
    1792285647,
    0.127
   ]
  ],
  "Manuel Neuer": [
   [
    1789732822,
    0.3
   ],
   [
    1789776022,
    0.285
   ],
   [
    1789819223,
    0.29
   ],
   [
    1789862422,
    0.29
   ],
   [
    1789905619,
    0.285
   ],
   [
    1789948818,
    0.375
   ],
   [
    1789992014,
    0.265
   ],
   [
    1790035219,
    0.265
   ],
   [
    1790078418,
    0.265
   ],
   [
    1790121620,
    0.26
   ],
   [
    1790164828,
    0.255
   ],
   [
    1790208031,
    0.255
   ],
   [
    1790251221,
    0.255
   ],
   [
    1790294424,
    0.255
   ],
   [
    1790337619,
    0.255
   ],
   [
    1790380819,
    0.255
   ],
   [
    1790424018,
    0.255
   ],
   [
    1790467219,
    0.255
   ],
   [
    1790510418,
    0.255
   ],
   [
    1790553633,
    0.255
   ],
   [
    1790596818,
    0.255
   ],
   [
    1790640019,
    0.255
   ],
   [
    1790683221,
    0.255
   ],
   [
    1790726421,
    0.255
   ],
   [
    1790769621,
    0.255
   ],
   [
    1790812823,
    0.255
   ],
   [
    1790856021,
    0.255
   ],
   [
    1790899221,
    0.255
   ],
   [
    1790942420,
    0.255
   ],
   [
    1790985624,
    0.255
   ],
   [
    1791028821,
    0.255
   ],
   [
    1791072020,
    0.255
   ],
   [
    1791115223,
    0.255
   ],
   [
    1791158424,
    0.255
   ],
   [
    1791201624,
    0.255
   ],
   [
    1791244823,
    0.255
   ],
   [
    1791288027,
    0.255
   ],
   [
    1791331227,
    0.255
   ],
   [
    1791374443,
    0.255
   ],
   [
    1791417642,
    0.255
   ],
   [
    1791460853,
    0.205
   ],
   [
    1791504044,
    0.235
   ],
   [
    1791547245,
    0.235
   ],
   [
    1791590428,
    0.405
   ],
   [
    1791633634,
    0.35
   ],
   [
    1791676834,
    0.32
   ],
   [
    1791720035,
    0.24
   ],
   [
    1791763244,
    0.31
   ],
   [
    1791806431,
    0.335
   ],
   [
    1791849637,
    0.28
   ],
   [
    1791892835,
    0.275
   ],
   [
    1791936036,
    0.26
   ],
   [
    1791979247,
    0.26
   ],
   [
    1792022452,
    0.27
   ],
   [
    1792065638,
    0.275
   ],
   [
    1792108837,
    0.27
   ],
   [
    1792152038,
    0.275
   ],
   [
    1792195243,
    0.275
   ],
   [
    1792238439,
    0.275
   ],
   [
    1792285647,
    0.115
   ]
  ]
 },
 "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/bundesliga-most-clean-sheets-2026-27/",
  "html": "<a href=\"https://polymarkettrader.com/odds/bundesliga-most-clean-sheets-2026-27/\">Odds data: PolymarketTrader.com</a>"
 },
 "source": "Polymarket public Gamma and CLOB APIs; not affiliated with Polymarket."
}
