Amit Varma is a writer based in Mumbai. He worked in journalism for over a decade, and won the Bastiat Prize for Journalism in 2007. His bestselling novel, My Friend Sancho, was published in 2009. He is best known for his blog, India Uncut. His current project is a non-fiction book about the lack of personal and economic freedoms in post-Independence India.
This is the 38th installment of my fortnightly poker column in the Economic Times, Range Rover.
The answer to the Ultimate Question of Life, the Universe and Everything, according to The Hitchhiker’s Guide to the Galaxy, is 42. The computer that came up with this took 7.5 million years to calculate it, though the question for this answer wasn’t known. Well, I have a guess as to what it was.
My guess is that Douglas Adams was a keen connoisseur of Pot Limit Omaha, and he got into the following hand with his friend Richard Dawkins. Adams had T985ds, spades and diamonds, and the flop came K67, one spade and two diamonds, giving him a humongous wrap, a flush draw and a backdoor flush draw. Dawkins potted, Adams repotted, Dawkins jammed, Adams called. Dawkins had AAKKds, clubs and hearts, for top set. ‘Ha,’ he exclaimed, ‘I have the nuts. Take a hitchhike, my friend!’
‘Now, now, calm down,’ said Adams. ‘It is in your genes to be excitable, I know, but I must inform you that your top set is not the best hand here. Indeed, I am actually the favourite to win here.’
‘You’re kidding me,’ said Dawkins, as he looked at Adams’s cards in growing horror. ‘So what percent of the time do I win this hand?’
And that’s the question, dear reader, to which the answer is 42.
As it happens, the turn gave Adams a straight flush, at which point Dawkins became a militant atheist, as indeed am I, but that is not a matter on which I shall dwell today. Instead, I wish to bring up the role of numbers in poker. I have written before on how poker is a numbers game, and to master the game, you must master the math. In my last column, I wrote about the hard work involved in teaching yourself the game, much of which involved number-crunching. In response, my friend Rajat, a keen player with a recent live tournament win under his belt, tweeted: ‘I’m an old-school player, terrified of numbers. What advice for me?’ This is a reaction many people would have, so here’s what I have to say.
The mathematical laws that govern poker, and indeed, the universe, are not ‘new-school’ inventions. Just as an old-school physicist before the time of Newton was subject to the laws of gravity, so is poker subject to mathematical laws, rewarding those who master them. Indeed, ‘old-school’ players knew their math, as you will note from the vintage of David Sklansky’s The Theory of Poker (1983), and the musings of Doyle Brunson, a man who knew his fold equity, in Super System (1979). Since the internet boom in poker, the math behind the game has been far better understood, to the extent that a talented player who ignores the numbers is like a prodigious swimmer trying to cross an ocean but just refusing to get on a bloody boat.
All decisions in poker come down to the math of estimating pot equity and fold equity and making the best decision possible. You may use your ‘reads’ and psychological insights to get a better sense of your opponent’s range, and how likely he might be to act in a particular way, but all these merely help you come up with the right inputs. The answer, in the end, lies in the math. And here’s the thing: if you ignore the math, that doesn’t mean the math goes away. No, it’s working away in the background, like the laws of nature, ensuring the survival of the fittest – or those who adapt the best, as Dawkins would say.
If you have been winning at poker without caring too much about the math, it is either because you’re playing really soft games, or you’ve been lucky. The way the game is growing in India, both of these are bound to change. So here’s a thought for you: It is a truism in poker we must not be results-oriented, and should just focus on making the right decisions so that we show a profit in the long run. But how do we know what the right decisions are? The answer lies in asking the right questions – as Dawkins did to Adams.
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