{"id":1401,"date":"2022-10-25T08:58:19","date_gmt":"2022-10-25T08:58:19","guid":{"rendered":"https:\/\/uniquelines.co\/?p=1401"},"modified":"2023-03-11T08:02:32","modified_gmt":"2023-03-11T08:02:32","slug":"bitcoin-price-btc-price-index-and-live-chart","status":"publish","type":"post","link":"https:\/\/uniquelines.co\/?p=1401","title":{"rendered":"Bitcoin Price BTC Price Index and Live Chart"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"trading\"\/><\/p>\n<p><p>High and Low prices and the date of their trades are shown, along with the Percent Change from the start of the current period&#8217;s High and Low price. A template is used to display a chart with pre-defined settings, such as aggregation, bar type, studies, and more. Site members may further identify a default chart template to always apply to a new chart in the Site Preferences page found in the My Barchart tab. You can add up to eight other symbols for price comparison directly on the chart. To create a Comparison chart, click the &#8220;Compare&#8221; button, or open the Chart Menu and select &#8220;Comparison Chart&#8221;.<\/p>\n<\/p>\n<p><a href=\"neobtc\"><img 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' alt='https:\/\/www.beaxy.com\/exchange\/neo-btc\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. In 2017, despite security challenges, such as exchange hacks, the popularity and price of Bitcoin continued to climb.<\/p>\n<\/p>\n<p><h2>HOW CAN I BUY BITCOINS?<\/h2>\n<\/p>\n<p><p>When you\u00e2\u20ac\u2122re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price. So, you don\u00e2\u20ac\u2122t need to check the crypto prices every time you make a purchase. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity. Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned.<\/p>\n<\/p>\n<p><p>The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data. Bitcoin, as the first virtual currency, was a pioneer in the crypto market.<\/p>\n<\/p>\n<p><p>The higher the market cap of a particular crypto coin, the higher its ranking and share of the market. Crypto market cap is calculated by multiplying the total number of coins in circulation by its current price. On the other end of the pair is the American dollar, the world&#8217;s primary reserve currency. Usually considered a benchmark, it is readily accepted in transactions across the globe. It is the most traded currency in the international foreign exchange market in terms of turnover, making up almost 90 per cent of global forex trading. The Bitcoin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies.<\/p>\n<\/p>\n<p><h2>We Need Your Support!<\/h2>\n<\/p>\n<p><p>A Bitcoin death cross has appeared which typically signifies a bearish short-term outlook. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. The Regulation of the European Parliament and of the Council on a pilot regime for market infrastructures based &#8230; This chart shows the USD value of Bitcoin at the first of each month. This graph shows the conversion rate of 1 Bitcoin to 1 USD at the first of each month.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Ohh yes right, the US Dollar really performs marvelously against Bitcoin. Make sure to zoom in the last few millimeters of this graph to find your argument there&#8230; <a href=\"https:\/\/t.co\/s5zRRTKcsI\">pic.twitter.com\/s5zRRTKcsI<\/a><\/p>\n<p>&mdash; Julian Kranz \u00f0\u0178\u2021\u00ba\u00f0\u0178\u2021\u00a6 (@kranzj88) <a href=\"https:\/\/twitter.com\/kranzj88\/status\/1548637459701010434?ref_src=twsrc%5Etfw\">July 17, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>Each  has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability.<\/p>\n<\/p>\n<p><h2>Explore more features and data<\/h2>\n<\/p>\n<p><p>Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. With any Bitcoin price change making news and keeping investors guessing. Silvergate has failed, and debate is raging over whether volatile crypto or usual banking risks are to blame.<\/p>\n<\/p>\n<ul>\n<li>The + to the right of the Quick Chart links allow you to further fine-tune the aggregation along with the period you wish to display.<\/li>\n<li>One major upgrade to Bitcoin\u00e2\u20ac\u2122s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand.<\/li>\n<li>First, choose whether you want to see Intraday, Daily, Weekly, Monthly, or Quarterly, then choose &#8220;Date&#8221; from the period drop-down list.<\/li>\n<li>The Regulation of the European Parliament and of the Council on a pilot regime for market infrastructures based &#8230;<\/li>\n<\/ul>\n<p><p>To use individual functions (e.g., mark statistics as favourites, set statistic alerts) please log in with your personal account. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Binance requires users to complete Identity Verification to increase their account security. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Due to its pioneer status, a lot of investors view it as the crypto market\u00e2\u20ac\u2122s reserve so other coins depend on its value to remain high. Bitcoin&#8217;s all-time high and low prices are driven by its supply and demand dynamics.<\/p>\n<\/p>\n<p><h2>Bitcoin (BTC)<\/h2>\n<\/p>\n<p><p>No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">You can plot literally any stock against the dollar and have a graph that looks almost identical &#8211; except that the stock will have a steady upward or downward growth depending on the value. Bitcoin is just stock market gambling again.<\/p>\n<p>&mdash; Taylor, nonbinary dyke (@PowerDyke) <a href=\"https:\/\/twitter.com\/PowerDyke\/status\/1545887716939816969?ref_src=twsrc%5Etfw\">July 9, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>There are hot and cold wallet solutions available in the market with different pros and cons, so you can explore the options to see which one suits you best. Bitcoin has a circulating supply of 18,832,712 BTC and a maximum supply of 21,000,000 BTC tokens. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment. Because Bitcoin is decentralized, it is not subjected to inflation or any monetary policies created by any central banks or government.<\/p>\n<\/p>\n<p><h2>Bitcoin USD (BTC-USD)<\/h2>\n<\/p>\n<p><p>When negative, the current price is that much lower than the lowest price reported for the period. For each period, the &#8220;Percent From Last&#8221; column shows you where the current ETC price is in relationship to the High price for that period. When negative, the current price is that much lower than the highest price reported for the period. When positive, the current price is that much higher than the highest price from that period.<\/p>\n<\/p>\n<p><p>Real-time last sale data for U.S. stock quotes reflect trades reported  through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. &#8220;Charts&#8221; section offers online quotes for the CFDs on the most popular cryptocurrencies . There is no need to refresh Bitcoin vs US Dollar chart, because updated quotes are streaming in real-time mode.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 14px;'>\n<h3>BTC price cools on latest US data as Bitcoin liquidates $80M in shorts &#8211; Cointelegraph<\/h3>\n<p>BTC price cools on latest US data as Bitcoin liquidates $80M in shorts.<\/p>\n<p>Posted: Thu, 16 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiZGh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9idGMtcHJpY2UtY29vbHMtb24tbGF0ZXN0LXVzLWRhdGEtYXMtYml0Y29pbi1saXF1aWRhdGVzLTgwbS1pbi1zaG9ydHPSAWhodHRwczovL2NvaW50ZWxlZ3JhcGguY29tL25ld3MvYnRjLXByaWNlLWNvb2xzLW9uLWxhdGVzdC11cy1kYXRhLWFzLWJpdGNvaW4tbGlxdWlkYXRlcy04MG0taW4tc2hvcnRzL2FtcA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>There are many <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> that split off from or are derived from Bitcoin, and it is the cornerstone of virtual currencies. If you&#8217;ve customized a chart and then switch templates, the previous changes you&#8217;ve made to the chart are not retained. Applying a template &#8220;resets&#8221; the chart to the template&#8217;s settings. The chart, however, WILL attempt to place any tools from the previous chart over the new template.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What Is Bitcoin&#8217;s All-Time High Price?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Bitcoin reached an all-time high price of $67,566.83 on Nov. 8, 2021.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>These currency charts use live mid-market rates, are easy to use, and are very reliable. The percent change in trading volume for this asset compared to 24 hours ago. The percent change in trading volume for this asset compared to 1 hour ago. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as \u00e2\u20ac\u02dcblocks\u00e2\u20ac\u2122 in a linear, chronological order. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 12px;'>\n<h3>Artificial Intelligence Crypto Assets Continue to Surge, Accounting &#8230; &#8211; Bitcoin News<\/h3>\n<p>Artificial Intelligence Crypto Assets Continue to Surge, Accounting &#8230;.<\/p>\n<p>Posted: Mon, 27 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiemh0dHBzOi8vbmV3cy5iaXRjb2luLmNvbS9hcnRpZmljaWFsLWludGVsbGlnZW5jZS1jcnlwdG8tYXNzZXRzLWNvbnRpbnVlLXRvLXN1cmdlLWFjY291bnRpbmctZm9yLTQtYmlsbGlvbi1pbi1tYXJrZXQtdmFsdWUv0gEA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>Every record included the hashes of previous records\u00e2\u20ac\u2122 certificates. Additionally, the system used private keys or digital signatures to sign the document. The BTC\/USD pair matches the world\u00e2\u20ac\u2122s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies \u00e2\u20ac\u201c the American dollar. The pairing represents how many dollars are needed to buy one bitcoin .<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"traders\"\/><\/p>\n<p><p>This lesson explains why cryptocurrencies might be a good asset to include in your investment portfolio. This lesson explains a step-by-step process on how to start cryptocurrency trading. Interactive chart tracking the current and historical value of Bitcoin in U.S. The current price of Bitcoin in USD as of December 31, 1969 is 0.00. Trading API Automate your cryptocurrency trading with reliable and stable API. You can explore the Bitcoin\/US dollar chart and speculate on the BTC\/USD rate today at Capital.com.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What Is the Current Price of Bitcoin?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Bitcoin is available for immediate purchase at Kriptomat. The current price is 21076.30 EUR.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>More <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin dollar graph<\/a> &#8211; Opens a series of informational windows about the symbol you are viewing. This lets you view other data, such as technicals, fundamentals, and Opinion, without leaving the chart. You can pop out as many charts as you wish, and continue to use the Barchart.com website in a different browser window.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"307px\" alt=\"barchart\"\/><\/p>\n<p><p>On top of this, most people who use cryptocurrency-related services worldwide are retail clients rather than institutional investors. This means outlooks on whether Bitcoin prices will fall or grow are difficult to measure, as movements from one large whale already having a significant impact on this market. The price of Bitcoin is determined by the market forces of supply and demand on cryptocurrency exchanges. Changes in demand are influenced by various factors such as news, adoption, regulations, and investor sentiment.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>High and Low prices and the date of their trades are shown, along with the Percent Change from the start of the current period&#8217;s High and Low price. A template is used to display a chart with pre-defined settings, such as aggregation, bar type, studies, and more. Site members may further identify a default chart [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[31],"tags":[],"class_list":["post-1401","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1401","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1401"}],"version-history":[{"count":1,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1401\/revisions"}],"predecessor-version":[{"id":1402,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1401\/revisions\/1402"}],"wp:attachment":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1401"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1401"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1401"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}