{"id":7,"date":"2005-03-16T13:58:36","date_gmt":"2005-03-16T17:58:36","guid":{"rendered":"http:\/\/blogs.law.harvard.edu\/rlucastemp\/2005\/03\/16\/oregon-lottery-video-poker-specifi"},"modified":"2005-03-16T13:58:36","modified_gmt":"2005-03-16T17:58:36","slug":"oregon-lottery-video-poker-specific-numbers","status":"publish","type":"post","link":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/2005\/03\/16\/oregon-lottery-video-poker-specific-numbers\/","title":{"rendered":"Oregon Lottery Video Poker Specific Numbers"},"content":{"rendered":"<p><a name='a70'><\/a><\/p>\n<p>Executive Summary:<\/p>\n<div style=\"margin-left: 40px;\">&#8211; I examine one Oregon Lottery video poker machine&#8217;s reports over a circa three-year period.<\/p>\n<p>&#8211; The &#8220;loss rate&#8221; for a brisk player at most games is $27 per hour, nearly four times the minimum wage.<\/p>\n<p>&#8211; The &#8220;house edge&#8221; on most games is over five times worse than that with e.g. craps or blackjack.<\/p>\n<p>&#8211; Players do react rationally though imperfectly to varying hold<br \/>\npercentages (house edge), and preferentially play games with a smaller<br \/>\nhold (smaller house edge).<\/p>\n<p>&#8211; A bar with the legal limit of five such machines would net (EBIT)<br \/>\nnearly $39000 annually, with the state keeping the other $100,000.<\/p>\n<p>&#8211; The lottery in effect pays $310 per square foot per year to rent bar<br \/>\nspace, a 1000% premium over the downtown central business district.<\/p>\n<p>&#8211; These numbers are below the statewide average, which is likely skewed by some very high-volume locations.\n<\/div>\n<p>\n(Some numbers have been rounded to fit annual time frames.)<\/p>\n<p>This machine had ten normal games, of which all had a 10% hold, except<br \/>\none with 6% (&#8220;Flush Fever&#8221;) and one with 8% (&#8220;Oregon Gold&#8221;).&nbsp; The<br \/>\n&#8220;draw high&#8221; game is 0% hold (no house edge).<\/p>\n<p>Contrast this with ~5.3% for roulette, ~1.5% for craps, and ~1-2% for blackjack.<\/p>\n<p>By far the most money was played on &#8220;Flush Fever,&#8221; the game with<br \/>\nthe lowest hold.&nbsp; This is probably because the difference between<br \/>\na 10% hold and a 6% hold is so dramatic, that even without labeling, a<br \/>\nplayer can detect it readily.&nbsp; About 45% of the action (money<br \/>\nplayed) was at this game. &#8220;Jacks or Better&#8221; got about 12% of the<br \/>\naction.&nbsp; With 8% and 7% respectively, were &#8220;Deuces Wild&#8221; and<br \/>\n&#8220;Oregon Gold&#8221; (the 8% hold game).&nbsp; <\/p>\n<p>Since there are ten games, and the #1 and close #4 games are the least<br \/>\nand second-least holding games, we can surmise that people play more at the lower hold games.<\/p>\n<p>Previously, I had speculated that the least you would expect a player to lose<br \/>\nunder a 10% hold, playing one 25-cent game every ten seconds (brisk but<br \/>\nnot blazing) would be $9 an hour. In fact, nearly all games recorded an<br \/>\naverage bet of 75 cents or more.&nbsp; That means that the hourly loss<br \/>\nrate would be at least $27 an hour, an hourly rate equating to a full-time salary of<br \/>\n$54,000 a year.<\/p>\n<p>In fact, the overall hold percentage is reduced by two facts: 1.<br \/>\nplayers preferentially play the less-biased games, and 2. an<br \/>\neven-money, &#8220;double or nothing&#8221; bet with no house edge is offered to<br \/>\nwinning hands.&nbsp; The overall theoretical hold for the machine as<br \/>\nplayed should have been 6.37%, though it lagged slightly with only 5.8%<br \/>\nactually held.<\/p>\n<p>Of the cash that had, over three years, been fed into the machine, more<br \/>\nthan half is denominated in $20s (the largest).&nbsp; About $267,000 in<br \/>\nbills had been put into the machine.&nbsp; About $184,000 in winning<br \/>\ntickets had been printed.&nbsp; Although on each coup the player might<br \/>\nexpect 90% back, for every buck actually put in the machine, only 69<br \/>\ncents come back out.<\/p>\n<p>The machine in question had about $1.4 million in action put through it<br \/>\nover 3 years (recall, action is calculated each bet, so it will be many<br \/>\nmultiples of cash drop).&nbsp; The total hold was about $83,000, about $2300 a month (one machine), or<br \/>\nabout 5.8% of action (the &#8220;draw&#8221; game counts toward action, but cuts<br \/>\ndown on the hold percentage since it has no inherent advantage).<\/p>\n<p>How much play did this box get?&nbsp; With an 83 cent average bet, and<br \/>\n476,400 dollars put through a year, that&#8217;s about 574,000 bets per<br \/>\nyear.&nbsp; That&#8217;s about 1752 a day, or 131 an hour through a 12-hour<br \/>\nday.&nbsp;&nbsp; This sanity-checks my 360\/hour estimate &#8212; 1\/3 of the<br \/>\ntime in rapid play seems sane.<\/p>\n<p>The bar had five video lottery machines (the legal limit), but only one<br \/>\nof them was kind enough to tell us its financial history.&nbsp; To<br \/>\nsituate it, it&#8217;s a youngish, dive-y 20s and 30s bar, with pool tables, the kind<br \/>\nof place where a cuba libre costs less than 4 bucks and they don&#8217;t call<br \/>\nit a &#8220;cuba libre.&#8221;&nbsp; In those terms, the patrons of that bar could<br \/>\nhave had another 21,000 cubas libres over the last three years instead<br \/>\nof playing video poker.&nbsp; This is not &#8220;el primo&#8221; territory for<br \/>\nvideo poker, though I would guess they do OK by video poker standards.<\/p>\n<p>To do some quick math:<br \/>5 machines * 89000\/year\/machine = $445000 \/ year \/ bar drop<br \/>5 machines * 27667\/year\/machine = $138335 \/ year \/ bar hold<br \/>\nRetailer commission (average, per Oregon Lottery) 28% = $38733 \/ year \/ bar hold<\/p>\n<p>To get $38733 annually, risk free, at 2% interest, you&#8217;d need<br \/>\nnearly a cool $2 million in the bank.&nbsp; What does the retailer<br \/>\nstake for this?&nbsp; About 25 square feet per machine, including chair<br \/>\nspace.&nbsp; With five machines, that&#8217;s 125 square feet generating<br \/>\n$38733, or $310 \/ sq ft \/ year.&nbsp; Today in Portland, Oregon&#8217;s<br \/>\nlargest city, you would be hard presesed to find Class A office space<br \/>\nrenting for more than $30 \/ sq ft \/ year.&nbsp; So the rental rate that<br \/>\nthe Lottery is paying dive bars is only a 1000% premium over that for a<br \/>\nsuite in Portland&#8217;s toniest skyscraper.<\/p>\n<p>To bring it back to earth, let&#8217;s sanity check all of this against the known figures:<\/p>\n<p>circa 2100 retailers * $138335 \/ year \/ retailer = $290 M hold overall<\/p>\n<p>This is in sanity-range with the lottery&#8217;s published $530 M figure<br \/>\n(there tend to be a few top-performers in the video lottery that skew<br \/>\nthe results to the high end).<\/p>\n<p>This could be an interesting case study for anyone looking at the<br \/>\nrecently-again-in-the-news issue of Oregon&#8217;s video lottery.&nbsp;<br \/>\nUnfortunately, nobody is talking about how we can mitigate the harms;<br \/>\ninstead, everybody just wants to wring more money out of the program.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Executive Summary: &#8211; I examine one Oregon Lottery video poker machine&#8217;s reports over a circa three-year period. &#8211; The &#8220;loss rate&#8221; for a brisk player at most games is $27 per hour, nearly four times the minimum wage. &#8211; The &#8220;house edge&#8221; on most games is over five times worse than that with e.g. craps [&hellip;]<\/p>\n","protected":false},"author":1180,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/posts\/7","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/users\/1180"}],"replies":[{"embeddable":true,"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/comments?post=7"}],"version-history":[{"count":0,"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/posts\/7\/revisions"}],"wp:attachment":[{"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/media?parent=7"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/categories?post=7"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/archive.blogs.harvard.edu\/rlucastemp\/wp-json\/wp\/v2\/tags?post=7"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}