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Over–under
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{{short description|Type of wager at a sportsbook}} An '''over–under''' or '''over/under''' ('''O/U''') bet is a wager in which a [[sportsbook]] will predict a number for a statistic in a given game<ref name="Kochan 2013 p. 12">{{Cite book |last=Kochan |first=M. |url=https://books.google.com/books?id=NWD8AAAAQBAJ&pg=PT12 |title=Secrets of Professional Sports Betting |publisher=Cardoza Publishing |year=2013 |isbn=978-1-58042-438-7 |page=12 |access-date=April 25, 2015}}</ref> and bettors wager that the actual number in the game will be either higher or lower than that number.<ref name="Williams Siegel 2014 p. 205">{{Cite book |last1=Williams |first1=L.V. |url=https://books.google.com/books?id=-Wa-AAAAQBAJ&pg=PA205 |title=The Oxford Handbook of the Economics of Gambling |last2=Siegel |first2=D.S. |publisher=OUP USA |year=2014 |isbn=978-0-19-979791-2 |series=Oxford Handbooks in Economics Series |page=205}}</ref><ref name="Fodors Travel Publications 2014 p. 277">{{Cite book |url=https://books.google.com/books?id=_zSOAwAAQBAJ&pg=PT277 |title=Fodor's Las Vegas 2015 |publisher=Fodor's Travel Publications |year=2014 |isbn=978-0-8041-4300-4 |series=Full-color Travel Guide}}</ref> One of the most commonly used statistics is the combined total score of the two teams, and for this reason the wager is also known as the '''total'''. For example, in [[Super Bowl XXXIX]], most [[Las Vegas Strip|Las Vegas]] [[casino]]s set the over–under for the score of the game at 46.0. A bettor could wager that the combined score of the two teams would be either more than or less than that number. Since the combined score of that game was 45, anyone who had bet on "under" won. The bet is called a ''push'' if the actual number exactly equals the over-under, in which case all bets are refunded.<ref>{{cite web |last1=Donahue |first1=Danny |title=What Is a Push in Sports Betting? |url=https://www.actionnetwork.com/education/push |website=Action Network |date=18 August 2021 |publisher=Action Network Inc |access-date=13 February 2024}}</ref>
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