Bitcoin Futures,Aug

Tyler and Cameron Winklevoss, twin brothers who own large amounts of bitcoin, tried to create an exchange-traded fund based on bitcoin, but federal regulators denied their application. Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services. We may also receive compensation if you click on certain links posted on our site.

The performance data displayed herein is compiled from various sources, including BarclayHedge, and reports directly from the advisors. The idea here is that any sort of flash crash or the like will be met with cooler heads when everything is put on pause, and buyers will come back into the market once they see there’s a pause. Back in 2014, the Lean Hogs market had at least 7 limit moves, many of which were in the same direction and occurring day after day, leading the CME to announce they are expanding limit moves in the Hog market. Bitfinex has a bespoke offering expertly tailored to meet the specific needs of professional and institutional traders including sub-accounts, expedited verification, and dedicated customer support. "But I would caution you really do have to know the risk that you're taking on," from buying crypto-linked stocks. "That is, it is only a proxy and not a direct reflection of bitcoin's price. They can diverge wildly," said Cai.

These two are the popular derivatives usually traded in the investment space today. However, these two have distinct features, and you must clearly understand them before putting your money on them. Early analysis of Bitcoin concluded that it did not meet the economic conditions to be classified as a currency. We investigate whether the introduction of futures trading in bitcoin is able to resolve the issues that stopped bitcoin from being considered a currency. Our analysis shows that spot volatility has increased following the announcement of the futures contracts, the futures contracts are not an effective hedging instrument and that price discovery is driven by uninformed investors in the spot market.

Bitcoin futures contracts are settled every trading day, based on transparent reference price, reflected in all Bitcoin-related contracts. Unified price reference mitigates the volatility of spot prices, making Bitcoin suitable for payment purposes. It is essential to know that the price of a bitcoin futures contract is broadly proportional to the price of bitcoin. So, trading bitcoin futures is an alternative to spot trading, which involves the actual buying or selling of underlying crypto.

Andrew has a Bachelor of Arts from the University of New South Wales. All of the Bitcoin futures exchanges listed on this page are large, well-known and have a reputation for being legitimate. CME is one of the traditional exchanges that now offer Bitcoin futures. Short contracts mean your balance will rise as Bitcoin prices fall and fall as Bitcoin prices rise, while long contracts mean your balance will rise when Bitcoin prices do and fall when Bitcoin prices do. You can simultaneously have multiple contracts of different types which can offset each other. The top five by open interest at the time of writing are OKEx, Binance, CME, ByBit, and BitMEX.

BEST CRYPTO BROKERS

BTC is in a lengthy downtrend but three key price metrics explain why traders are confident that the $38,000 level will hold. Please keep in mind that the full process may take 5-6 business days. The offers that appear in this table are from partnerships from which Investopedia https://www.investopedia.com/articles/investing/012215/how-invest-bitcoin-exchange-futures.asp receives compensation. Investopedia does not include all offers available in the marketplace. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts.

  • Dive into Micro Bitcoin futures today, plus get access to full sized bitcoin futures contracts as well.
  • Instead, it simply involves trading Bitcoin at a future, pre-agreed upon date, whatever the price at that time may be.
  • While the enhanced volatility may not be suitable for some, it is ideal for many trend-following and reversal trading strategies.
  • Please see /about to learn more about our global network of member firms.
  • This contrasts for example with asset managers who these days are long-only.
  • View FIA's press releases, as well speeches, testimony and statements on developments in the global cleared derivatives industry.

Each futures contract contains a specified amount of the traded product. In the example of CBOE Bitcoin futures, each futures contract contains one Bitcoin and is settled based on the Gemini crypto exchange auction price for Bitcoin. There will typically be a commission fee for buying and selling futures contracts, similar to buying or selling cryptocurrency outright.

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Even so, the largest cryptocurrency has tumbled by two-thirds from November 2021’s all-time high. Although this has been rejected before, it could serve a role given the riskiness of bitcoin futures. 553, 568 (“Coinbase was opened in January 2014 and allows for legal trading of digital currencies. It was heralded as the first regulated Bitcoin exchange.” ). For ideas on how to regulate Coinbase https://allcoinss.com and similar exchanges, see Jerry Markham, Regulating the Moneychangers, 18 U.

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"