{"id":33143,"date":"2024-03-27T17:34:36","date_gmt":"2024-03-27T16:34:36","guid":{"rendered":"https:\/\/quantpedia.com\/?p=33143"},"modified":"2025-06-04T14:02:21","modified_gmt":"2025-06-04T12:02:21","slug":"cryptocurrency-market-dynamics-around-bitcoin-futures-expiration-events","status":"publish","type":"post","link":"https:\/\/vvv.quantpedia.com\/es\/cryptocurrency-market-dynamics-around-bitcoin-futures-expiration-events\/","title":{"rendered":"Cryptocurrency Market Dynamics Around Bitcoin Futures Expiration Events"},"content":{"rendered":"\n<p class=\"wp-block-paragraph\"><strong>In the rapidly evolving landscape of cryptocurrency markets, understanding the underlying dynamics that drive price movements and investor sentiment can be a matter of survival. However, there are myriad facets of trading reality, and the only thing that we can do is to slowly understand them one after another, one step at a time. This article picks one corner of the cryptocurrency market and sheds a little light on it. We have already written a few times about the importance of the introduction of Bitcoin futures and their impact on the Bitcoin price. Therefore, in this article, we will specifically examine Bitcoin&#8217;s behavior around the critical events when Bitcoin futures expire.<\/strong><\/p>\n\n\n\n<center>Video summary:<\/center>\n\n\n\n<div style=\"height:20px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<figure class=\"wp-block-embed-youtube wp-block-embed is-type-video is-provider-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio responsive-video wp-embed-aspect-4-3\"><div class=\"wp-block-embed__wrapper\">\n<iframe title=\"Bitcoin Futures Expiration Trading Strategy - Quantpedia Explains (Trading Strategies)\" width=\"800\" height=\"450\" src=\"https:\/\/www.youtube.com\/embed\/QJ_NcEca6DQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe>\n<\/div><\/figure>\n\n\n\n<h1 class=\"wp-block-heading\">Introduction<\/h1>\n\n\n\n<p class=\"wp-block-paragraph\">Firstly, let us briefly introduce future contracts or shortened futures.<\/p>\n\n\n\n<div>\n<ul>\n<li>\n<p>As mentioned several times in older articles, <a href=\"https:\/\/www.investopedia.com\/terms\/f\/futurescontract.asp\" target=\"_blank\" rel=\"noopener\">futures contracts<\/a> are financial derivatives that oblige the buyer to purchase a determined underlying asset (or the seller to sell that asset) at a predetermined future price and date. They are used mainly for <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/systematic-hedging-of-the-cryptocurrency-portfolio\/\" data-wplink-edit=\"true\">portfolio hedging<\/a> and speculation purposes.<\/p>\n<\/li>\n<li>Each has a special characterization (such as Trading Hours, minimum Price Fluctuation, and Settlement) by the exchange on which it is traded; in our example, we are interested in Bitcoin Futures Contract Specs\u2014from <a href=\"https:\/\/www.cmegroup.com\/markets\/cryptocurrencies\/bitcoin\/bitcoin.contractSpecs.html\" target=\"_blank\" rel=\"noopener\">CME Group<\/a>.<\/li>\n<\/ul>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Primarily used in commodity\/currency\/rates and equity markets, they have also found use in cryptocurrency markets, utilizing theoretical aspects of perpetual (<em>BTC-PERP<\/em>) futures <a href=\"https:\/\/ideas.repec.org\/a\/bla\/jfinan\/v48y1993i3p911-31.html\" target=\"_blank\" rel=\"noopener\">(Shiller, Robert J, 1993)<\/a>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">It is important to note that <em>PERPs<\/em> are (or at least at the beginning were) traded on unregulated exchanges (often with leverage up to 100x) but recently were added to respected ones such as <em>Coinbase<\/em> (which is traded on <em>NASDAQ<\/em> as ticker <em>COIN<\/em>) too. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Perpetual futures have no expiration dates, but traditional futures do. Therefore, we are interested in the impact of the introduction of traditional highly liquid futures on the CME Exchange and their expiration calendar on the underlying Bitcoin price.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Related (Research and) Literature<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">We were partially inspired by&nbsp;<a href=\"https:\/\/doi.org\/10.1016\/j.iref.2023.02.013\" target=\"_blank\" rel=\"noopener\">(N. Blasco, P. Corredor, and N. Satr\u00fastegui, 2023)<\/a> and encouraged to continue in their steps and choose our own direction for lacking research. In short summary, this paper studies the effect of monthly expiration on the intraday movements of the Bitcoin market. Their results show that around the time of maturity, there are significant changes in the trading volume, volatility, and returns of bitcoin, an asset traded in many exchanges simultaneously:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>The prevailing effect on trading volume is that it increases before the expiration, at least in the case of cash-settled contracts, and decreases later.<\/li>\n\n\n\n<li>Volume increases tend to increase volatility and vice versa. However, the effect on volatility is shorter in time than that detected on volume.<\/li>\n\n\n\n<li>The overlapping of possible effects from other unregulated futures with the exact maturity dates as those of some of the formally regulated futures under analysis, as well as the expiration of other sophisticated products, such as options or futures with daily maturity, may also influence the results obtained in the spot markets.<\/li>\n\n\n\n<li>Introducing bitcoin futures contracts in regulated markets leads to an expected increase in institutional investors&#8217; trading.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Their research sheds some light on cryptocurrencies, and casts doubts on market efficiency, and how bitcoin pricing can be stable. They empirically confirm a clear anomaly in the spot market when the futures expiration date arrives, a phenomenon which is clearly manifested in the hours around the expiration.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Our plan is to follow in the footsteps of Blasco, Corredor, and Satrustegui and study the impact of the futures expiration on the daily timeframe, spot Bitcoin prices, and BTC ETF prices.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Data and Collection<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">We relied on one source, <a href=\"https:\/\/finance.yahoo.com\" target=\"_blank\" rel=\"noopener\">Yahoo Finance<\/a>, from where we downloaded historical data for two assets:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><a href=\"https:\/\/finance.yahoo.com\/quote\/BTC-USD\/history\" target=\"_blank\" rel=\"noopener\">Bitcoin USD (BTC-USD) Price History &amp; Historical Data &#8211;<\/a> BTC spot<\/li>\n\n\n\n<li><a href=\"https:\/\/finance.yahoo.com\/quote\/BITO\/history?\" target=\"_blank\" rel=\"noopener\">ProShares Bitcoin Strategy ETF (BITO) Stock Historical Prices &amp; Data<\/a> &#8211; BTC ETF<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><em>YF<\/em> got its data on the spot <em>BTC<\/em> from <a href=\"https:\/\/coinmarketcap.com\/faq\/\" target=\"_blank\" rel=\"noopener\">CoinMarketCap<\/a>, which is often a trusted and reliable price source for derivative exchanges to calculate mark prices. They do so by accumulating and aggregating prices and volumes from the most respectable exchanges, and we consider this the closest to the &#8220;real&#8221; price of Bitcoin (you can get to sell\/buy at any point in time).<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The data sample starts with the first BTC futures expiration day on Friday, 12\/29\/2017 and runs until 28\/2\/2024. Bitcoin spot is traded 24\/7 and each trading day in our data ends at 0.00 UTC time.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Approaches &amp; Methodologies<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">A bit of history window, in nice chronology and important points, is necessary:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Cboe Bitcoin futures, the first U.S. regulated futures of their kind, launched on December 10, 2017. (<a href=\"https:\/\/ir.cboe.com\/files\/doc_news\/2018\/05\/pr-05-16-2018b-pdf1691635869961.pdf\" target=\"_blank\" rel=\"noopener\">Cboe Global Markets, Inc. &#8211; Investor Relations, in their News Release from May 16, 2018<\/a>)<\/li>\n\n\n\n<li>Then (8 days later), <em>CME<\/em> announced that its new bitcoin futures contract would be available for trading on Dec. 18. The <em>CME<\/em> announcement came as the <em>Commodity Futures Trading Commission<\/em> said it would allow the world&#8217;s largest futures exchange and its competitor, the <em>Cboe Futures Exchange<\/em>, to launch bitcoin contracts; <a href=\"https:\/\/www.cnbc.com\/world\/?region=world\" target=\"_blank\" rel=\"noopener\"><em>CNBC<\/em><\/a> reported on this in a couple of <span class=\"ILfuVd\" lang=\"en\"><span class=\"hgKElc\">articles.<\/span><\/span><\/li>\n\n\n\n<li><span class=\"ILfuVd\" lang=\"en\"><span class=\"hgKElc\">Speaking of future options, unlike regular market hours, Bitcoin contract positions expire on <em>CME<\/em> at 16:00 London time on the last Friday of <b>every month<\/b>. (<a href=\"https:\/\/redot.com\/blog\/bitcoin-option-expiry-date-time\/\" target=\"_blank\" rel=\"noopener\">Redot, 2023<\/a>)<\/span><\/span><\/li>\n\n\n\n<li><em>BITO<\/em>, the first of its kind, was incepted <span class=\"about-fund__list-value d-inline-block\">on 10\/18\/21<\/span>. As the <a href=\"https:\/\/www.proshares.com\/our-etfs\/strategic\/bito\" target=\"_blank\" rel=\"noopener\"><em>ProShares<\/em> investment prospect<\/a> points out, <em>BITO<\/em> invests in Bitcoin futures and does not invest in spot Bitcoin. There is no guarantee the fund will closely track Bitcoin returns. But it does sufficiently so, and for a long time, up until January 2024, it was the only trustworthy way for institutional investors that wanted <em>BTC<\/em> exposure in <em>ETF<\/em> form. <\/li>\n\n\n\n<li>Then came the first spot, U.S. ETFs (European and Canadian were before, but they were thinly traded and hence had a negligent influence on the price of spot Bitcoin), which is fast-forward and another story. <\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">However, back on topic!<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Since we have an absolutely minuscule (weeks) sample of spot <em>ETF<\/em>s, events, and surroundings, their consequent influences on future prices during expiration have yet to be shown. We will leave any guesses open. What will definitely be interesting is to see if <em>trad-fin<\/em> &#8220;classical&#8221; events will <em>emanate<\/em> on spot <em>ETF<\/em>s and, therefore, influence spot and futures prices; we are talking about holiday effects, the turn of the months, etc. All of that is yet to be seen.<\/p>\n\n\n\n<h1 class=\"wp-block-heading\">Main Results and Commentary<\/h1>\n\n\n\n<p class=\"wp-block-paragraph\">Let&#8217;s start with a simple sub-task: plot spot&nbsp;<em>BTC<\/em>&nbsp;behavior in&nbsp;<em>t<\/em>&nbsp;days before (<em>t-3<\/em>&nbsp;to&nbsp;<em>t-1<\/em>), at (day&nbsp;<em>d<\/em>), and after the expiration event (<em>d+1<\/em>&nbsp;to&nbsp;<em>d+3<\/em>), and try to draw some conclusions. Our hypothesis is that the introduction of the BTC futures trading may have an impact on the BTC spot returns around the BTC futures expiration days (research by Blasco, Corredor, and Satrustegui has already shown that there are intraday patterns around the expiration).<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">This bar chart nicely shows the arithmetical (linear) average of returns on Friday, on day <em>d <\/em>(introduced before), and days around.<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter\"><img decoding=\"async\" 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\" alt=\"\"\/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">We can see that BTC gains significantly during expiration day but have negative returns on the preceding day. Note that returns during the subsequent weekend (d+1 and d+2) are comparable to those three and two days before expiration and are not a matter of interest. Looks really like first Monday after the expiration is the best day return-wise from them all.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">This one is from a full sample, but it is to be said that we will have our focus on two sub-samples:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>before <em>BITO<\/em> launch;<\/li>\n\n\n\n<li>and after <em>the BITO<\/em> launch.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">This is our question -&gt; Is there any influence of&nbsp;<em>ETF<\/em>-traded&nbsp;<em>BITO<\/em>&nbsp;on returns around expiration? Our hypothesis is that with the introduction of the BITO ETF, there was a significant influx of money into BTC futures, which could shift the pattern in the returns around the BTC futures expiration.<\/p>\n\n\n\n<div><strong>Until BITO creation (last expiration was on Friday <span data-sheets-root=\"1\" data-sheets-value=\"{&quot;1&quot;:3,&quot;3&quot;:44463}\" data-sheets-userformat=\"{&quot;2&quot;:1,&quot;3&quot;:{&quot;1&quot;:5}}\">9\/24\/2021<\/span>):<\/strong><\/div>\n\n\n\n<figure class=\"wp-block-image aligncenter\"><img decoding=\"async\" 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\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\" alt=\"\"\/><\/figure>\n\n\n\n<div><\/div>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<div><strong>Spot from <em>BITO<\/em> creation onwards (first expiration with <em>BITO<\/em> in the trading environment of <em>NYSE ARCA<\/em> exchange was on <span data-sheets-root=\"1\" data-sheets-value=\"{&quot;1&quot;:3,&quot;3&quot;:44498}\" data-sheets-userformat=\"{&quot;2&quot;:1,&quot;3&quot;:{&quot;1&quot;:5}}\">10\/29\/2021<\/span>):<\/strong><\/div>\n\n\n\n<figure class=\"wp-block-image aligncenter\"><img decoding=\"async\" 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\" alt=\"\"\/><\/figure>\n\n\n\n<div><\/div>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">An astute reader would see that&nbsp;<em>&#8220;price action&#8221;<\/em>&nbsp;(returns around in the vicinity of expiration day) kind of flipped around the dates before and after the&nbsp;<em>BITO<\/em>&nbsp;launch. The daily pattern in the BTC returns in the period before the BITO introduction (2017-2021) is similar to the whole period (2017-2024). On the other hand, the pattern in the daily returns after the BITO ETF introduction (2021-2024) is reversed, especially on days preceding the expiration and on the expiration day itself.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Finally, let&#8217;s just quickly look at the returns of <em>BITO<\/em> <em>ETF<\/em> (obviously, we track it from its first expiration on futures, which was <span data-sheets-root=\"1\" data-sheets-value=\"{&quot;1&quot;:3,&quot;3&quot;:44498}\" data-sheets-formula=\"=IF(WEEKDAY(EOMONTH(R[0]C[-4],0))=6,EOMONTH(R[0]C[-4],0),IF(WEEKDAY(EOMONTH(R[0]C[-4],0))<7,EOMONTH(R[0]C[-4],0)-(1+(WEEKDAY(EOMONTH(R[0]C[-4],0)))),EOMONTH(R[0]C[-4],0)-1))\">10\/29\/2021, as mentioned earlier)<\/span>:<\/p>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<figure class=\"wp-block-image aligncenter\"><img decoding=\"async\" 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KLNRE0YurrIOBDkBWouseC9LS\/WEl2i5iAYqEAgvJ1UNxlXUw0AHISnTdY0Fauj+sRNtFLECRUGAhOe1krUQ7+1iy0GVaia57LEhL94eVaLuIBSgSCiwkp52slWhnH0sWukwr0XWPBWnp\/rASbRexAEVCgYXktJO1Eu3sY8lCl2kluu6xIC3dH1ai7SIWoEgosJCcdrJWop19LFnoMq1E1z0WpKX7w0q0XcQCFAkFFpLTTtZKtLOPJQtdppXouseCtHR\/WIm2i1iAIqHAQnLayVqJdvaxZKHLtBJd91iQlu4PK9F2EQtQJBRYSE47WSvRzj6WLHSZVqLrHgvS0v1hJdouYgGKhAILyWknayXa2ceShS7TSnTdY0Fauj+sRNtFLECRUGAhOe1kNV9+4BW39+2T7mT3Wbd513H3ia9tqprHZ9VPm\/Wj3cybXgqv\/ftju93BI6fd6Z6zbltju\/vH5VvC81fess5tfeO4O9X72Y8+92bVZw4U7exjyUKXaSW67rEgLd0fVqLtIhagSCiwkJx2spXxBdKxjh739R\/udh+9bb375YZW95uXD1fN5\/PYrw64R9dWF0mfXbHNdZw44264b4e76tb17tmNrW5jQ1t47c4f7ArT192x0b156JSb07uM67+x1f3o1weqPkejnX0sWegyrUTXPRakpfvDSrRdxAIUCQUWktNOtjL+T9K0tnWXp+fd9bLrOnWmaj6f\/9l4yN3zk8aq5xc++Kq7\/6nm8rQ\/I3bw6OnweOn3d4Wi7dqvvltgXX37Brdl13E3d9nmqs\/RaGcfSxa6TCvRdY8Faen+sBJtF7EARUKBheS0k63Mkkded6\/v6yxP+zNQ3pU3r6ua118+9EVSd885t6\/1ZCikdB6f7\/5yXyiq\/OPSJUJ\/6dCftbrvySb30DN7q97TV7SzjyULXaaV6LrHgrR0f1iJtotYgCKhwEJy2slWZun3GtzOPR3l6VmL14X3+DNNOu8d321wix58NRRND\/6s2R3r7AnzV87z+Xu2uSPtPe7v\/636Pi5\/b9f2pnZ3+Xv3bcWinX0sWegyrUTXPRakpfvDSrRdxAIUCQUWktNOtjL+DFbD\/uozWB+RwqmvHO4tpHxBVZr+5NLN4XLj4od2Vs3r8\/y2I+6G+7a75zYfCme0\/L1ely2qnq8U7exjyUKXaSW67rEgLd0fVqLtIhagSCiwkJx2spX53HtnnErT\/h6szpPV92D5m+GXP7r7fc9VFlj+Bvk9LSfDtwn1vT6+kHvqhYPus3dvC2ex\/D1Z61875r547\/aqeUvRzj6WLHSZVqLrHgvS0v1hJdouYgGKhAJrCLq6ulxLSwuJRDvZyvjLdf6s04ofN4YiyX\/jb+2mQ+XX51cUQP7+q3vXNIVLhP5md\/\/tQ3+J8IqvvBR+muHhn\/d\/b9Vvtx52c25d7z5z99ZQYH28t8Da1NAWzmjpvKVoZx+Lrvdgosu0El33WHS9yYVF94eVaLuIRdebkLzjx\/lUKLCQnHaymgWrdrjmlhPl38HyP6ngn79myQbX3vVOedqfffI3xPub3JsPnnBf6n2ff\/62h1\/TRQb+rJUuy8cXcP4Sob9kyCXCbNF1jwVp6f6wEm0XsQBFQoGF5LSTtRLt7GPJQpdpJbrusSAt3R9Wou0iFqBIKLCQnHayVqKdfSxZ6DKtRNc9FqSl+8NKtF3EAhQJBRaS007WSrSzjyULXaaV6LrHgrR0f1iJtotYgCKhwEJy2slaiXb2sWShy7QSXfdYkJbuDyvRdhELUCQUWEhOO1kr0c4+lix0mVai6x4L0tL9YSXaLmIBioQCC8lpJ2sl2tnHkoUu00p03WNBWro\/rETbRSxAkVBgITntZK1EO\/tYstBlWomueyxIS\/eHlWi7iAUoEgosJKedrJVoZx9LFrpMK9F1jwVp6f6wEm0XsQBFQoGF5LSTtRLt7GPJQpdpJbrusSAt3R9Wou0iFqBIKLCQnHayVqKdfSxZ6DKtRNc9FqSl+8NKtF3EAhQJBRaS007WSrSzjyULXaaV6LrHgrR0f1iJtotYgCKhwEJy2slaiXb2sWShy7QSXfdYkJbuDyvRdhELUCQUWEhOO1kr0c4+lix0mVai6x4L0tL9YSXaLmIBioQCC8lpJ2sl2tnHkoUu00p03WNBWro\/rETbRSxAkVBgITntZK1EO\/tYstBlWomueyxIS\/eHlWi7iAUoEgosJKedrJVoZx9LFrpMK9F1jwVp6f6wEm0XsdTaL9a3ui+s3G4ud3xng64KDKDAQnLayVqJdvaxZKHLtBJd91iQlu4PK9F2EUstWS6uar1tUBsUWEhOO1kr0c4+lix0mVai6x4L0tL9YSXaLmKpFevFVS23DWqHAgvJaSdrJdrZx5KFLtNKdN1jQVq6P6xE20UstVCE4qpW2wa1RYGF5LSTtRLt7GPJQpdpJbrusSAt3R9Wou0iltSKUlzVYtug9iiwkJx2slaiHVosWegyrUTXPRakpfvDSrRdxJJSkYqr1NsG+aDAQnLayVqJdmixZKHLtBJd91iQlu4PK9F2EUsqRSuuUm4b5IcCawi6urpcS0sLiUQ7WSvRDi0WXe\/BRJdpJbruseh6kwuL7g8r0XYRi653ljz+XGNV4WIht97\/u6rtkXrbkHj8OJ8KBRaS007WSrRDiyULXaaV6LrHgrR0f1iJtotYLlQRz1yl2jbIHwUWktNO1kq0Q4slC12mlei6x4K0dH9YibaLWC5EkYurC902GB4UWEhOO1kr0Q4tlix0mVai6x4L0tL9YSXaLmLJqujF1YVsGwwfCiwkp52slWiHFksWukwr0XWPBWnp\/rASbRexZFEPxVXWbYPhRYGF5LSTtRLt0GLJQpdpJbrusSAt3R9Wou0ilix0mVai6x4L7KHAQnLakViJdmixZKHLtBJd91iQlu4PK9F2EUsWukwr0XWPBfZQYCE57UisRDu0WLLQZVqJrnssSEv3h5Vou4glC12mlei6xwJ7KLCQnHYkVqIdWixZ6DKtRNc9FqSl+8NKtF3EkoUu00p03WOBPRRYSE47EivRDi2WLHSZVqLrHgvS0v1hJdouYslCl2kluu6xwB4KLCSnHYmVaIcWSxa6TCvRdY8Faen+sBJtF7Fkocu0El33WGAPBRaS047ESrRDiyULXaaV6LrHgrR0f1iJtotYstBlWomueyywhwILyWlHYiXaocWShS7TSnTdY0Fauj+sRNtFLFnoMq1E1z0W2EOBheS0I7ES7dBiyUKXaSW67rEgLd0fVqLtIpYsdJmaLz\/witv79kl3svus27zruPvE1zZVzePz74\/tdgePnHane866bY3t7h+Xb4m+duUt69zWN467U72f\/ehzb1Z95kDRdY8F9lBgITntSKxEO7RYstBlWomueyxIS\/eHlWi7iCULXWZlZt70kjvW0eO+\/sPd7qO3rXe\/3NDqfvPy4ar5Prtim+s4ccbdcN8Od9Wt692zG1vdxoa26Gt3\/mBXmL7ujo3uzUOn3JzeZVz\/ja3uR78+ULUMja57LLCHAgvJaUdiJdqhxZKFLtNKdN1jQVq6P6xE20UsWegyK+P\/JE1rW3d5et5dL7uuU2eq5lv44Kvu\/qeay9P+rNfBo6ejry39\/q5QtF371XcLrKtv3+C27Dru5i7bXLUMja57LLCHAgvJaUdiJdqhxZKFLtNKdN1jQVq6P6xE20UsWegyK7Pkkdfd6\/s6y9P+DJR35c3rquatzHd\/uS8UTvq8vla6ROgvHfqzVvc92eQeemZv1Xv6iq57LLCHAgvJaUdiJdqhxZKFLtNKdN1jQVq6P6xE20UsWegyK7P0ew1u556O8vSsxevCe\/yZJp23lM\/fs80dae9xf\/9v1fdqDfSav7dre1O7u\/yml6pe6yu67rHAHgosJKcdiZVohxZLFrpMK9F1jwVp6f6wEm0XsWShy6yMP4PVsL\/6DNZHFvd9BuuTSzeHS4qLH9o5pNd8nt92xN1w33b33OZD4YyWv9frskXV85Wi6x4L7KHAQnLakViJdmixZKHLtBJd91iQlu4PK9F2EUsWuszKfO69M06laX8PVufJ6nuwfPxN8HtaToZvDA7lNR9fyD31wkH32bu3hbNY\/p6s9a8dc1+8d3vVvKXouscCe2paYHV0dLiZM2e60aNHu+nTp7s9e\/boLP3O09\/zy5Ytc+PHj3dLliwpf8bevXvdrFmzytMYXtqRWIl2aLFkocu0El33WJCW7g8r0XYRSxa6zMr4y3X+rNOKHzeGIsl\/42\/tpkPl1+e\/VwBd8ZWXws8vPPzzvVWfMdBrpfx262E359b17jN3bw0F1sd7C6xNDW3hjJbOW4queyywp6YF1oIFC9z8+fNde3u7W7RokZs3b57O0u88\/T0\/ZcoUd\/ToUTd58uQwff78+VBcNTQ0lD8Tw0s7EivRDi2WLHSZVqLrHgvS0v1hJdouYslCl6lZsGqHa245Uf4dLP+TCv75a5ZscO1d74Tp2x5+TT828GemBnpNl+XjCzh\/idBfMuQSYX2raYE1adIk19zcHB77fydOnChz9D9Pf8\/7wqqtrc1NmzYtTK9atcqtXLkyPMbIoB2JlWiHFksWukwr0XWPBWnp\/rASbRexZKHLtBJd91hgT00LrDFjxrienp7w2P\/rp1V\/8\/T3\/OLFi924cePc8uXLXWNjY7iMeO7cuXc\/DCOCdiRWoh1aLFnoMq1E1z0WpKX7w0q0XcSShS7TSnTdY4E9NS2w\/P1T3d3d4fGZM2fc2LFjZY7+5+nv+RJfVPniqqmpqc\/7sjB8tCOxEu3QYslCl2kluu6xIC3dH1ai7SKWLHSZVqLrHgvsqWmBNWHChPLN6f4yn79\/SvU3T3\/Pl6xYscKtXr06PNb7smrl29\/+drjhfqiZM29p+EVha5n9uQer1mUw0Y7ESrRDGyj\/+8OfrFrvwUSXaSW6\/gMl67YZSjimbETbxkDJ2m50mVai6z9Qsm6boaTejqn+4sf5VGpaYM2dOzfcoN7V1eX8TesLFy7UWfqdp7\/nPX9D++zZs8MN7p7elzWS\/GJ9a1WDsJA7vrMhHNhZaEdiJdqp9ZfVjz2vqzxoukwr0W3QXy5k2wwWx5SdaPvoLxfSbnSZVqLboL9cyLYZrHo8pvJQ0wLrwIEDbsaMGeH+KX85r7OzMzw\/derU8rf++punv+c9\/63B\/fv3l6cr78saSaw32qwNVzsSK9GOra9caGeny7QS3Q595UK3zWBwTNmKtpG+cqHtRpdpJbod+sqFbpvBqNdjKg81LbDqWREabdaGqx2JlWjnpknR2ekyrUS3hSbFtonhmLIXbSeaFO1Gl2klui00KbZNTBGOqTy2U1YUWDVQhEZbShbakViJrnstOjtdppXo9qjFthkIx1T1PrEQXfdatBtdppXo9qjFthlIEY6pPLbThaDASqwIjbYyWWhHYiW67rU4iHWZVqLbpBbbpj8cU7SbgegyrUS3SS22TX+KcEzlsZ0uFAVWQkVotJostCOxEl33WhzEukwr0e1Si23TF46pd+n+sBJd91q0G12mleh2qcW26UsRjqk8tlMKFFiJFKHR9pUstCOxEl33WhzEukwryWPbKI6pP9D9YSW67rVoN7pMK8lj26giHFN5bKdUKLASKEKj7S9ZaEdiJXl0drpMK8lj21TimHo\/3R9Wkke70WVaSR7bplIRjqk8tlNKFFgXqAiNdqBkoR2JleRxEOsyrSSPbVPCMVVN94eV5NFudJlWkse2KSnCMZXHdkqNAusCFKHRxpKFdiRWksdBrMu0kjy2jccx1TfdH1aSR7vRZVpJHtvGK8Ixlcd2qgUKrIyK0GgHkyy0I7GSPA5iXaaV5LFtOKb6p\/vDSvJoN7pMK8lj2xThmMpjO9UKBVZGerBYiXb2sQB50bZqJXrMxALkRduqlZSOFcvFlUeBlZE2CCvRzj4WIC\/aVq1Ej5lYgLxoW7USf5xYL648CqyMtEFYiXb2sQB50bZqJXrMxALkRduqlRShuPIosDLSBmEl2tnHAuRF26qV6DETC4D6QIGVkXayVqKdfSxAXrStWokeM7EAqA8UWBlpJ2sl2tnHAuRF26qV6DETC4D6QIGVkXayVqKdfSxAXrStWokeM7EAqA8UWBlpJ2sl2tnHAuRF26qV6DETC4D6QIGVkXayVqKdfSxAXrStWokeM7EAqA8UWBlpJ2sl2tnHAuRF26qV6DETC4D6QIGVkXayVqKdfSxAXrStWokeM7EAqA8UWBlpJ2sl2tnHAuRF26qV6DETC4D6QIE1BF1dXa6lpSVEO1kr0c4+ltL6ElLraFu1Ej1mYtH1JoSMnPhxPhUKrIy0k7US7exjAfKibdVK9JiJBUB9oMDKSDtZK9HOPhYgL9pWrUSPmVgA1AcKrIy0k7US7exjAfKibdVK9JiJBUB9oMDKSDtZK9HOPhYgL9pWrUSPmVgA1AcKrIy0k7US7exjAfKibdVK9JiJBUB9oMDKSDtZK9HOPhYgL9pWrUSPmViAkeSV5g736W9udXNuXe9u+fZOd6yjR2cJBprv11sOu\/\/79S1u9i3r3U2rX3UtR0+H57t7zrmvfGunu6r3Pd97dn95\/npBgZWRdrJWop19LEBetK1aiR4zsQAjxdlz590nvrbJ\/eblw+7E6bPunp80uq\/\/cLfONuB8zQdPuI\/96wbXsL\/Tneo+61b8uNHd9p3Xwmv\/b9uRMN3W+Y6bd9fL7mTve\/e1nnT\/+d\/7Kj++sCiwMtJO1kq0s48FyIu2VSvRYyYWYKR440CXm3vn5vL0m4dOuatv31Axx7sGmm9HU7t7+sWW8mv+TNf\/Xb4lPP7d9iOhGDve9W6B1XXqjLv52ztd67Hu8vxFRoGVkXayVqKdfSxAXrStWokeM7EAI8X61465f\/mPHeVpfwbKt+nud85VzDX4+bzHfnUgFFVe6RKhv3Toz1r9\/KW33RPPvyXvKC4KrIy0k7US7exjAfKibdVK9JiJBRgpfrfjqPvS\/a+Up3vOnAtt2p9pqjTY+RrfOuH+\/t82uSPt1fdx+Xu2Fj34qjt37ry+VFgUWBlpJ2sl2tnHAuRF26qV6DETCzCcbrhvR7nt\/vrlQ2G6pHRm6p0z1WewYvMdPt4dLiO+vPt4+blKy36wyzXs73Lf+NEb4YyWv4frfMFrLQqsjLSTtRLt7GMB8qJt1Ur0mIkFGCma3jvjVOLvrbpmSfU9WLH5\/I3vn7l7a\/g2YV98gfbgz\/a45pYT4SyWvydrySOvu11vpvu7fyMRBVZG2slaiXb2sQB50bZqJXrMxAKMFP5ynT\/r9OzG1lAk+W\/8ffPxN8qv736vABpovjNnz4efZvjxb\/u\/t2r5o7vdye6zbk\/LyVBgtfcWWLd+57VwRqvIKLAy0k7WSrSzjwXIi7ZVK9FjJhZgJHltb6f77N3byr9v5X9Swes8ecZ9\/Ksby9P9zbfx9baqY8LHn7Xqiy\/M\/CVCf8mQS4TokzYmK9HOPhYgL9pW+8qXH3jF7X37ZPi\/4c27joff5tF5fHwn\/vax02G+9TuPuWt7B4rYZ1x5yzq39Y3j4f6SR597s+oz+4seM7EAqA8UWBlpJ2sl2tnHAuRF26pm5k0vhW8i+ZtjP3rbevfLDa3hhw91vuu\/sTX83\/cXVm4PvyDtL2v4eWOfcWfv\/1H7ea+7Y2O4x2RO7+v+s3706wNVy6iMHjOxAKgPFFgZaSdrJdrZxwLkRduqxhdMrW3d5enSDxfqfP5ekZsf2lmevu3hd+\/1iH3G0u\/vCgWXP9tV+iHFLbuOu7nLNlctozJ6zMQCoD5QYGWknayVaGcfC5AXbasa\/62j1\/d1lqf92SnvypvXVc1biv+mk\/81af\/jh7HPKF0iPN1zNpy1uu\/JJvfQM3urPlOjx0wsAOoDBVZG2slaiXb2sQB50baqWfq9BrdzT0d5etbideF9\/kyTzuvj76\/yDh45XZ5nsJ\/h78va3tTuLr\/pparP1egxEwuA+kCBlZF2slainX0sQF60rfr4PyBb4u+b8tOl10pnnz6yuP8zWP4+q6deaHG\/f\/VomPZnsAbzGc9vO+JuuG+7e27zoXBGy9+nddmi6s\/30WNmoKx+7Pny+gAoNgqsjLSTtRLt8GMB8qJtVfO5e7aFP8FRmvb3T\/mb2XU+\/7z\/rZ3S9Ke\/uTX8sOFgP8MXYU+9cDB8Jd2fxfL3ZPmvnH\/x3u1Vy\/LRY6a\/UFwB9YUCKyPtZK1EO\/1YgLxoW9X4y3X+BnX\/I4f+zJT\/xt\/aTYfKr89\/rwC68f5Xwm\/0+ALJ\/97OmuffKv9WT+wzfH679XD4rR\/\/y9S+wPK\/BbSpoS2c0dL\/Jh89ZvoKxRVQfyiwMtJO1kq0448FyIu21b6yYNWO8Oc2Sr9h5X9SwT\/vb2b3vw5dmn7gqWZ3qLeQ8pf3fHH0yaV\/+CZgf5\/RV3zx5T\/DXzLMeomQ4gqoTxRYQ9DV1eVaWlpCtJO1Eu38YymtLyG1jrZVK9FjpjLfeOiZqvUkhIzc+HE+FQqsjLSTtRIdAGIB8qJt1Ur0mCmFM1dAfaPAykg7WSvRQSAWIC\/aVq1EjxkfiisAFFgZaSdrJToQxALkRduqlegxQ3EFwKPAykg7WSvRwSAWIC\/aVq2E4gpAXyiwMtJO1kq0gIoFyIu2VSuhuALQFwqsjLSTtRItoGIB8qJt1UoorgD0hQIrI+1krUQLqFiAvGhbtRKKKwB9ocDKSDtZK9ECKhYAADB0FFgZaeFiJVpAxQIAAIaOAisjLVysRAuoWAAAwNBRYGWkhYuVaAEVCwAAGDoKrIy0cLESLaBiAQAAQ0eBlZEWLlaiBVQsAABg6CiwMtLCxUq0gIoFAAAMHQVWRlq4WIkWULEAAICho8DKSAsXK9ECKhYAADB0FFgZaeFiJVpAxQIAAIaOAisjLVysRAuoWAAAwNBRYGWkhYuVaAEVCwAAGLqaFlgdHR1u5syZbvTo0W769Oluz549OosbO3asGzVqVDmXXHJJeL6\/9y5btsyNHz\/eLVmypPwZe\/fudbNmzSpP50ELFyvRAioWAAAwdDUtsBYsWODmz5\/v2tvb3aJFi9y8efN0llBUvfjii\/p0v++dMmWKO3r0qJs8eXKYPn\/+fCiuGhoaKt9ec1q4WIkWULEAAIChq2mBNWnSJNfc3Bwe+38nTpwoc\/RfYPX3Xl9YtbW1uWnTpoXpVatWuZUrV5bflxctXKxEC6hYAADA0NW0wBozZozr6ekJj\/2\/flp94AMfcBdddFG4VPjhD3\/Y7dixIzzf33sXL17sxo0b55YvX+4aGxvDZcRz586VPy8vWrhYiRZQsQAAgKFLWmD5wsefkfL\/ev7+qe7u7vD4zJkzoYhSp06dCq\/t27fPXXXVVe6DH\/xgeD72Xl9U+eKqqampz\/uyak0Ll77y5QdecXvfPulOdp91m3cdd5\/42qaqeXxW\/fTdM3WVZt70Unjtm4+\/4d4+djp8xvqdx9y1X90Ynr\/ylnVu6xvH3ane5x997s2qz+wvWkDFAgAAhi5pgaUmTJhQvjndX+bz908NZM2aNaFQ8mLvXbFihVu9enV4rPdl1UpLS4vbsmVLiBYuGl8gHevocV\/\/4W730dvWu19uaHW\/eflw1Xw+j\/3qgHt0bXWRdP03trrOk2fcF1Zud1fdut49u7E1fI5\/7c4f7ArT192x0b156JSb07sMP\/+Pfn2g6nMqowVULKX1JYQQQooeP86nUtMCa+7cueEG9a6urnDT+sKFC3WWMr9SV1xxhZszZ06YHui9\/ob22bNnhxvcPb0vKw9auGh8UdTa1l2ennfXy67r1Jmq+Xz+Z+Mhd89PGquen3vnZnfzQzvL07c9\/Jpr2N8VHi\/9\/q5QbPkzWr7Auvr2DW7LruNu7rLNVZ9TGS2gYgEAAENX0wLrwIEDbsaMGeH+KX85r7OzMzw\/derU8rf+PvShD4XLgf7nGa677jrX2to64Hs9\/63B\/fv3l6cr78vKixYumiWPvO5e39dZnvZnoLwrb15XNa+\/fOiLpO6ec25f68lwaVHnuWbJBve77UfC2S4\/XbpEeLrnbDhrdd+TTe6hZ\/ZWvU+jBVQsAABg6GpaYBWZFi6apd9rcDv3dJSnZy1eF97nzzTpvHd8t8EtevDVUDQ9+LNmd6yzJ8xfet0XYN7BI6f7fL+\/t2t7U7u7\/L37tgaKFlCxAACAoaPAykgLF5+G\/X84y+bvvfLTpddKZ7A+UlE49ZfD7T3u8\/dse99z\/j6up15ocb9\/9WjV\/M9vO+JuuG+7e27zoXBGy9\/rddmi6s\/10QJqoKx+7Pny+gAAgMGjwMpICxfN53oLpCO9hVJp2t+D5W9Y1\/n8zfDLH939vudKBZZ\/jz+zVXr+09\/c6o53vfO+ef2lyKdeOOg+e\/e2cBbL35O1\/rVj7ov3bq9alo8WUf2F4goAgOwosDLSwkXjL9f5m9xX\/LgxnH3y3\/hbu+lQ+fX5FQWQv\/\/q3jVN4RKhv9ndf\/vQXyK88f5XXFvnO6F4mn3Lerfm+bfcxtfb3rec32497Obcut595u6tocD6eG+BtamhLZzR0v8mHy2k+grFFQAAF4YCKyMtXPrKglU7XHPLifLvYPmfVPDP+xvW27veKU\/7AsrfEO9vcm8+eMJ9qfd9pc944Klmd6i3UPOX\/nzh9Mml\/X9L0Bdwfj5\/yTDrJUKKKwAALhwFVkZauFiJFlQUVwAApEeBlZEWLlaiRRXFFQAA6VFgZaSFi5VoYUVxBQBAehRYGWnhYiUUVwAA1B4FVkZauFgJxRUAALVHgZWRFi5WQnEFAEDtUWBlpIWLlVBcAQBQexRYGWnhYiUUVwAA1B4FFgAAQGIUWAAAAIlRYAEAACRGgQUAAJAYBRYAAEBiFFgAAACJUWABAAAkRoEFAACQGAXWEHR1dbmWlhZCCCGEFDB+nE+FAgsAACAxCiwAAIDEKLAAAAASo8ACAABIjAILAAAgMQosAACAxCiwAAAAEqPAAgAASIwCCwAAIDEKLAAAgMQosAAAABKjwAIAAEiMAgsAACAxCiwAAIDEKLAAAAASo8ACAABIjAILAAAgMQosAACAxCiwAAAAEqPAAgAASIwCCwAAIDEKLAAAgMQosAAAABKjwAIAAEiMAmsIurq6XEtLCyGEEEIKGD\/Op0KBBQAAkBgFFgAAQGIUWAAAAIlRYAEAACRGgQUAAJAYBRYAAEBiFFgAAACJUWABAAAkRoEFAACQGAUWAABAYhRYAAAAiVFgAQAAJEaBBQAAkBgFFgAAQGIUWAAAAIlRYAEAACRGgQUAAJAYBRYAAEBiNS2wOjo63I033uguvvhi9\/TTT+vLgZ9n5syZbvTo0W769Oluz549Az6\/bNkyN378eLdkyZLyZ+zdu9fNmjWrPA0AADCcalpgXXrppaGwGjVqlHviiSf05WDBggVu\/vz5rr293S1atMjNmzdvwOenTJnijh496iZPnhymz58\/H4qrhoaG8mcCAAAMp5oWWGfPng3\/DlRgTZo0yTU3N4fH\/t+JEycO+LwvrNra2ty0adPC9KpVq9zKlSvDYwAAgJGgpgVWyUAF1pgxY1xPT0947P\/10wM9v3jxYjdu3Di3fPly19jYGC4jnjt37t0PAwAAGAGSFli+8PHFlP+30kAFlr\/Hqru7Ozw+c+aMGzt27IDPl\/iiyhdXTU1Nfd6XBQAAMFySFlj9GajAmjBhQvkGdn8p0N9jNdDzJStWrHCrV68Oj\/W+rFppaWlxW7ZsIYQQQkgB48f5VIa9wJo7d264ib2rqyvc2L5w4cIBn\/f8De2zZ88ON7h7el9WrfhLladPnyaEEEJIAZPylqOaFlj+sp4vriqzdu1aN3Xq1PK3\/g4cOOBmzJgR7rHyl\/w6OzsHfN7z3xrcv39\/ebryvqxaOXXqVCjiCCGEEFK8lG5LSqWmBVZRnDx5smpHEEIIIaQYSV1ceRRYESdOnKjaEYQQQggpRkq\/WJAaBVY\/\/P1d\/v4v3RGEEEIIsZ\/jx4+7d955R4f\/ZCiw+uCLK3\/Pl+4MQgghhNiPL678T0DVEgWW8MWV\/zuIujMIIYQQYj++uCr9pZlaosCq4L+eSXFFCCGEFDP+7xvnUVx5FFjv8cWV3\/C6MwghhBBiP36MT\/k7VzEUWO7dP0pNcUUIIYQUM\/7qVJ7FlVf3BZYvrvz1WN0ZhBBCCLEfX1yV\/vJLnuq6wPLfIKC4IoQQQooZ\/4sAw1FceXVbYPnfvqC4IoQQQooZ\/1uWw1VceXVZYPlfbdUdQQghhJBixP8VluFWdwWW\/3tDuiMIIYQQUoz4vx88EtRVgUVxRQghhBQ3p06d0qF\/2NRNgeW\/nnn69GlCCCGEFDC1+qPNWdVNgQUAAJAXCiwAAIDEKLAAAAASo8ACAABIjAILAAAgMQosAACAxCiwhtkvfvEL90d\/9Ef6dPCxj33M\/dmf\/Zm7+OKL3ZQpU9zjjz+usxTaQNvmkUcecVOnTnVjxoxx06dPd7\/\/\/e91lkIbaNv4P2x64403hnbz9NNP68t1a6BtVi8Gsw3qtf0MZtvUa78zmG1T7+NVXyiwhtnPfvYzN2rUwLvB\/3DazTff7C655BJ9qdAG2jZ\/8zd\/47Zu3era29vdP\/3TP7m\/\/Mu\/1FkKbaBtc+mll4aB0b\/+xBNP6Mt1a6BtVi8Gsw3qtf0MZtvUa78zmG1TUq\/jVV8Gt8WQ1M6dO91f\/dVfuQkTJrhPfepT0YZ77Ngx98\/\/\/M\/u7\/7u7\/SlwhnqtvGefPJJN3bsWH26cAa7bc6ePRv+rbcBsi+D3WZFFtsG999\/v\/vWt75Vnq6n9jPUbVOp6P1O1m1TT+NVTP31NiPAZZdd5ubOnetaW1vdNddcU9VwK\/3xH\/9xeP3P\/\/zP3e7du\/XlwhnKtin5h3\/4B3fttdfq04Uz1G1TDwNkzFC3WRHFtsG9994bBktVD+0n67bxit7vZNk29TZexdRfbzMC\/Omf\/ql79tlnw+PKU6\/jxo0Lj\/2\/ld566y13+eWXu7\/+679+3\/NFNNRts2bNmvCe5ubm9z1fREPdNvUwQMb0t83qSX\/bYNGiReFxZW6\/\/fby++qh\/WTdNvXQ72TdNvU0XsXUX28zAvgqf+3ateHxYDt939EV+XR0yVC2zTPPPOP+5E\/+xD333HP6UiENZdt49TBAxgx1mxVRbBv0dSbCq4f2k2Xb1Eu\/k2XblNTLeBVTf73NCOAr++uvvz785e+rr766quEqf03bf0PD32BZdIPdNqtXrw7f5Pmv\/\/ovfamwBrttSuphgIwZ6jYrotg26O9emnpoP0PdNvXU7wx125TU03gVU3+9zQiwYcMGN3nyZPcXf\/EX7q677nIXXXSRzhL87d\/+bbjs4+NPuRb5dHTJYLeN7+T8AV9KPfzf0mC3jd8WldvGp\/R\/ovVmsNusyIa6Deqp\/Qx129RTvzPUbVOP41UMBRYAAEBiFFgAAACJUWABAAAkRoEFAACQGAUWAABAYhRYAAAAiVFgAQAAJEaBBQAAkBgFFgAAQGIUWAAAAIlRYAEAACRGgQUAAJAYBRYAAEBiFFgAAACJUWABAAAkRoEFAACQGAUWAABAYhRYAAAAiVFgAQAAJEaBBQAAkBgFFgAAQGIUWAAAAIn9f59Yc79yi2LpAAAAAElFTkSuQmCC\" alt=\"\"\/><\/figure>\n\n\n\n<div><\/div>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">One very important warning &#8211; the chart above shows the performance around the expiration days in the NYSE Exchange trading calendar, as BITO is not traded 24\/7 as BTC spot, but only during working days. Therefore, d+1 performance includes the performance from Friday&#8217;s NYSE close (4pm ET) until next Monday&#8217;s close (4pm ET). Therefore, it also includes Saturday and Sunday returns.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">On expiration, Friday, <em>BITO<\/em>, same as BTC spot, underperforms relatively to days preceding expiration (<em>d-2<\/em> and <em>d-1<\/em>) but really shines on Monday (<em>d+1<\/em>) (same as spot or perpetual futures on unregulated exchanges).<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Of course, the natural question arises\u2014how would the performance curve look if we built trading strategies based on days around futures expiration using the BITO ETF?<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">And here comes <em>equity curves<\/em> (<em>y<\/em>-axis to depict appreciation\/depreciation of $ 1 invested in strategy, or <em>\/100<\/em> return in <em>%<\/em> in time):<\/p>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<figure class=\"wp-block-image aligncenter\"><img decoding=\"async\" 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\" alt=\"\"\/><\/figure>\n\n\n\n<div>&nbsp;<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">With the traditional performance table:<\/p>\n\n\n\n<h2 class=\"wp-block-heading has-text-align-center\"><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"\"><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">So, if you plan to trade around the BTC futures expiration, you should consider the days around the expiration (Thursday and the weekend afterward + Monday) and avoid the expiration day itself. This pattern is similar to the&nbsp;<a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/strategies\/option-expiration-week-effect\/\" target=\"_blank\" rel=\"noreferrer noopener\">Option Expiration Week strategy<\/a>&nbsp;in stock indexes.<\/p>\n\n\n\n<h1 class=\"wp-block-heading\">Conclusion &amp; Ending<\/h1>\n\n\n\n<p class=\"wp-block-paragraph\">Unfortunately, we only have a relatively short sample (four plus three years&nbsp;<em>circa<\/em>) for our analysis, but data suggests that BTC futures expiration impacts BTC spot prices and BITO ETF. But our research doesn&#8217;t end here. Surely, the introduction of the BTC spot ETFs can and probably would impact the price action. We definitely plan to revisit this research after more data are available and analyze the impact of the BTC spot ETFs. Should the price action become even more apparent or disappear completely? Time will tell.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Author: Cyril Dujava, Quant Analyst, Quantpedia<\/strong><\/p>\n\n\n\n<hr class=\"wp-block-separator has-alpha-channel-opacity\"\/>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-854363cc-8450-4dc0-a06a-c737766e9431\"><strong>Are you looking for more strategies to read about? <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/sign-up-for-our-newsletter\/\">Sign up for our newsletter<\/a> or visit our <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/blog\/\">Blog<\/a> or <a href=\"http:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/Screener\">Screener<\/a><\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-65925002-6290-4d3b-b5cd-f3a277851ec8\"><strong>Do you want to learn more about Quantpedia Premium service? Check <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/how-it-works\/\">how Quantpedia works<\/a>, <a href=\"http:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/Home\/About\">our mission<\/a> and <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/pricing\/\">Premium pricing offer<\/a>.<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-34bf63ae-5a22-40a3-aeb4-769374e833d8\"><strong>Do you want to learn more about Quantpedia Pro service? Check its <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/how-it-works\/quantpedia-pro\/\">description<\/a>, watch <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/how-it-works\/quantpedia-explains\/\">videos<\/a>, review <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/how-it-works\/quantpedia-pro-reports\/\">reporting capabilities<\/a> and visit our <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/pricing-pro\/\">pricing offer<\/a>.<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-21942b3a-14d9-4c0f-b8ef-04d64675e253\"><strong>Are you looking for historical data or backtesting platforms? Check our list of&nbsp;<a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/links-tools\/?category=algo-trading-discounts\">Algo Trading Discounts<\/a><\/strong>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Would you like free access to <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/pricing\/\" title=\"\">our services<\/a>? Then, <a href=\"https:\/\/lightspeed.com\/lp\/quantpedia-lightspeed-financial-services-group-one-free-year-promotion\" title=\"\">open an account with Lightspeed<\/a> and enjoy one year of Quantpedia Premium at no cost.<\/strong><\/p>\n\n\n\n<hr class=\"wp-block-separator has-alpha-channel-opacity\"\/>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-4c45d6c9-c8dd-4283-8743-bf573cfa4d45\"><strong>Or follow us on:<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\" id=\"block-476e95ed-31a5-4c4d-b701-5203f9fb2e24\"><strong>Facebook <a href=\"https:\/\/www.facebook.com\/groups\/quantstrategies\">Group<\/a>, Facebook <a href=\"https:\/\/www.facebook.com\/quantpedia\/\">Page<\/a>, <a href=\"https:\/\/twitter.com\/quantpedia\">Twitter<\/a>, <a href=\"https:\/\/www.linkedin.com\/company\/quantpedia\">Linkedin<\/a>, <a href=\"https:\/\/quantpedia.medium.com\/\">Medium<\/a> or <a href=\"https:\/\/www.youtube.com\/channel\/UC_YubnldxzNjLkIkEoL-FXg\">Youtube<\/a><\/strong><\/p>\n\n\n","protected":false},"excerpt":{"rendered":"<p><strong>In the rapidly evolving landscape of cryptocurrency markets, understanding the underlying dynamics that drive price movements and investor sentiment can be a matter of survival. However, <a href=\"https:\/\/\\\/\\\/new-fmhwbzh6ghd9hede.swedencentral-01.azurewebsites.net\/cryptocurrency-trading-research\/\"><strong>there are myriad facets of trading reality, and the only thing that we can do is to slowly understand them one after another<\/strong><\/a>, one step at a time. This article picks one corner of the cryptocurrency market and sheds a little light on it. We have already written a few times about the importance of the introduction of Bitcoin futures and their impact on the Bitcoin price. Therefore, in this article, we will specifically examine Bitcoin&#8217;s behavior around the critical events when Bitcoin futures expire.<\/strong><\/p>","protected":false},"author":25210,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[84,51,159],"class_list":["post-33143","post","type-post","status-publish","format-standard","hentry","category-uncategorized","tag-cryptocurrencies","tag-market-timing","tag-own-research"],"_links":{"self":[{"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/posts\/33143","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/users\/25210"}],"replies":[{"embeddable":true,"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/comments?post=33143"}],"version-history":[{"count":0,"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/posts\/33143\/revisions"}],"wp:attachment":[{"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/media?parent=33143"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/categories?post=33143"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vvv.quantpedia.com\/es\/wp-json\/wp\/v2\/tags?post=33143"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}