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Showing posts with the label financial stability

Binance and its stablecoins

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Yesterday, the SEC issued a Wells notice to the stablecoin issuer Paxos , warning it that the SEC intended to take legal action against it for issuing an unregistered security. The security in question is the fully-reserved stablecoin BUSD (Binance USD), which Paxos issues expressly for use on the Binance crypto exchange. The Wells notice doesn't apply to Paxos's other fully-reserved stablecoin, USDP, which it issues for use on its own platform.  A few hours later, the New York Department of Financial Services (NY DFS) ordered Paxos to stop minting BUSD. In a consumer alert published on its website, the NY DFS said there were "several unresolved issues related to Paxos’ oversight of its relationship with Binance in regard to Paxos-issued BUSD." It didn't specify what these issues were, but it went on to clarify that Paxos's BUSD and Binance's coin of the same name are not the same thing, and that it only regulates Paxos's coin, not Binance's: ...

The asymmetric mechanics of Tether

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Tether is the issuer of the cryptocurrrency world's premier stablecoin, USDT. Stablecoins aim to guarantee the value of cryptocurrencies in dollar terms, hedging volatility risk and making it easier to realise notional gains from cryptocurrency's wild price rises. But Tether's relationship with the main cryptocurrencies, particularly Bitcoin, is controversial. There is a raging battle between those who think that USDT issuance pumps up the price of Bitcoin, and those who argue that USDT issuance has nothing to do with Bitcoin's price. But in my view, the truth is more complex. Tether's asymmetric mechanics both support and disprove the arguments of both sides.  USDT, Tether's "token", is a representation of the US dollar that can be readily traded on cryptocurrency markets. People exchange dollars for USDT, then use the USDT to buy and sell cryptocurrencies. They do so secure in the belief that each USDT token is always worth 1 US dollar. And so far, U...

Britain was not "nearly bust" in March

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"Britain nearly went bust in March, says Bank of England", reads a headline in the Guardian . In similar vein, the Telegraph's Business section reports "UK finances were close to collapse, says Governor": Eh, what? The Governor of the Bank of England says the UK nearly turned into Venezuela? Well, that's what the Telegraph seems to think:  The Bank of England was forced to save the Government from potential financial collapse as markets seized up at the height of the coronavirus crisis, Governor Andrew Bailey has said. In his most explicit comments yet on the country's precarious position in mid-March, Mr Bailey said 'serious disorder' broke out after panicking investors sold UK government bonds in a desperate hunt for cash. It left Britain at risk of failing to auction off the gilts needed to fund crucial spending - and Threadneedle Street had to pump £200bn into markets to restore a semblance of order. Reading this, you would think that the UK...

Weird Is Normal

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This post was originally published on Pieria in December 2013. Since then, the idea that the long-term real equilibrium interest rate must be equal to or lower than the long-term sustainable growth rate has become much more mainstream. I am just amazed that anyone ever thought it could be otherwise. A long-term real interest rate persistently above the sustainable growth rate cannot possibly be an "equilibrium" rate. As I show in this piece, it can only be maintained through rising inequality. It is by definition ponzi and therefore unsustainable. Periodic financial crashes are inevitable in any system in which growth does not cover the interest on debt.  Three years ago, Nick Rowe produced this post describing a “weird world” – a world in which the equilibrium interest rate is at or below the long-term growth rate of the economy, rather than above it as we are used to. In such a world, bubbles are inevitably created as investors search for positive yield. This is al...

Arithmetic for Austrians

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This piece grew from a number of conversations with people of Austrian economic persuasion, mostly Bitcoiners and goldbugs (which these days seem mysteriously to have converged). I thought of calling this "Monetarism for goldbugs", but decided to preserve the mathematical slant of the previous pieces in this series. But it's monetary arithmetic, of course. And as Austrians tend to obsess about "sound money", it is specifically sound monetary arithmetic . (Note: Someone has pointed out on Twitter that the arithmetic in this piece is considerably more advanced than the equations themselves suggest. If you are bit rusty on the mathematics of change, I suggest reading the first piece in this series, Calculus for Journalists ).  Inflation is complicated As "sound money" seems to mean "no inflation", let's start by defining what we mean by inflation. In mainstream economics, "inflation" usually means a general increase in...