So that kind of points towards a possibility of naked shorts, if I understand correctly (although by itself it doesn't prove it's happening).
SETTLEMENT DATE|CUSIP|SYMBOL|QUANTITY(FAILS)|DESCRIPTION|PRICE
20201215|36467W109|GME|170655|GAMESTOP CORP (HLDG CO) CL A|12.72
Not very rich data. I wonder how much of that comes from market-makers versus hedge funds. $ cat cnsfails202012[ab].txt | csvgrep -d '|' -c SYMBOL -r '^GME$' | csvcut -c 'QUANTITY (FAILS)' | sed 1d | paste -sd+ | bc -l
14276093
How many of those are the same shares failing to be delivered multiple times? Lots I don't understand...> The figure is not a daily amount of fails, but a combined figure that includes both new fails on the reporting day as well as existing fails
> Fails to deliver on a given day are a cumulative number of all fails outstanding until that day, plus new fails that occur that day, less fails that settle that day.
So the last day we have data for is December 31, 2020:
SETTLEMENT DATE,CUSIP,SYMBOL,QUANTITY (FAILS),DESCRIPTION,PRICE
20201231,36467W109,GME,228358,GAMESTOP CORP (HLDG CO) CL A,19.26
As I understand it that means there were only 228358 shares failed to deliver at that point in time. This needs more analysis to understand how irregular it is compared to the other 12,000 symbols that had shares fail to deliver in December...Are stock brokers allowed to just generate shares in their computer systems and then find a way later to actually obtain them? And when they do so, that might actually be from another broker who magicked them into existence?
Naked shorting is illegal. To short the shares the seller only has to perform a “locate” first. That involves contacting someone that has the shares and is willing to lend them. Skipping the locate step is illegal. They just don’t have to actually borrow them until delivery.
Additionally, if the locate fails to materialize then it’s the sellers responsibility to borrow them from someone else before delivery. If not, that leads to a fail to deliver which locks up further transactions for the seller until it’s resolved.
Unless you're a market maker and thus exempt from the regulation, because your market making function requires buying and selling lots and lots of unsettled shares in order to provide liquidity.
https://www.sec.gov/investor/pubs/regsho.htm#_ftn4
You can also look through FINRA's regulations here:
https://www.finra.org/rules-guidance/rulebooks
The wikipedia article on Regulation SHO is also fairly relevant:
https://en.wikipedia.org/wiki/Naked_short_selling#Regulation...
It's pretty long and tedious and not really targeted to your question though. I'll try to remember to post a better resource here when I find one.
There could be some archaic processes that are not electronic but are there inherent good reasons why they cannot be converted?
(This is also why GME trading was halted by some brokers--assymetrical trades and increased volatility meant there was greater risk for trades in those stocks for those brokers, so the clearinghouse demanded more collateral from the broker. Broker doesn't have that collateral right away, they can't make the trade.)
The system has become so intertwined that when someone breaks a promise, it’s too disruptive to actually hold them to account so we just paper over it to keep the wheels of commerce rolling.
And interestingly enough, if this transaction occurs in good faith and for unforeseen reasons there is no borrow liquidity at the agreed upon time, a fail to deliver will occur despite the short sale not being naked.
I guess that makes sense that a person can borrow a stock, sell it, borrow it again from the second buyer, sell it again. The number of stocks floating around stay the same, however, the number of iou's increases. Likewise, a person can buy the one share, return it, then buy it again, and return it again to settle the second of the iou's.
Interesting that nobody is really explaining the mechanics of how this works. Makes me wonder if a lot of retail investors are about to get hurt.
This is another case of the more popular a thing is, the less reliable the talk about it seems to be. News outlets could very much be explaining well what is going on, but they aren't. Bits and pieces of the "real" story are coming out, and lots and lots and lots of nonsense.
EDIT: Specifically, I think the idea that failures to deliver create counterfeit shares is wrong. I'd love to hear from someone with intimate operational knowledge of this process. FYI, SEC SHO FAQ:
* data breaches are very easily hidden: literally anyone can walk out with a usb drive loaded with information, or download the data off an unsecured/unlogged server without a trace
* it's hard to prove: I mean, companies aren't exactly offering their logs up for public inspection
* the system is built for allowing shadiness: not sure how to quantify this one but there's definitely a problem of attribution when it comes to who did it, especially when there's multiple data brokers involved.
You read hearsay saying that company X has suffered a data breach. The company denies this. Do you give them the benefit of the doubt, or do you assume they're guilty?
Is it though? Regulation SHO seems to make it quite hard for brokers to hide it these days. What makes you say it's easily hidden?
Pardon the question - thing is, i don't know if you have expertise in this, or if you're just another random internet guy expressing his biases.
Unless volume is zero, there is no “inability to purchase stocks.” Just inability at a desired price. If a market maker fails to deliver, they get hit with fines and fees from clearing infrastructure, exchanges and, eventually, the SEC.
Calls are commonly either covered by shares you own or in a spread where you buy and sell the same ticker at different prices or dates.
I've written cash-secured puts and covered calls a decent amount as an individual investor, the worst thing that happens is you end up buying something for more than it's worth or selling something for less than it's worth. However, it rarely goes wrong the first time and you've made premium from other options many times over on the same security. If you look up the Wheel or Triple Income options strategy that goes into the specifics of it. It works pretty well for high-volume, stable stocks that you want to own anyway.
This is a simplification though, there's actually like a parking garage involved (broker) who says to trade on his exchange that the broker will keep your title safe for you - it's better than a paper certificate to hold in your safe at home because it can't get lost! But this allows the parking attendant to sell your car hoping you wont notice, and hoping that he'll be able to buy another similar car back before you actually ask for yours back. And of course insurance companies, auto dealerships, etc, but you get the idea.
Robinhood's genius is hiding this complexity from their users behind a slick "gambling is fun" style app. TD Schwab ETrade and other "adult" brokerages also don't make it obvious, but at least they make you "read" some documents that explain the details before you get an account.
That there's a great deal of betting happening on the outcome of the stock market shouldn't surprise anyone (and yet it does!). It is, after all, the biggest game on the planet.
Why do we even allow people to sell borrowed things?
Unlike cars, one share in a company is as good as another, and the whole reason you borrow a share is so that you can sell it. It's kind of like how if you borrow money, you're allowed to spend it instead of just keeping it in a pile under your bed.
A owns a widget and lends it widget to B; B sells the widget to C; C lends a widget to B; C buys another widget from B.
A has 1 IOU from B and no widgets.
B has no widgets and owes one to A and 1 to C.
C has one IOU and one widget.
There you have 2 IOUs and only one widget. To settle debts, B will have to buy a widget from C, return it to him, and then buy it again and return it to A. The widget isn't "tainted" by being at one point borrowed, anybody buying it can lend it out. Doing so can create more IOUs than there are widgets.
Imagine getting in a circle with all of your friends, you have a dollar and the person on your right borrows it from you, then the person on their right borrows from them until you get around the circle and you borrow the dollar from the person on your left. There was only ever one dollar but now there are as many IOUs as people in the circle. That's of course a silly thing to happen, but if you rearrange it to make it messier the result is the same, more IOUs than there are things to be borrowed.
Basically, a short sale is a 3-party transaction. The first person lends their shares to the short seller. The short seller then sells the shares to another buyer. The original owner is still owed 1 share, which the short seller must later buy.
In other words, you can't have a short sale unless someone buys the shares from the short seller. That new purchaser, who has the stock, is long.
The key is that there are 2 people with long interest and 1 person with short interest. The short seller must pay borrow fees to the lender for the privilege of selling the shares short, otherwise there's no reason to do it.
A stock can have short interest greater than 100% without any naked shorting.
How is this possible? The textbook definition of a "short sale" is that someone borrows stock and then, literally, sells it short. The buyer of the stock is free and clear to do whatever they want with the stock, including re-lend it for another short sale. Wikipedia has a good primer on how this works: https://en.wikipedia.org/wiki/Short_(finance)
This has created a lot of confusion on WallstreetBets, where many participants have come to believe that Gamestop's short interest of 113% means that there are 13% more shares shorted than long positions to cover. It's not true, though, because the long interest is always greater than the short interest.