{"id":44091,"date":"2022-10-20T16:00:05","date_gmt":"2022-10-20T16:00:05","guid":{"rendered":"https:\/\/bharatsatta.in\/?p=44091"},"modified":"2023-03-10T17:43:31","modified_gmt":"2023-03-10T17:43:31","slug":"bitcoin-to-usd-live-price-chart","status":"publish","type":"post","link":"https:\/\/bharatsatta.in\/?p=44091","title":{"rendered":"Bitcoin to USD Live Price Chart"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"300px\" alt=\"virtual currencies\"\/><\/p>\n<p><p>The BTC\/USD pair matches the world\u2019s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies \u2013 the American dollar. The pairing represents how many dollars are needed to buy one bitcoin . Templates are either created in the My Barchart tab, OR you may customize a chart to your preferences, click the Templates button, and select Save as Template. A free site membership allows you to create up to 20 templates, while Barchart Premier Members may create unlimited templates. When adding a study, you are prompted for the study parameters, and can change the color and thickness of the study plot before adding it to the chart. You may also identify the pane in which the study should be added .<\/p>\n<\/p>\n<p><p>Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency.<\/p>\n<\/p>\n<p><h2>Where to buy BTC with USD using your credit card?<\/h2>\n<\/p>\n<p><p>Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for WAVES now. However, keep in mind this value can change dramatically even the next minute.<\/p>\n<\/p>\n<p><p>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. Percent Change charts calculate the percent change for data showing on the chart. For example, if a 6-Month chart is requested, the chart will calculate the relative percent in change from the first visible bar on the chart. As you scroll the chart&#8217;s data set, the percent change is also recalculated and updated based on the data shown on the chart. By default, a Line Break chart is set to use a Line Count of 3 .<\/p>\n<\/p>\n<p><h2>EUR\/USD Price Analysis: Offers seem possible amid lack of strength in recovery near 1.0600<\/h2>\n<\/p>\n<p><p>Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as \u2018blocks\u2019 in a linear, chronological order. Bitcoin is a digital currency, which allows transactions to be made BTC without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, with one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of investors&#8217; holdings will double.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What Is the Lowest Price of Bitcoin?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Kriptomat data confirms that 51.30 EUR is the lowest recorded Bitcoin value.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>You may also create your own custom spread chart by entering the mathematical calculation. Once a study is on your chart, you can quickly clone it , then modify the clone&#8217;s parameters. This is helpful if you want to quickly add a number of Moving Averages to your chart, using different period parameters and colors for each.<\/p>\n<\/p>\n<p><h2>Buy BTC<\/h2>\n<\/p>\n<p><p>They just used a concept and a protocol <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin dollar chart<\/a>d back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. Sign up for an account in minutes to buy crypto using credit card or bank transfer. To be able to trade stocks like this, create an account and apply for a stock listing.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\"><a href=\"https:\/\/twitter.com\/hashtag\/Breaking?src=hash&amp;ref_src=twsrc%5Etfw\">#Breaking<\/a> \ud83e\udd82 More content coming.<a href=\"https:\/\/twitter.com\/search?q=%24DXY&amp;src=ctag&amp;ref_src=twsrc%5Etfw\">$DXY<\/a> \/ Index Analysis Chart Trading<a href=\"https:\/\/twitter.com\/hashtag\/Dollar?src=hash&amp;ref_src=twsrc%5Etfw\">#Dollar<\/a> Index\u203c\ufe0f\u203c\ufe0f\u203c\ufe0f<a href=\"https:\/\/twitter.com\/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw\">$BTC<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw\">#Bitcoin<\/a>\u202f\u202f\u202f\u202f <a href=\"https:\/\/twitter.com\/hashtag\/DXY?src=hash&amp;ref_src=twsrc%5Etfw\">#DXY<\/a><a href=\"https:\/\/twitter.com\/hashtag\/Nft?src=hash&amp;ref_src=twsrc%5Etfw\">#Nft<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Airdrops?src=hash&amp;ref_src=twsrc%5Etfw\">#Airdrops<\/a>  <a href=\"https:\/\/twitter.com\/hashtag\/Giveaways?src=hash&amp;ref_src=twsrc%5Etfw\">#Giveaways<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Pumping?src=hash&amp;ref_src=twsrc%5Etfw\">#Pumping<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Luxury?src=hash&amp;ref_src=twsrc%5Etfw\">#Luxury<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Investing?src=hash&amp;ref_src=twsrc%5Etfw\">#Investing<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Entrepreneur?src=hash&amp;ref_src=twsrc%5Etfw\">#Entrepreneur<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Succes?src=hash&amp;ref_src=twsrc%5Etfw\">#Succes<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Bussines?src=hash&amp;ref_src=twsrc%5Etfw\">#Bussines<\/a> Earn <a href=\"https:\/\/twitter.com\/hashtag\/Money?src=hash&amp;ref_src=twsrc%5Etfw\">#Money<\/a><\/p>\n<p>Chart powered by our own indicator <a href=\"https:\/\/twitter.com\/hashtag\/XtinGer?src=hash&amp;ref_src=twsrc%5Etfw\">#XtinGer<\/a> \ud83e\udd82 <a href=\"https:\/\/t.co\/HnFjF7F3Tg\">pic.twitter.com\/HnFjF7F3Tg<\/a><\/p>\n<p>&mdash; #XtinGer \ud83e\udd82 \/ Crypto &amp; Stocks Trading \u203c\ufe0f\u203c\ufe0f\u203c\ufe0f (@SeriesLatino97) <a href=\"https:\/\/twitter.com\/SeriesLatino97\/status\/1631150735747366912?ref_src=twsrc%5Etfw\">March 2, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>The entire crypto industry has been rattled by a series of unfortunate events that would make Lemony Snicket proud, causing catastrophic waves across the market. Ian Webster is an engineer and data expert based in San Mateo, California. He has worked for Google, NASA, and consulted for governments around the world on data pipelines and data analysis. Disappointed by the lack of clear resources on the impacts of inflation on economic indicators, Ian believes this website serves as a valuable public tool. Ian earned his degree in Computer Science from Dartmouth College.<\/p>\n<\/p>\n<p><p>You can  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;. You may also right-click on the chart to select the same command, or open the Chart Menu and select Comparison Chart. We provide a list of major market indices that you can select for comparison, or add your own symbols. The calculated results are displayed using the bar type you choose for the expression.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"309px\" alt=\"live\"\/><\/p>\n<p><p>4 ways you can <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> your Bitcoin into cash at the rate that\u2019s most favorable to you. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network. Forcing a transaction is impossible because they would have to control 51% of all miners.<\/p>\n<\/p>\n<p><h2>Statistics<\/h2>\n<\/p>\n<p><p>These currency charts use live mid-market rates, are easy to use, and are very reliable. Bitcoin US Dollar traded at this Thursday March 9th, decreasing 1778 or 8.08 percent since the previous trading session. Looking back, over the last four weeks, Bitcoin lost 6.10 percent. Bitcoin halving occurs approximately every four years, where the rewards given to Bitcoin miners for mining blocks are cut in half. Halving was built into the Bitcoin protocol to maintain its value as a deflationary currency. By reducing the amount of new bitcoins, the protocol aims to prevent the devaluation of Bitcoin over time, which often happens with inflationary currencies.<\/p>\n<\/p>\n<p><a href=\"login.morganstanleyclientserv\"><img src='data:image\/jpeg;base64,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' alt='https:\/\/www.beaxy.com\/faq\/beaxys-guide-to-sending-wire-transactions\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'\/><\/a><\/p>\n<p><p>Barchart loads a number of sample templates into the site when you are logged in. These templates can be helpful to get you started with ideas on how you can customize your own chart templates. They are found when you click on the Templates button, and click the Barchart Templates tab. Comparison charts can also be displayed as a &#8220;Percent Change&#8221; chart, showing the percent difference between the comparison symbols and the underlying symbol on the chart. The Expressions dialog allows you to choose from a number of popular commodity spreads. When you select a popular spread from the drop-down list, the expression is built automatically for you.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the current Bitcoin price in USD?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The current price of Bitcoin in USD is 21,784 USD.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>A Line Break chart with a Line Count of 3 compares the current closing price to the closing price of the line from 2 period&#8217;s ago. If the current closing price is the same, no new line is drawn. The Impulse System is based on two indicators, a 13-day exponential moving average and the MACD-Histogram.<\/p>\n<\/p>\n<p><p>Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity .<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"309px\" alt=\"credit card\"\/><\/p>\n<p><p>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. All prices on this page are nominal (i.e., they are not indexed to inflation).<\/p>\n<\/p>\n<div style='border: black dashed 1px;padding: 12px;'>\n<h3>BTC price needs to close February above 50-month trend line \u2014 Analysis &#8211; Cointelegraph<\/h3>\n<p>BTC price needs to close February above 50-month trend line \u2014 Analysis.<\/p>\n<p>Posted: Tue, 28 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiY2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9idGMtcHJpY2UtbmVlZHMtdG8tY2xvc2UtZmVicnVhcnktYWJvdmUtNTAtbW9udGgtdHJlbmQtbGluZS1hbmFseXNpc9IBZ2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9idGMtcHJpY2UtbmVlZHMtdG8tY2xvc2UtZmVicnVhcnktYWJvdmUtNTAtbW9udGgtdHJlbmQtbGluZS1hbmFseXNpcy9hbXA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called \u2018candlesticks\u2019 that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes.<\/p>\n<\/p>\n<ul>\n<li>The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.<\/li>\n<li>Silvergate has failed, and debate is raging over whether volatile crypto or usual banking risks are to blame.<\/li>\n<li>Learn more about our full range of powerful features including the best charts on the web.<\/li>\n<li>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money.<\/li>\n<li>We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>The BTC\/USD pair matches the world\u2019s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies \u2013 the American dollar. The pairing represents how many dollars are needed to buy one bitcoin . Templates are either created in the My Barchart tab, OR you may customize a chart to your preferences, click the Templates &hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[],"tags":[],"class_list":["post-44091","post","type-post","status-publish","format-standard","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Bitcoin to USD Live Price Chart - Bharat Satta<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/bharatsatta.in\/?p=44091\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Bitcoin to USD Live Price Chart - Bharat Satta\" \/>\n<meta property=\"og:description\" content=\"The BTC\/USD pair matches the world\u2019s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies \u2013 the American dollar. The pairing represents how many dollars are needed to buy one bitcoin . Templates are either created in the My Barchart tab, OR you may customize a chart to your preferences, click the Templates &hellip;\" \/>\n<meta property=\"og:url\" content=\"https:\/\/bharatsatta.in\/?p=44091\" \/>\n<meta property=\"og:site_name\" content=\"Bharat Satta\" \/>\n<meta property=\"article:published_time\" content=\"2022-10-20T16:00:05+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-03-10T17:43:31+00:00\" \/>\n<meta name=\"author\" content=\"Mohmmad rajjak\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"Mohmmad rajjak\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091\"},\"author\":{\"name\":\"Mohmmad rajjak\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#\\\/schema\\\/person\\\/cdbe668ed9f8d19fa170b0c58c583007\"},\"headline\":\"Bitcoin to USD Live Price Chart\",\"datePublished\":\"2022-10-20T16:00:05+00:00\",\"dateModified\":\"2023-03-10T17:43:31+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091\"},\"wordCount\":1051,\"publisher\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#organization\"},\"inLanguage\":\"en-US\"},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091\",\"url\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091\",\"name\":\"Bitcoin to USD Live Price Chart - Bharat Satta\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#website\"},\"datePublished\":\"2022-10-20T16:00:05+00:00\",\"dateModified\":\"2023-03-10T17:43:31+00:00\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/bharatsatta.in\\\/?p=44091\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/?p=44091#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\\\/\\\/bharatsatta.in\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Bitcoin to USD Live Price Chart\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#website\",\"url\":\"https:\\\/\\\/bharatsatta.in\\\/\",\"name\":\"Bharat Satta\",\"description\":\"News Portal of Chhattisgarh\",\"publisher\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/bharatsatta.in\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#organization\",\"name\":\"Bharat Satta\",\"url\":\"https:\\\/\\\/bharatsatta.in\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/bharatsatta.in\\\/wp-content\\\/uploads\\\/2020\\\/09\\\/bharatsatta_logo.jpeg\",\"contentUrl\":\"https:\\\/\\\/bharatsatta.in\\\/wp-content\\\/uploads\\\/2020\\\/09\\\/bharatsatta_logo.jpeg\",\"width\":1183,\"height\":409,\"caption\":\"Bharat Satta\"},\"image\":{\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#\\\/schema\\\/logo\\\/image\\\/\"}},{\"@type\":\"Person\",\"@id\":\"https:\\\/\\\/bharatsatta.in\\\/#\\\/schema\\\/person\\\/cdbe668ed9f8d19fa170b0c58c583007\",\"name\":\"Mohmmad rajjak\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g\",\"url\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g\",\"contentUrl\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g\",\"caption\":\"Mohmmad rajjak\"},\"sameAs\":[\"http:\\\/\\\/bharatsatta.in\"]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Bitcoin to USD Live Price Chart - Bharat Satta","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/bharatsatta.in\/?p=44091","og_locale":"en_US","og_type":"article","og_title":"Bitcoin to USD Live Price Chart - Bharat Satta","og_description":"The BTC\/USD pair matches the world\u2019s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies \u2013 the American dollar. The pairing represents how many dollars are needed to buy one bitcoin . Templates are either created in the My Barchart tab, OR you may customize a chart to your preferences, click the Templates &hellip;","og_url":"https:\/\/bharatsatta.in\/?p=44091","og_site_name":"Bharat Satta","article_published_time":"2022-10-20T16:00:05+00:00","article_modified_time":"2023-03-10T17:43:31+00:00","author":"Mohmmad rajjak","twitter_card":"summary_large_image","twitter_misc":{"Written by":"Mohmmad rajjak","Est. reading time":"5 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/bharatsatta.in\/?p=44091#article","isPartOf":{"@id":"https:\/\/bharatsatta.in\/?p=44091"},"author":{"name":"Mohmmad rajjak","@id":"https:\/\/bharatsatta.in\/#\/schema\/person\/cdbe668ed9f8d19fa170b0c58c583007"},"headline":"Bitcoin to USD Live Price Chart","datePublished":"2022-10-20T16:00:05+00:00","dateModified":"2023-03-10T17:43:31+00:00","mainEntityOfPage":{"@id":"https:\/\/bharatsatta.in\/?p=44091"},"wordCount":1051,"publisher":{"@id":"https:\/\/bharatsatta.in\/#organization"},"inLanguage":"en-US"},{"@type":"WebPage","@id":"https:\/\/bharatsatta.in\/?p=44091","url":"https:\/\/bharatsatta.in\/?p=44091","name":"Bitcoin to USD Live Price Chart - Bharat Satta","isPartOf":{"@id":"https:\/\/bharatsatta.in\/#website"},"datePublished":"2022-10-20T16:00:05+00:00","dateModified":"2023-03-10T17:43:31+00:00","breadcrumb":{"@id":"https:\/\/bharatsatta.in\/?p=44091#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/bharatsatta.in\/?p=44091"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/bharatsatta.in\/?p=44091#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/bharatsatta.in\/"},{"@type":"ListItem","position":2,"name":"Bitcoin to USD Live Price Chart"}]},{"@type":"WebSite","@id":"https:\/\/bharatsatta.in\/#website","url":"https:\/\/bharatsatta.in\/","name":"Bharat Satta","description":"News Portal of Chhattisgarh","publisher":{"@id":"https:\/\/bharatsatta.in\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/bharatsatta.in\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"https:\/\/bharatsatta.in\/#organization","name":"Bharat Satta","url":"https:\/\/bharatsatta.in\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/bharatsatta.in\/#\/schema\/logo\/image\/","url":"https:\/\/bharatsatta.in\/wp-content\/uploads\/2020\/09\/bharatsatta_logo.jpeg","contentUrl":"https:\/\/bharatsatta.in\/wp-content\/uploads\/2020\/09\/bharatsatta_logo.jpeg","width":1183,"height":409,"caption":"Bharat Satta"},"image":{"@id":"https:\/\/bharatsatta.in\/#\/schema\/logo\/image\/"}},{"@type":"Person","@id":"https:\/\/bharatsatta.in\/#\/schema\/person\/cdbe668ed9f8d19fa170b0c58c583007","name":"Mohmmad rajjak","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/secure.gravatar.com\/avatar\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/38189d68f23e776a6dacbe6f68d203d0661a407d2508b00cb315143a96da2bfc?s=96&d=mm&r=g","caption":"Mohmmad rajjak"},"sameAs":["http:\/\/bharatsatta.in"]}]}},"_links":{"self":[{"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/posts\/44091","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=44091"}],"version-history":[{"count":1,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/posts\/44091\/revisions"}],"predecessor-version":[{"id":44092,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=\/wp\/v2\/posts\/44091\/revisions\/44092"}],"wp:attachment":[{"href":"https:\/\/bharatsatta.in\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=44091"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=44091"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/bharatsatta.in\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=44091"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}