Devils vs. Golden Knights
Markets
Devils vs. Golden Knights
- Devils50%
- Golden Knights51%
Volume $39.7K · Liquidity $273.6K
Devils vs. Golden Knights: O/U 6.5
- Over44%
- Under56%
Volume $5.8K · Liquidity $140.1K
Spread -2.5
- Golden Knights19%
- Devils81%
Volume $1.4K · Liquidity $106.8K
Devils vs. Golden Knights: O/U 5.5
- Over56%
- Under45%
Volume $340.1 · Liquidity $132.3K
Spread -1.5
- Golden Knights30%
- Devils71%
Volume $244 · Liquidity $141.2K
Spread -2.5
- Devils18%
- Golden Knights83%
Volume $81.9 · Liquidity $81.4K
Devils vs. Golden Knights: O/U 7.5
- Over25%
- Under75%
Volume $29.6 · Liquidity $44.9K
O/U 2.5
- Over97%
- Under3%
Volume — · Liquidity $19.6K
O/U 3.5
- Over87%
- Under13%
Volume — · Liquidity $25.7K
O/U 9.5
- Over8%
- Under93%
Volume — · Liquidity $30.9K
O/U 8.5
- Over18%
- Under83%
Volume — · Liquidity $75.6K
Spread -3.5
- Devils8%
- Golden Knights92%
Volume — · Liquidity $2.7K
Devils vs. Golden Knights: O/U 4.5
- Over78%
- Under22%
Volume — · Liquidity $45.5K
Spread -3.5
- Golden Knights7%
- Devils93%
Volume — · Liquidity $2.3K
Spread -1.5
- Devils28%
- Golden Knights73%
Volume — · Liquidity $81.6K
Resolution rules
In the upcoming NHL game, scheduled for October 30 at 6:00PM ET: If the Devils win, the market will resolve to "Devils". If the Golden Knights win, the market will resolve to "Golden Knights". If the game is postponed, this market will remain open until the game has been completed. If the game is canceled entirely, with no make-up game, this market will resolve 50-50. The result will be determined based on the final score including any overtime periods and shootouts. In the event of a shootout, one goal will be added to the winning team's score for the purpose of resolution.
How to read these odds
Each price runs from $0 to $1 and can be read as the probability the market assigns to an outcome: $0.62 means roughly 62%. Prices move with every trade, so they are a crowd estimate, not a guarantee. Before trading, check the resolution rules above, the volume and the liquidity, and only risk money you can afford to lose.
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