In theory, bitcoin’s futures market could implode much like the oil futures market did in April. https://allcoinss.com But from a practical perspective, Hougan says it’s unlikely, since much of the issue in the oil scenario had to do with the cost of storage, and there’s no problem with storing bitcoin (since you can’t even hold it). Investing in a bitcoin futures ETF means you don’t own bitcoin directly, the way would with an ETF that hold stocks or bonds. Once you’ve developed sufficient confidence in your methods, you can then fund your trading account and begin to trade. Making small trades at the beginning could save you a lot of money and stress.
Any mention of ‘funds’ within this site encompasses both privately offered fund and separately managed account investments. The bitcoin ETF works by buying futures contracts whose expiration dates are relatively near — perhaps a month or two out, which should roughly, but not perfectly match, the current price of bitcoin. As the date approaches, the ETF sells these about-to-expire contracts and buys a new set of contracts that expire in another month or two — basically "rolling" them over. The CME bitcoin futures contract specifications are for 5 bitcoin as defined by the CME Crypto Facilities Ltd. This aggregates activity in Bitcoin trading across major bitcoin spot exchanges between 3 p.m. The new contract will be cash-settled, based on the CME CF Bitcoin Reference Rate, which serves as a once-a-day reference rate of the U.S. dollar price of bitcoin.
A reputable futures broker is usually a member of the National Futures Association and submit to regulatory oversight by the CFTC. Cboe's trading venues include the largest options exchange in the U.S. and the largest stock exchange by value traded in Europe. In addition, the company is the second-largest stock exchange operator in the U.S. and a leading market globally for ETP trading. If the Bitcoin is higher than your futures contract price agreement, you can profit from the surplus. However, if the Bitcoin's exchange rate goes down, you'll incur substantial losses as you will have to pay out the difference and maintain the collateral at the required level. A good ETF offers you access to gain exposure to bitcoin within your budget, risk tolerance, and trading goals.
These transfers can be done with minimal processing cost, allowing users to avoid the fees charged by traditional financial institutions - as well as the oversight and regulation that entails. The lack of any central authority oversight is one of the attractions. Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions. We may receive payment from our affiliates for featured placement of their products or services.
6, the CME futures market dominates the underlying spot market in terms of Granger causality. Perhaps more worryingly, the levels of futures trading has not been as high as the initial flurry of excitement may suggest. The volume of trading since bitcoin’s launch on CBOE has been relatively low, especially compared with more established currencies futures. Bitcoin futures allows traders to speculate on what the Bitcoin price will be at a later date. For instance, at the time of writing this article, the January contract for Bitcoin was trading around US$18,300, up from an opening price of US$15,000. Eric Wall is a Stockholm-based software engineer and cryptocurrency trader.
Trade More and Get Paid
I count 27 times in which bitcoin traded 20% above or below the opening price, using data from CoinMarketCap.com going back to May 2013. Futures are inherently risky for brokerages because speculators who use leverage can lose https://www.cnbc.com/2022/03/31/if-you-bought-and-sold-cryptocurrencies-in-2021-you-might-owe-taxes.html all of their account balance and more if the market goes against them. When that happens, brokerages have to become debt collectors, and what they can't collect from their money-losing clients they have to eat as a loss.
- Now, the required margin would have fallen the same 18% from the highs, leaving it at about $17,325, which would put the account of just $13,800 on margin call, needing to deposit $2,400 to remain in their position.
- The CME and FCMs have come up with something called maintenance margin to lessen these types of swings and need for money to be sent back and forth… with the maintenance margin typically some smaller percentage than the initial margin requirement.
- D suggest that spot prices cannot predict the CBOE futures prices, i.e., there is no causal relationship running from spot prices to the CBOE futures prices in all cases.
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"It's all about lowering the barrier to entry to ensure continued participation and liquidity in our markets." CME has reported its new Micro Bitcoin Futures have tallied more than 650,000 contracts traded in the first month since launch. The Asset Management Derivatives Forum brings together market participants to examine developments impacting the use of derivatives by asset managers. FIA supports our member firms in adapting to market trends and meeting regulatory, legal and operational obligations through resources including industry-standard agreements, business continuity tools and industry data. For each partition separately, the volume-weighted median trade price is calculated from the trade prices and sizes of all Relevant Transactions, i.e. across all Constituent Exchanges.
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