The Podcast of the Lotus Eaters


PREVIEW: Brokenomics | Poker


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Summary

In this episode of Brokernomics, I play poker with my good friend Mark and we talk about the history of poker, the pros and cons of No Limit Hold'em and why poker is so important to the modern financial system.


Transcript

00:00:00.400 Well hello and welcome to Brokernomics. So here I am playing poker with my good friend Mark.
00:00:07.280 Good afternoon. So Mark happened to be in the studio and we were bonding as men do about
00:00:15.360 their hobbies and poker came up. A game we both quite enjoy. I used to play a lot of the live
00:00:22.160 poker. Although speaking to Mark I came to realise how much of a fish I was when it came to the
00:00:31.440 online game. So Mark you used to run a poker business didn't you? I did. So I was the managing
00:00:38.400 director for a poker training site that I won't name as I don't particularly want to be associated
00:00:45.280 with it anymore. But yes I ran a poker training site. We took people, taught them how to play a
00:00:51.840 mixture between cash and tournaments, did coaching and things like that. And yeah I have a great love
00:00:57.600 of the game. I've played it profitably for a little while and very happy. Good, good. Well we thought
00:01:04.560 that we should, I've raised you by the way, I thought we should do a Brokernomics on poker because
00:01:10.160 it's quite an interesting game. There's quite a history to it. As far as I know we don't know
00:01:18.560 exactly where it emerged from. There's a variety of different games, most of them of European origin,
00:01:24.800 especially French of all things and then an English game called Bragg. But modern poker as we understand
00:01:31.760 it really emerged sort of in the late 20th century. So California in particular popularised
00:01:40.160 Limit Hold'em and then that developed into No Limit Hold'em which people
00:01:44.160 decided that they would enjoy a great deal more and that's where we are today. Obviously modern
00:01:49.760 technology, cameras, things which will show people whole cards and stuff like that makes
00:01:54.000 it more of a spectator sport. And of course huge jackpots with life changing amounts of money
00:02:00.640 always draw a crowd. Yes and you know
00:02:05.280 you might think poker is just a game but I mean actually we got a lot out of it. So that mid
00:02:09.120 mid sort of west region, that central region in America where poker really emerged. I mean that
00:02:14.880 was where the money was really made during that time. You got the you know the Rockefellers and the
00:02:20.880 Carnegies and you get a whole bunch of other sort of wealthy individuals emerge for this. But it's not
00:02:24.800 just that and they're all poker players but it's not just that. You also get the beginning of
00:02:28.560 financialisation. It emerges in the same region. So for example in Chicago they've had a commodities and
00:02:35.600 future exchange in Chicago for the last 180 years. Whereas basically everywhere else didn't get
00:02:42.480 that until the 70s, the 1970s. So there is something to this game that makes you think about
00:02:49.440 risk tolerance, uncertainty of information, understanding variance. There's a whole set of
00:02:56.480 skills that actually lends itself to the development of the financial system and that's why perhaps
00:03:01.120 perhaps why you see the beginning of financialisation in its most sophisticated form emerge alongside this game.
00:03:08.000 Well much like poker, the financial markets and things like that and the economy as a as a concept
00:03:15.600 is another game with incomplete information. That's quite opaque.
00:03:20.640 Poker is just a lot more transparent. It's a lot simpler obviously than a working fully functional national economy
00:03:26.080 or even a smaller scale economy. But a lot of the lessons that can be drawn from it are are similar
00:03:32.320 certainly when it comes to investing and investment markets. I'm raising 500 here by the way.
00:03:37.440 I am folding. You can take this one. Flop to flush. You flop to flush. What people don't see is that
00:03:45.840 before this we ran a few test hands and every single one Dan got a flush against me. So I'm pretty sure
00:03:52.640 that at some point you've learned to rig the deck. You've got to deal from the bottom.
00:03:59.040 It's an interesting point actually about sort of big hands because the popular conception of poker
00:04:03.360 they probably get from you know watching films. You watch Conceito Royale for example and the final hand
00:04:10.080 it's ridiculous isn't it? It's like royal flush versus quads and oh it's it's I believe it's two full
00:04:16.560 houses of flush versus a straight flush which is astronomical chances. Deeply deeply unlikely.
00:04:26.160 We talk about you know straight flushes and things we're talking orders of magnitude you know hundreds
00:04:31.280 of thousands to one basically to to have that situation and then to have that situation come
00:04:37.600 up against other rare hands even rarer. So it's yeah. So for viewers who aren't that familiar with
00:04:45.360 the game, what game are we playing here? So we're playing No Limit Hold'em. There are various other
00:04:50.800 types of poker, five cards, five card draw, pineapple, Pot Limit Omaha is probably the second most popular
00:04:59.360 after No Limit Hold'em. That's with four cards but it could be five cards or six cards but No Limit Hold'em is
00:05:05.440 the most popular one. That's the one everybody thinks about. That's the one all the films are sort of
00:05:10.800 placed around. Well apart from Maverick, that one with Mel Gibson where he was on a steamboat,
00:05:15.440 they were still playing the five card stud I think then. Five card draw yeah. Yeah five card draw.
00:05:19.600 That fell out of popularity because obviously if every player has five cards it's quite an upper limit
00:05:26.000 on to how many players you can have in the game whereas Hold'em everybody's only got two hold cards
00:05:33.280 so you can fit a lot more players in the game. I've already raised you.
00:05:40.640 Yeah take it. You want my small blind then? I'll take your small blind. Thank you very much.
00:05:45.280 Okay yeah so take us through. In fact we've got the camera set up on the on the desk so just talk
00:05:52.000 us through how this game is played. You've got a stack of cash, I've got a stack of cash.
00:05:57.040 What happens then? Well in order for the game to be played there needs to be some money in the pot.
00:06:02.160 For however many people that are playing you want to be playing after some money and so we have
00:06:06.640 a system called the blinds. There's a small blind which in this case would be 50 monopoly bucks
00:06:12.800 and a big blind which is twice the small blind and that's 100 monopoly bucks.
00:06:18.480 In a game where there are more than just the two of us as well there's a button that moves around
00:06:24.080 behind the small and the big blind that tells people where the blinds should be and that's how you
00:06:30.720 ensure that there's always some money in the pot to be won. At this point every player is given two
00:06:36.960 cards. Right. And at this point we get to look at them. So let's do this poker tv style. That's what
00:06:44.720 I've got. And that's what I've got. You tell me if it's better than what Dan's got in the comments.
00:06:50.080 Yeah. At which point we make a decision. Who's going to bet and how much. As the small blind I act
00:06:57.600 first. So I say I'm making this 200 to play. So then I have to look at my hand and think oh
00:07:05.360 do I want to exit out here and forfeit my 100 or do I want to play on? Well as the audience knows
00:07:12.480 I definitely want to play on at this point so I'm going to match your bet. At this point this money
00:07:17.840 goes to the side and it's called the pot. We burn a card and then we put down the flop. The first of
00:07:23.840 three streets with three cards. At this point we get to choose whether or not we're going to check
00:07:32.320 or bet. And I'm going to choose to check. All right keep it interesting I'll check as well. At this
00:07:38.720 point we burn another card and the turn comes. This is getting exciting isn't it? Which is a queen. Lots
00:07:44.720 of big picture cards here. Yes. And then the decisions are made again. I will check once more.
00:07:50.720 All right then I'll check. And finally we reach the river. The final card has been burned
00:07:56.000 and our final card comes down which in this case is the eight of hearts. And a decision can now be
00:08:01.280 made. A final round of betting. So I say 100 sir if you want to play. And you have a choice to call
00:08:09.600 that bet or to raise or to fold. I don't know maybe I should raise but I get the sneaking suspicion
00:08:18.080 that my ace high might be good. So I'm going to match your bet and I'm going to find out. So
00:08:23.040 down here has ace deuce. Now it's showdown. I have pocket sixes that I've dealt so I win this pot.
00:08:30.480 You slow rolled that one. All this money comes to me. I have third pair on the flop set. It's not
00:08:36.800 that dramatic. Yeah right. Okay. Yeah so that point about films the way that films show it. They always
00:08:43.840 show a massive hand inflation on stuff they get. Actually the mark of a good player is somebody
00:08:51.200 who's able to make a call with a weak hand. So the example I'm thinking of is Stu Unger. I think it was in 1991.
00:08:57.920 He won the World Series of Poker with a 10 high. He pushed all in with that hand. And there were
00:09:05.280 numerous examples of this. It's always the most dramatic hand amongst actual players. It's not
00:09:11.520 people who won with quad aces or something. Of course you're going to win with quad aces. It's
00:09:15.920 people who win with garbage. Well just to correct you there he didn't move all in but he did call an
00:09:21.280 all in with 10 high. And his opponent happened to have five high at the time. Four or five suited I
00:09:28.240 believe. But yes these sort of moments where the money is made is in playing hands better than your
00:09:37.280 opponent. And less to do with necessarily the direct odds. Although the direct odds do matter.
00:09:43.920 But to give you an example everybody knows pocket aces. Pocket aces are the strongest pre-flop hand
00:09:49.920 in poker. And then the second strongest pre-flop hand is kings. And usually in a showdown versus
00:09:58.160 aces and kings all of the money in No Limit Hold'em will go into the pot or a large amount of it
00:10:03.520 before any of the community cards have come down. And over the course of many many iterations and all of
00:10:12.320 the hands that you're going to play over your lifetime as a poker player you're going to have
00:10:16.240 roughly the same number of aces and kings as the next guy. So in a sense aces versus kings is a
00:10:25.840 non-hand because you're going to lose as many times as you're going to win and you're going to
00:10:33.200 basically end up with the same statistical distribution. That was the thing you said this
00:10:37.520 morning that really made me think because you know you always remember those dramatic hands where
00:10:41.120 you got like aces pocket aces at the beginning of the game. But as you say yeah it's kind of
00:10:47.600 predetermined if you get a really strong starting hand like that because the money is going in the
00:10:52.080 pot. Well you'd hope so but there are situations where of course if I have pocket aces and you
00:10:58.000 have a hand like pocket fives if I try and shove all the money in your face before pre-flop you're
00:11:03.200 going to go he's got pocket aces and then fold. Making the decisions by reading what your opponent is
00:11:09.840 saying and in a live setting that can come down to a number of things. That's not just what the bet
00:11:16.480 size is but it's your opponent's mannerisms, it's your experience of how they've played throughout the
00:11:21.920 rest of the game. Poker players pay a lot of attention to the hands they're not in. Most of the time in
00:11:27.360 poker you're folding you're folding maybe two-thirds of the time three-quarters of the time depending on
00:11:34.800 how loose you are so the reality is is that you're you need to be paying attention to what your
00:11:41.280 opponents are doing even if you're not playing so that you can understand them and once you have a
00:11:46.160 good read on someone and you understand the range of hands that they play in this particular way you
00:11:50.560 can make decisions that uh hopefully are to your benefit. Yes so I mean let's finish this hand
00:11:59.040 and then and then and then we give a basic example so so what do you want to do what do you want to
00:12:02.960 do here you calling my bet? Sure I'll make it I'll call the bet. Right I will um I'm gonna um raise it
00:12:12.640 another hundred. For the sake of the show and for entertainment value I will call you here
00:12:19.120 and I'm really hoping for a particular scenario.
00:12:25.840 All right actions on you sir? Um I'm gonna put the 500 in this is I think this is getting spicy.
00:12:34.960 Absolutely spicy why not I'll call for the sake of things. For anyone who's marginally familiar with
00:12:41.200 poker this is an enormous bet that Dan has just made that I've just called with almost no hesitation
00:12:46.880 but for the sake of entertainment we'll carry on. Um I'm gonna I'm gonna back off here I'm just gonna
00:12:55.600 check see what you do. All right well we'll check as well. All right. Well that's a lively board isn't it?
00:13:04.480 There we go. I'm gonna I'm having backed off I'm now going to come back with a with a uh 750 bet.
00:13:13.760 750. This is this is gonna break me if this goes wrong. Marvellous. Well I'm very happy with that
00:13:19.520 um and I'm going to raise all in. Oh sod it oh dear this has gone wrong isn't it? Um
00:13:29.840 I kind of think I kind of think my queens aren't good here. Yeah kind of would be the reasoning wouldn't it?
00:13:35.840 Yeah so I'm gonna I'm gonna I'm gonna let you take it. I'm folding. Fabulous. Well you've given me
00:13:41.840 a wonderful example to prove that bluffing does work. I have pocket twos counterfeited on the river
00:13:49.600 by the three and there we are. But I have all of the money. Right okay. But thanks for that extra 750.
00:13:59.600 I think I'm quite happily in the black. Oh dear that that's awful isn't it? Because you you showed
00:14:05.920 hesitation at the beginning um you could have easily been representing sort of suited connectors
00:14:11.840 and one of those could have been like a a six or an eight or something and um oh well oh well.
00:14:18.400 Never mind. Let's get to let's get to the first sort of example that I wanted to get to. In fact we
00:14:23.200 got yours which is ducks. Yes for people who don't know every single hand in poker has its own
00:14:29.840 particular kind of slang. Deuces or twos are called ducks. So what do we think about these two hands at
00:14:38.560 the beginning? Okay in terms of absolute hand strength every pair is better than any suited hand.
00:14:46.080 However when we're thinking about the way hands interact um so for example here pocket twos if
00:14:53.120 with nothing else we put all of our money in the middle every single time then 50 point something
00:15:00.320 percent of the time I'm going to win with my pocket twos. Yes. Another smaller percentage of the time
00:15:07.120 you're going to uh we're going to tie and then 49 percent of the time uh pocket kings uh sorry ace king
00:15:15.440 here is going to is going to win. It's basically as close to a flip which is what we call a 50 50
00:15:22.960 as possible. However when we think about what's called implied odds ace king here which in this
00:15:30.240 case is suited has the opportunity to make a flush it has the opportunity to make a straight
00:15:37.760 and of course aside from its top pair and second top pair holdings. So realistically ace king is going
00:15:46.480 to over realize its equity versus a hand like pocket deuces which will be forced on future streets
00:15:54.000 to fold assuming a normal rate of play. So that's why people play ace king and they're not just
00:16:00.880 exclusively playing pairs because ace king has higher potential whereas pocket twos don't get me wrong
00:16:07.840 as a pair it's already strong but it can be counterfeited as we saw in the last hand there the
00:16:13.680 board came down with one pair on it and then a pair of eights and a pair of threes which counterfeits
00:16:18.400 the twos so they don't play and at the same time uh they can make strong hands but they're reliant on
00:16:25.680 hitting a fewer number of cards. So if we hit a another duck another two we have a set of twos we could hit
00:16:34.320 two of them we could have quad twos um but realistically that's not going to happen very often.
00:16:40.560 So let's use this as an example of um you know because there's this whole thing is is poker gambling
00:16:48.640 or is it is it maths and I'll make it I'll make a case as to why it's maths and um I'll keep it basic
00:16:56.480 and then you can disabuse us if you want to get into the complications afterwards but we've got this
00:17:00.800 situation and like you said it's effectively a coin flip but it's not actually a coin flip because you've
00:17:06.800 got 53% and I've got 47% so let's yeah is that way around yeah so 47% so let's so let let let let's
00:17:14.640 break into where that is so why that is is because you're actually winning but I've got another six
00:17:23.680 cards in the hand in the deck that are going to help improve my position and put me in a stronger
00:17:29.760 position I've given I've given myself suited but ignore that so flop comes so actually I know so
00:17:36.800 let's do the message okay so 52 card deck yes I already know two of them so there were 50 cards
00:17:43.920 that are unknown to me and I'm looking for six of them so I'm looking for six out of 50 so any one
00:17:51.280 particular card gives me 12% however the flop is not uh one card it's three cards and it's not um
00:17:59.360 it's it's a dependent odds rather than independent odds because they're all coming out at the same
00:18:03.360 time so if you want to do the maths on that it's actually you've got to calculate out um six over 50
00:18:09.760 times six over 49 times six over 48 you count you multiply that out and that gives me 22% chance
00:18:18.160 so I've got a 22 chance of getting to where I need to get to on the flop so flop comes out
00:18:26.160 oh dear that's not what I was looking for um but we got the turn now now I've got I'm looking for
00:18:34.000 six out of 46. You say that but it's actually six out of 44 because you know that I've got two cards
00:18:41.600 well no because your cards are unknown to me very true yes so I'm looking for I'm looking for the for
00:18:46.320 the unknown variables so um I've got 12 percent um chance of getting it on the next card and then
00:18:54.720 it goes down to six out of 45 meaning that I've got a 13 percent chance on the river so you add those
00:19:01.920 up the 22 percent the 12 percent and the 13 percent and that's my 47 chance of getting there in the end
00:19:08.080 so very simplified example of why you can look at this as a maths game as a maths exercise and implies
00:19:16.320 that there is at least a mathematically perfect way of playing the game albeit we've given ourselves a
00:19:22.640 fairly simple example so I'll then go on to talk about expected value and stuff and then you'll you'll
00:19:30.880 explain this much better in a more complicated environment next card comes down it's an ace
00:19:37.200 yeah you're absolutely nailing me I have two outs I've hit I've hit one of I've hit one of my
00:19:41.840 outs so let's say in this particular scenario there's um let's say there's oh you've got all the
00:19:47.920 money now yeah you gave me all of your money yes well that is true let's say there's there's um
00:19:52.400 um 300 in the pot now now it's turned around a bit for you because you've only got two cards that
00:20:01.200 are going to help you so you're doing was it two are we down to two out of 45 two out two out of 45
00:20:07.360 so two out of 45 so you've got four and a half percent chance of winning so this is where the
00:20:14.800 expected value comes in if I make a bet against that 300 pot because you're only going to win
00:20:22.720 four point five percent in fact let's make it easier let's let's let's stick it let's stick a
00:20:26.400 thousand in the middle if I'm going to make a bet now yes because you've only got four and a half
00:20:35.120 percent chance of winning you don't want to call any bet higher than 45 monopoly bucks that would be my
00:20:42.640 direct odds yeah yes however then we've got the implied explicit um expected value because you
00:20:52.000 could look at me and see how much I've got sat there behind and let's just say oh I'll give myself
00:20:57.120 some more money to uh there we go to illustrate your point I I I've got several thousand here behind
00:21:04.720 you might now look at it and think well I've only got four and a half percent chance of winning
00:21:09.040 a thousand monopoly bucks and therefore I don't want to put any more than 45 monopoly bucks but if
00:21:14.800 you look at the rest of it and you you're pretty sure that your read is that you or my well not that
00:21:22.000 my read is that you've got aces otherwise I'm completely dead but if my read is that you have
00:21:26.240 an ace yes a strong ace yes and that you are the kind of person to be particularly sticky with that ace as
00:21:32.960 in yes you're not going anywhere and if my deuce flies off on the on the river yes and you bet big
00:21:39.200 again and I can just put all the money in there and you won't be able to get away from it then I'm
00:21:44.080 making way more money so all of a sudden you're you're looking at my entire stack over here and
00:21:50.400 you're thinking well let's say I bet 200 here for whatever reason you're thinking okay well straight
00:21:58.160 up four and a half percent isn't worth 200 but I'm looking at the several thousand that he's got
00:22:02.880 behind me so now actually it's four and a half percent of five thousand well now you're perfectly
00:22:09.680 willing to pay 200 just in case you get your your your duck and there we go quack quack up it turns
00:22:18.000 so that that's my butchered oversimplified explanation of um expected value and implied value but why
00:22:26.480 don't you do a better version of that for me uh i mean expected value is uh is this idea that's linked
00:22:35.600 to to equity uh so expected value is the average value of your hand over the course of the played
00:22:44.320 hand now it's important to note as well that because of the nature of the game uh and the number of
00:22:50.640 different iterations uh that there are essentially every hand is unique uh and your opponents are
00:22:57.200 certainly almost always going to be unique unless you play against the same person every single day
00:23:02.080 of the week so there are multiple different factors coming in and this is what makes it a dangerous game
00:23:08.720 a difficult game uh and the luck element means that uh you can get absurdly lucky such as hitting a
00:23:14.960 deuce on the river when you absolutely should not be there um or if uh you know in in that case uh a
00:23:21.840 bad beat is good for a a whale player a bad player but they've got too much money uh because occasionally
00:23:28.640 they win and that's good for professionals because the professionals keep the whales interested yes and
00:23:35.600 and the professionals can can milk that player for longer um so you you have this idea of evie now
00:23:44.080 across each street your ev changes and your ev uh there's certain decisions you can make because you
00:23:51.280 always have a choice on every street you can either assuming you've got the chips there you can raise
00:23:57.600 you can call you can uh or bet in the case of uh if you're first to act or you could fold and the ev
00:24:03.680 of folding is always zero but uh if you're making these other decisions there are other calculations
00:24:09.040 that go into it so if we're bluffing we have percentages uh that we go through in order to do
00:24:15.520 it so if i bluff for a hundred percent of the pot then i have to win uh a third of the time for example
00:24:25.360 and if my opponent is bluffing into me and they bet a hundred percent of the pot i have to win a quarter
00:24:32.000 of the time to make that uh make sense in terms of raw ev but as we've mentioned there's also this
00:24:38.000 concept of implied odds and implied odds is what are my odds that if i make my very strong hand i can
00:24:46.960 get paid on a future street because all bets in poker are exponential the more money that goes in the
00:24:53.440 earlier on in the game or the earlier on in the hand the more that that pot will be on the river
00:24:59.840 because you're always betting in terms of always cumulative yes yeah so you're always betting in
00:25:04.560 terms of the pot so if i if if we have our game of 50 100 and uh so the pot on the flop is only 200
00:25:14.880 and we start betting you know we're thinking about that 200 we're betting in terms of that and
00:25:20.080 professionals have certain conventions that they do a third size a third pot size bet is quite common
00:25:27.120 for instance on the flop at the moment that's changed over time used to be close to half
00:25:32.640 sometimes the opening sizes change but generally there are conventions within the space so a one
00:25:38.640 third pot bet size will be typical in which case the pot on the turn is only sort of 200 and uh sorry
00:25:48.320 322 and then it kind of goes from there whereas if we raise uh pre uh pre uh pre flop that is then
00:25:57.040 the size of the pot might be 500 when we reach the flop in which case instead of betting 66 i'm betting
00:26:04.240 200 you know into the size and that's an enormous difference in in changing values uh and uh so that
00:26:12.080 inflates the size of the pot so when you have in a very basic sense when you have strong hands you want
00:26:16.480 to bet big when you have weak hands you want to bet small yes so what what what about my my idea here
00:26:23.680 that um i i i just worked through a maths example as to how you could work it out i'm kind of implying
00:26:31.040 that there is a um a way of playing the game which is mathematically correct to watch the full video
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