{"id":517,"date":"2022-04-25T15:44:57","date_gmt":"2022-04-25T15:44:57","guid":{"rendered":"http:\/\/alfahmawi.com\/ar\/?p=517"},"modified":"2022-11-26T20:22:19","modified_gmt":"2022-11-26T20:22:19","slug":"bitcoin-will-rise-unless-something-goes-really","status":"publish","type":"post","link":"http:\/\/alfahmawi.com\/ar\/?p=517","title":{"rendered":"Bitcoin Ticker"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Past Bitcoin Price Predictions (2020 Update)<\/a><\/li>\n<li><a href=\"#toc-1\">How Many Bitcoins Are Left To Mine?<\/a><\/li>\n<li><a href=\"#toc-2\">Square Stock Gains After Company Purchases $50 Million In Bitcoin<\/a><\/li>\n<li><a href=\"#toc-3\">Bitcoin Goes Through Third &#8216;Halving&#8217;, Falls Vs Us Dollar<\/a><\/li>\n<li><a href=\"#toc-4\">How Much Is Bitcoin Worth Today?<\/a><\/li>\n<li><a href=\"#toc-5\">A Solution To The Blockchain Scalability Problem<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"btc price\"\/><\/p>\n<p>This might primarily render the complete course of obsolete, in addition to the question about what is going to occur when all bitcoin are mined. It&#8217;s value <a href=\"https:\/\/www.beaxy.com\/buy-sell\/btc-usdc\/\">btc price<\/a> noting that it is projected to take greater than one hundred years before the bitcoin network mines its very last token.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"btc price\"\/><\/p>\n<h2 id=\"toc-0\">Past Bitcoin Price Predictions (2020 Update)<\/h2>\n<p>However, for those wishing to store worth and transact Bitcoin as an on a regular basis forex, the volatility is a major downside. Bitcoin\u2019s worth plunges once more, continuing a fast drop in December 2017, and resulting in yet extra hypothesis of a permanent bubble burst. It\u2019s been speculated that this fall was due to the launch of a Bitcoin futures market. Bitcoin\u2019s use case as a retailer of worth is controversial as a result of worth volatility. Due to the excessive volatility seen in Bitcoin\u2019s value action, the cryptocurrency is popular amongst traders, notably swing traders and day traders capitalizing on major inter-day or intraday price movements.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"btc price\"\/><\/p>\n<p>The first 18.5 million bitcoin have been mined within the ten years because the preliminary launch of the bitcoin community. With solely three million more coins to go, it would appear like we are within the ultimate phases of bitcoin mining. While it&#8217;s true that the massive majority of bitcoin has already been mined, the timeline is more complicated than that. Once bitcoin miners have unlocked all of the bitcoins, the planet&#8217;s supply will primarily be tapped out.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Can Bitcoin recover?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Bitcoin&#8217;s recovery could take months, according to a technical researcher at market research firm Fundstrat Global Advisors.  Still, Sluymer admitted that Bitcoin stayed above its 200-week average, which he believes to be a major long-term structural support level for most assets.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The price of Bitcoin is constantly altering and is carefully monitored by a number of banks, financial institutions, and retail investors. Our web site exhibits you the typical worth of Bitcoin across major exchanges within the forex of your selection, with updates each 30 seconds. Get a 3-minute day by day cryptocurrency newsletter with a abstract of value motion, together with the 3 biggest tales in cryptocurrency.<\/p>\n<h3 id=\"toc-1\">How Many Bitcoins Are Left To Mine?<\/h3>\n<ul>\n<li>Miners use computer systems or specialised hardware to generate giant quantities of computer processing energy, and that is used to operate the community and course of transactions.<\/li>\n<li>If Bitcoin is still round, the miners will be incentivized to do their work for the charges alone, keeping the community up and working.<\/li>\n<li>Dividing that total by the present BTCUSD price offers an approximation of the minimal variety of bitcoins which miners supply to markets day by day.<\/li>\n<li>The day by day power price of all mining is estimated around $500,000.<\/li>\n<li>Miners currently produce around three,600 bitcoins per day, some portion of which they sell to cowl electrical energy and different business bills.<\/li>\n<li>They may also obtain freshly generated bitcoins until the last bitcoin of the 21 million BTC provide is \u2018mined.\u2019 At the present pace of mining, it will occur in the year 2140.<\/li>\n<\/ul>\n<p>The present provide is 18,200,000 and there are 2,800,000 bitcoins left to be mined. Bitcoin has not been made unlawful in any country so far, although some nations limit its use more closely than others.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Which country sells cheapest Bitcoin?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The cheapest country for mining BTC was Venezuela (just $531 per coin). The United States is the 41st-cheapest country for bitcoin mining, falling just behind Russia. However, within the United States, the price associated with mining varies from state to state. Louisiana is the cheapest state, with a cost of $3,224.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Ultimately, it will operate like a closed economic system, where transaction fees are assessed very similar to taxes. Without the inducement offered by a prize of bitcoin on the finish of a rigorous and costly <a href=\"https:\/\/www.xe.com\/\">https:\/\/www.xe.com\/<\/a> mining process, miners may not be pushed to proceed to help the network. The bitcoin mining course of rewards miners with a piece of bitcoin upon successful verification of a block.<\/p>\n<h3 id=\"toc-2\">Square Stock Gains After Company Purchases $50 Million In Bitcoin<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"btc price\"\/><\/p>\n<p>@kvp_macroKay Van-Petersen is an analyst at Saxo Bank, a Danish investment financial institution which specializes in online buying and <a href=\"https:\/\/www.beaxy.com\/buy-sell\/btc-usdc\/\">https:\/\/www.beaxy.com\/buy-sell\/btc-usdc\/<\/a> selling and funding. Next up, the present value of all privately held gold bullion is about $1.6 trillion.<\/p>\n<p>They offered \u201cproof that development in speculative transactions on exchanges is faster than the growth in using cryptocurrencies to purchase items and services.\u201d The full Crypto Research Report may be found here. @tracemayerTrace Mayer, who in accordance with his website, is an entrepreneur, investor, journalist, monetary scientist and ardent defender, had predicted the Bitcoin price <a href=\"https:\/\/finance.yahoo.com\/\">https:\/\/finance.yahoo.com\/<\/a> to hit $27,000 by February 2018. Mayer has been involved with Bitcoin since its early days, initially investing within the cryptocurrency when it was price $zero.25. The host of The Bitcoin Knowledge Podcast had based his prediction on a 200-day moving common. He anticipated the 200-day moving average to grow rapidly up till $5,767.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Are there bitcoin millionaires?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>As of now, there are 17,971 Bitcoin millionaires, or addresses containing more than $1 million worth of Bitcoin. Furthermore, the top 10 Bitcoin addresses house 5.4 percent of the total supply, the top 100 14.3 percent, and the top 1000 34.4 percent.<\/p>\n<\/div><\/div>\n<\/div>\n<h2 id=\"toc-3\">Bitcoin Goes Through Third &#8216;Halving&#8217;, Falls Vs Us Dollar<\/h2>\n<p>In addition to archiving transactions, each new ledger update creates some newly-minted Bitcoins. In early April 2013, Bitcoin was trading for as much as $237. This seventy-plus p.c drop hit the market with a lasting effect, as it might take over six months for the worth to recuperate to earlier ranges. Contrary to the earlier year, 2018 noticed a protracted bear bias for the most important cryptocurrency. However, following the closure of a 10-month lengthy value wedge, Bitcoin fell from as much as $6,seven hundred to beneath $three,seven-hundred within the single month of November.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How do I recover a Bitcoin scammer?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>What exactly do the scammers do? 1. CONTACT THEM. Send a letter to the trading platform that took your cryptocurrency telling them if they do not return your money that you will report them to the financial authorities.  <br \/> 2. REPORT THEM.  <br \/> 3. GET CREATIVE.  <br \/> 4. NOTIFY YOUR CRYPTO WALLET PROVIDER.  <br \/> 5. SEEK LEGAL COUNSEL.  <br \/> 6. GET INFORMED.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Volatility is probably probably the most generally-cited disadvantage of Bitcoin when it comes to its use case as cash. Ironically, that very volatility helped grow <a href=\"https:\/\/www.beaxy.com\/buy-sell\/btc-usdc\/\">btc price<\/a> the network, providing merchants with very lucrative opportunities in brief time periods.<\/p>\n<p>Within 24 hours of the publication of Hearna&#8217;s submit, the BTC worth fell by 50 dollars. Many individuals attempting to study more about cryptocurrencies are thinking about finding out the amount of Bitcoin in circulation. In the longer term, backers say, bonds or stocks might be issued and traded instantly on their blockchain-based mostly platforms as an alternative of by funding banks or centralised exchanges. On the subject of enterprise which banks won\u2019t touch, there\u2019s no avoiding mention of darknet drug markets. While the most famous venue, Silk Road, was taken down, the trade of contraband for bitcoins continues unabated on the darknet.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Why is Bitcoin worth so much?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Bitcoins have value because they are useful as a form of money.  In short, Bitcoin is backed by mathematics. With these attributes, all that is required for a form of money to hold value is trust and adoption. In the case of Bitcoin, this can be measured by its growing base of users, merchants, and startups.<\/p>\n<\/div><\/div>\n<\/div>\n<h3 id=\"toc-4\">How Much Is Bitcoin Worth Today?<\/h3>\n<p>At which level, he believed that every Bitcoin can be value over $27,000, growing its relative worth by four.75 occasions. Interestingly, The CNBC channel had been increasingly concerned in cryptocurrency reporting over the previous few months. On Jan. 8, the cable network aired a step-by-step tutorial on the way to purchase Ripple using the Poloniex change as a platform for the acquisition.<\/p>\n<h2 id=\"toc-5\">A Solution To The Blockchain Scalability Problem<\/h2>\n<p>In actuality, as the yr 2140 approaches, miners will probably spend years receiving rewards which might be actually just tiny parts of the ultimate bitcoin to be mined. The dramatic decrease <a href=\"https:\/\/www.beaxy.com\/exchange\/eth-usd\/\">eth usd converter<\/a> in reward dimension might mean that the mining course of will shift entirely properly before the 2140 deadline.<\/p>\n<p>Although he didn\u2019t point out it, this is thought of to be the approximate measurement of the gold market. In any case, this is able to put the worth of a single coin at round $400,000.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Past Bitcoin Price Predictions (2020 Update) How Many Bitcoins Are Left To Mine? Square Stock Gains After Company Purchases $50 Million In Bitcoin Bitcoin Goes Through Third &#8216;Halving&#8217;, Falls Vs Us Dollar How Much Is Bitcoin Worth Today? A Solution To The Blockchain Scalability Problem This might primarily render the complete course of obsolete, in addition&#8230; <a class=\"read-more\" href=\"http:\/\/alfahmawi.com\/ar\/?p=517\">\u0627\u0644\u0645\u0632\u064a\u062f<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[37],"tags":[],"_links":{"self":[{"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/517"}],"collection":[{"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=517"}],"version-history":[{"count":1,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/517\/revisions"}],"predecessor-version":[{"id":518,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/517\/revisions\/518"}],"wp:attachment":[{"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=517"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=517"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/alfahmawi.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=517"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}