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Completed technology to Bitcoin, and do several other amazing things as well. So,
Paul Sztorc, thanks.

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This talk actually is not about Drivechain, although I'm sure it'll come up in the
panel at noon.

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Okay, so hi, my name is Paul Sztorc. I have a relatively mainstream background.

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I went to public school in Connecticut for 12 years, and then I went to a private
engineering college in Ohio,

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where I studied economics and statistics.

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I then worked a kind of pre-doctoral research statistician job at Yale University
for two years for a man named

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William Nordhaus, who just won the Nobel

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Prize in Economics a few months ago, or the Swedish Bank Prize if you prefer, and so
my economic training is relatively mainstream.

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But despite all of that, I fell in love with Bitcoin in 2012, and I published
Bitcoin research on my blog

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Truthcoin.info since 2014, and I presented at many Bitcoin conferences,

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especially the scaling Bitcoin conferences, as well as building on Bitcoin last
summer and TabConf

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earlier this year.

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The topic of this presentation is an idea for getting the public sector, and I put
it there,

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I put it there in a kind of scary red blob, to substantially inherit most of the
reasonableness of the private sector.

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And so this presentation is not about

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replacement. It is not about replacing the public sector with the private sector via
some mysterious process that no one will explain.

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It is just about improving the public sector. So you have to decide how anarchist
you think it is.

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It's up to you, but it does involve markets. It's very Hayekian, so we'll see.

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Here is the entire talk in one slide. The problem, politicians are installing bad
policies and getting away with it.

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Solution, make it easy to find the bad politicians and get rid of them, and

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specifically, we're going to create some assets that whose value reflects the
politicians' competence,

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and then we'll make the pricing data available to the public, and they'll just vote
for

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whoever has the better numbers.

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So

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people might have this information available to them just before they vote, and so
for each person running,

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there's a column here, and it just gives forecasts about how life will be if the
person's elected.

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The first row guesses how much the government will cost. The second row guesses how
economically prosperous the citizens will be, and

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the third row just maybe would cover things like

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invasion, war, health care, mental health,

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gun safety, whatever. It just kind of catches all these things, and people will just
look at the two numbers and decide which one they like

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more. So where do these numbers come from, and why would anyone take them seriously,
and that is what this talk is about.

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So first, I'm going to give some background knowledge, and then second, I'm going to
talk a little bit about

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democracy and what I call electoral feedback, and

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then I'm going to talk about these event derivatives, which are usually called
prediction markets, and

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fourth, I'm going to combine these ideas, and fifth, I'll explain why I think this
idea actually will work, unlike other ideas that don't work.

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Those last two are super short, take about 60 seconds, I hope.

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So

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the background knowledge that you need to have in a nutshell is that this idea is
very old, and a lot of super smart people

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like it, including many cypherpunks.

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The second is that I've already basically implemented the idea, so it's not
vaporware, and the third, there is no like scam

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ICO, or any kind of like weird scamming thing in this project anywhere, which I'm
going to explain.

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So the first name I'm going to drop is Hal Finney. A lot of people think that Hal
Finney is Satoshi Nakamoto.

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He received the first Bitcoin transaction. He liked this idea a lot.

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He's calling them conditional prediction markets. I'm going to call them
multi-dimensional

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event derivatives later.

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The second name is Robin Hanson, who Ralph Merkle is name-dropping him as an
important guy.

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This is basically Robin Hanson's ideas just put on a blockchain, and

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Ralph Merkle built most of the technology that Bitcoin uses, so

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this is more name-dropping, which is that this was a paper that was put out

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in order to try to convince the government to stop interfering with prediction
market development and research.

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It's signed by a giant list of people. All these people either like will win the
Nobel Prize, or have, or should.

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They're super, super well respected, and they all signed this paper,

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but it's kind of going nowhere, hence the blockchain emphasis that I'm taking it
sort of more

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getting further away from the high road, because it's been shown to be impractical.

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So the second thing is that this talk assumes that someone will solve the so-called

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blockchain oracle problem, which is a technical problem. In order to make these
assets, you need it to be solved. Fortunately,

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I personally have solved it,

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so there's nothing for you to worry about, and I wrote this paper about it a long
time ago, and this paper has some pretty

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cool endorsements. We've got Roger Ver up here.

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We also have Andrew Poelstra, who I think is the brightest technical mind in the
space, and

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we have also Adam Back, CEO of Blockstream, and we even have a smiley face from
Peter Todd.

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So it's like basically as good as it gets, I think.

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This paper that I wrote spawned virtually all the projects in this area,

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some of which I'm more proud of than others, but the only one I really like is this
one at the top. I saw it's

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oversaw its development. Personally, it's a fork of Bitcoin Core, and it was
assembled by two different

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Bitcoin Core developers over a period of about 24 months,

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and I run the project website where I put content like papers and this presentation,
and

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here's some screenshots.

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There we go.

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Some screenshots, which hopefully by the end of the talk will kind of make some
sense to you.

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So we have some events here. They're like in a big list, and then we have some
markets. They have prices,

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and then we have like a trading view, where you're like buying and selling things.
So that's just kind of to show it's not paperware.

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This project could theoretically be live on the Bitcoin BTC mainnet as early as this
autumn,

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but I don't, you know, you never know about that type of thing. It depends on a lot
of

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variables, so we'll have to see about that.

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So finally, I just have to mention there's no ICO and no like weird utility token
going on here.

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There is a second token, which leads to misunderstanding, so I'm going to explain it
in about three sentences.

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The second token is more

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analogous to mining. So in Bitcoin, the people who transact, they don't need to
mine, and

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in this project, the users, people who trade in these markets and create them, they
don't need to know anything about the second token,

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nor do they need to own any of the second token.

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So if you only own that token, if you want to go into that line of work,

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same way you'd only buy an ASIC if you wanted to go into that line of work.

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Okay, so now the talk can really get started actually, for real.

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So the question is, why is the public sector so disappointing? Because it's really
everyone that hates it.

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It's not just people who come to an anarchist

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conference

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in Mexico. It's just kind of universally, culturally,

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it's just disappointing for people. And the question is why, and the argument I'm
going to put forward has nothing to do with

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morality or with lofty abstractions such as freedom or whatever. It won't even have
that much to do with economics.

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Instead, it has more of like a physics or biochemistry flavor, because it rests on
this idea of feedback.

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And this is an idea of feedback in the free market, where you have

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bad products being sold and

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consumers don't like the products, and they buy fewer of them,

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which punishes the merchant who's selling them. So a free market doesn't mean
instant utopia, right?

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But it does mean that things improve, and they improve basically as fast as
possible.

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And

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so the modern democracies that most of us live in, for better or for worse, also
have feedback called voting. And

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it kind of goes a little like this, where if the government is too unsatisfying in
some way,

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it can be dismissed with a majority vote. And it's a little more complicated than
that. There's like some other weird stuff

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that's not really important. But basically, this is this gear that

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controls the machine

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very slowly. Now, the free market feedback differs from electoral feedback.

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We know they're different, because one works pretty well, and the other one is
always disappointing.

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So what are the differences? Frequency is one difference.

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The market feedback fires every time a merchant loses a sale.

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So that's many millions of times per day.

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The electoral feedback fires once every four or two or six years or something like
that or whatever,

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whatever the election is. So that's one big difference.

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But I think that difference is actually relatively trivial in comparison to
something that I call research.

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And so you see there's actually even more feedback loops than you originally
anticipated, because

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when a disappointing sale is completed, the consumer suffers. And the desire to
avoid suffering

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stimulates the consumer's search for alternatives. And I call that search effort
research, for lack of a better word.

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I don't know what else to call it.

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But so, okay.

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Now, in both sectors, public and private, you have to do your own research,

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so to speak, and you have to pay for your research. Research consumes your scarce
resources, especially your time.

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Important things in your life, you research a lot. Buying a house, you research it a
lot.

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But picking out a hotel room, on the other hand, you do not do as much research. You
only do a little bit.

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Cosmetic surgery, you would do lots of research. Buying a new pair of flip-flops,
very little research.

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So the problem with elections is that your single vote will almost never affect the
outcome, because there's so many voters.

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And people pretend that their vote matters in order to feel important, but really,
they know it doesn't matter.

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So if you master the issues and the candidates and do a lot of research,

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it won't change your life in the slightest, because other people are not doing any
research.

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So there's never any reason for you to do any.

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Now, of course, this is a big oversimplification,

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but I think it's basically the explanation for what's going on here.

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Voters usually admit that they don't know what they're doing, and I have here 71% of
Americans cannot even name their congressional representative,

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let alone know what they've been up to or whatever.

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And why bother learning who the representative is? Because it basically makes no
difference.

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So at breakfast on Election Day,

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voters will carefully weigh the costs and benefits of different breakfast foods that
they could eat.

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But when they go in to vote, they won't really know anything about the costs and
benefits of their choices,

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so hence this idea to kind of give them that information.

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Now, an implication of this theory is that the idea of educating people in order to
make them libertarians,

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or make them experts in economics,

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will never be able to actually solve this problem and improve society.

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It's very noble and worth doing, in the same way that chemistry and music are worth
doing,

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and like bird-watching is like a real skill, and mastering the skill of
bird-watching could be fun,

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but ultimately, if persuasion were effective, then the elections themselves wouldn't
be so problematic.

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Friedrich Hayek would have been wrong about information diffusion,

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and a centrally planned economy would be more efficient than laissez-faire.

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So the research incentives are the whole problem in the first place.

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So now, what should we do instead?

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As I said, the plan is to have people show up on Election Day, open their cell
phones, and check some prices,

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and it should be as easy as checking an NFL score, or the S&P 500, or something like
that.

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Then they just vote for the candidate with better prices, and this is just supposed
to be a huge improvement of what we do right now.

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So prices of what, though? What's going on here?

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This is an example of an event derivative, which is usually called a prediction
market.

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It's defined as an asset that pays you money if something happens.

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If the thing happens, you get paid. If it doesn't happen, you do not get paid.

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This is an example from a website called Intrade.

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The asset was created in 2011, and it would have been worth $1 if the year 2012 had
been the warmest year on record,

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as reported by these NASA satellites that measure surface temperature and put it on
a website where anyone can find it.

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Otherwise, the asset is worth zero.

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So the asset traded at $0.40 in January 2011, but by mid-2012, it was worth just
$0.10,

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and in December of 2012, it was worth basically nothing.

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So event derivatives are similar to bets or wagers.

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The difference is that with event derivatives, the prices are constantly changing,

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and this variation in prices produces socially useful information.

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So in a bet, the odds are fixed.

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And the odds are usually just fixed at 50-50.

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I bet you $20 if this happens.

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And where's the fun in that?

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You know, with these assets, the market price is the objective likelihood of the
event that the market is about.

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So as 2012 went on, it was becoming clear that it wasn't going to be the warmest
year, at least according to these satellites,

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and so the price collapsed over time.

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The topic of prediction markets usually reminds people of election betting, which is
a good start.

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These are assets that pay out if the candidate wins.

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This right here is an example if a candidate won the 2016 Republican presidential
nomination.

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So after the Iowa straw poll, Trump's price in blue plummeted because he didn't do
as well as people thought,

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and then it surged after he won South Carolina.

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Now, is this what I suggest that we do?

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A lot of people think that this is what I want us to do, but it is absolutely not at
all what I want us to do.

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This is lame.

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It is certainly entertaining, and it makes election years much more fun, especially
for me, because I like this type of thing.

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But these type of markets only tell us who is probably going to win.

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Instead, we want to change who wins, and we want to sabotage the incompetent
candidates so that they cannot win.

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And how do we do that?

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This is what Hal Finney was excited about.

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Although, yeah, they could never really do it the right way, but they were excited
about it back in, whenever that was, 2006 or something.

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Okay, so, oh yeah, sorry.

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I'm going to try to explain this idea of multivariate betting in nine slides.

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And hopefully after this, the whole presentation will make sense.

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And the first two are super easy, and four of them are really just one slide broken
into four pieces.

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So, here we go.

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Okay, here on the left, I have a series of coin flip events.

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In this table, we're describing the behavior of the 303rd coin flip.

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We don't know what will happen on that flip, but we can nonetheless fill in the
probabilities in this table.

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Heads and tails are equally likely, so it's 50-50.

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This is just a basic statement of probability.

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And this next one is also easy.

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It's just a dice.

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It's the same as the previous slide, but with a dice.

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Since each face of the dice is equally likely to come up, they all have one sixth.

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Now, here's where you need to turn on your brain, unfortunately.

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Sorry about that.

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But this is where it starts to get complicated, which is that this slide is just the
previous two slides kind of added together.

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And we have the coin flip in green along the left vertical edge of the table.

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And we have the dice roll across the top horizontal edge.

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And I've circled some probabilities in red.

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The probability that a two will be rolled is still one sixth.

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It's at the bottom.

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The probability that a tail will be flipped is still one half.

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Those are called marginal probabilities because they're written in the margin, so to
speak.

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The probability that both a two will be rolled and that a tail will be flipped
simultaneously, that's shown here as one twelfth.

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And okay, so with that out of the way, we can talk about relationships between
events.

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And I'm going to draw a contrast between these two tables here.

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Both are about unknown future coin flips.

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The top table considers coin flip 304 in blue across the top.

211
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And it considers flip number 305 in red across the left side.

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Each cell occurs with probability .25, which is what I have indicated here.

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Now, the second table does something extremely unrealistic that is only for teaching
purposes.

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It plots coin flip 304 against itself.

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Now, in the real world, this would never happen.

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No one would do this because it's just the same thing twice.

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But the point here is that if it did happen, we could write certain numbers in this
table.

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And the numbers we would write would have zeros for things that are impossible.

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So we zero out everything that's impossible.

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And we see there's a kind of clumping here.

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And I'm going to explain that again with this dice, which is also the same idea
here,

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that if it's the same dice roll against itself, you have this kind of clumping up in
a line.

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If they're perfectly related, they clump up in a line.

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If they're just a little related, then they only clump up a little bit.

225
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And if they are not related at all, they don't clump.

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So that's really the synthesis here is that instead of doing things that we know are
related,

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we check and see if other things are related.

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Here I have the—we just make four—okay.

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Since clumping equals relatedness, all we do is measure these two things at once,

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and we look for the clumping.

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And if there's clumping, that means the events are related.

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So we make four different event-derivative markets, one for each of the grids here,

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and we get a market price for each, and then we just look for this clumping.

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And that's basically the synthesis here, which is the short part,

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which is that with some arithmetic you can just add two numbers and divide them,

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and you can get out of this something that's very, very easy for the layperson to
understand.

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They'll never have to see anything complex.

238
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They just see a bunch of numbers that go up when the candidate is better

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and go down when the candidate is much worse.

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And that is how you get these numbers to show up that I mentioned at the beginning
of the talk.

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And so now I have two minutes left, I think, and I'm going to talk about this last
part,

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which is why anyone will care about this.

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So why would laypeople check their phones on election day?

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Well, if they're already in line, then actually this is the first Google result for
election line,

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and there's already people who are just on there.

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These people will be glued to their phones the whole time.

247
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So that's a small ask.

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People are basically on their phone all the time.

249
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But why would they navigate their phone to these particular prices and not just
ignore them,

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the same way they ignore every other piece of information that falls under this
category of research that I mentioned before?

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Well, basically, let's see here.

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In a nutshell, the voter turnout rate is super low,

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and it's so low that the people who don't vote could basically form their own
political party

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00:19:07,880 --> 00:19:10,880
that would defeat both of the other parties combined.

255
00:19:10,880 --> 00:19:15,880
So you really aim for these people who are just totally overwhelmed and apathetic
and don't know what to do.

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And I think that really describes most people,

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especially when you consider that fact about 71% of Americans not even knowing who
their congressional representative is,

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even though everyone hates the government.

259
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So I think that's the only way to explain all those things.

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The victory margins are very narrow.

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So even if you don't get every single nonvoter to form a party, you could still do
very well.

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And finally, you can ramp this up by betting on other stuff that people like

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until they get more comfortable with this institution, and then there you go.

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And that's basically—oh, yes, one final thing, and I think I have like 30 seconds
left, so it's perfect, perfect timing,

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which is that this idea makes rhetoric irrelevant.

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So, for example, let me skip to bullet point number three.

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If a politician announces that they want everyone to die and that they plan to kill
everyone, that's fine,

268
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but if the traitors don't actually believe that they will follow through or they
will or can follow through with this,

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then the number won't actually budge an inch because you're speculating on stuff
that will happen.

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The derivatives only pay if it actually happens.

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So everything that politicians say can just be safely ignored.

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And laypeople already know that politicians are liars, so I think they will actually
warm up to this idea pretty quickly.

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Okay, that's the talk.

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Thank you.
