{"id":10353,"date":"2022-11-10T09:33:09","date_gmt":"2022-11-10T12:33:09","guid":{"rendered":"https:\/\/autsistemas.com.br\/?p=10353"},"modified":"2023-03-04T08:38:29","modified_gmt":"2023-03-04T11:38:29","slug":"btc-usd-bitcoin-price-and-chart","status":"publish","type":"post","link":"https:\/\/autsistemas.com.br\/btc-usd-bitcoin-price-and-chart\/","title":{"rendered":"BTC USD Bitcoin Price and Chart"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"302px\" alt=\"times\"\/><\/p>\n<p><p>When <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin usd price<\/a> is ready to enter a major correction, you will see all the Altcoins go through a major crash as soon as Bitcoin peaks. Want proof the 2023 stock-market rally is speculative froth? If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies. How to Complete Identity Verification Identity Verification or Know Your Customer standards are designed to protect your account against fraud, corruption, money laundering, and terrorist financing.<\/p>\n<\/p>\n<ul>\n<li>The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk.<\/li>\n<li>Say, if you need to send funds to your card, you can exchange crypto for fiats .<\/li>\n<li>4 ways you can sell your Bitcoin into cash at the rate that\u2019s most favorable to you.<\/li>\n<li>Prices started at $998 in 2017 and rose to $13,412.44 on 1 January 2018, after reaching its all-time high of $19,783.06 on 17 December 2017.<\/li>\n<li>The final settlement price of CME bitcoin futures is determined by prices on four exchanges, Bitstamp, Coinbase, itBit and Kraken.<\/li>\n<\/ul>\n<p><p>By <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin usd price<\/a> 13, 2022, the Celsius Network halted withdrawals and resulted in the bitcoin price falling below $20,000. In 2014, prices started at $770 and fell to $314 for the year. On 30 July 2014, the Wikimedia Foundation started accepting donations of bitcoin.<\/p>\n<\/p>\n<p><h2>How Secure is Bitcoin?<\/h2>\n<\/p>\n<p><p>This is because bitcoins are made using electricity partially generated by gas and coal-fired power plants. When burned, coal and natural gas emit greenhouse gases, which heat the Earth and change the climate. As of 2022, such bitcoin mining is estimated to be responsible for 0.1% of world greenhouse gas emissions.<\/p>\n<\/p>\n<p><p>With any Bitcoin price change making news and keeping investors guessing. In a presentation, lawyers for the bankrupt FTX identified billions of dollars in shortfalls across bitcoin, ethereum and other liquid assets. The market has been a bit stagnant in recent days, but that&#8217;s happening as a breather before a bigger move! In previous posts, I have already done an analysis of the possible next movements of Bitcoin, nothing has changed, so in this post I decided to combine the hourly chart and attach a wider&#8230; Deposit crypto to our exchange and trade with deep liquidity and low fees. Sign up for an account in minutes to buy crypto using credit card or bank transfer.<\/p>\n<\/p>\n<p><h2>Bitcoin (BTC) as a trading asset<\/h2>\n<\/p>\n<p><p>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. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard XRP the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How Much Will Bitcoin be Worth in the Future?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Check out our\u00a0Bitcoin Price Prediction\u00a0page \u2014 when deciding on your own price targets. Data displayed are based on user input and not Binance&#8217;s opinion.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>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. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. In countries that accept it, you can buy groceries and clothes just as you would with the local currency.<\/p>\n<\/p>\n<p><h2>$200M of Bitcoin long liquidations as BTC drops to $22k<\/h2>\n<\/p>\n<p><p>Once 21 million of Bitcoin have been minted, there will no longer be new supply of it rewarded to miners, and miners are expected to earn revenue by way of transaction fees. In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China\u2019s State Council and the U.S. But while the electricity figures are alarmingly high, it\u2019s important to note that bitcoin mining at most accounts for 1.29% of any single country\u2019s energy consumption.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"301px\" alt=\"called\"\/><\/p>\n<p><p>SoFi will apply a markup of up to 1.25% for each crypto transaction. Bitfinex offers order books with top tier liquidity, allowing users to easily exchange Bitcoin, Ethereum, EOS, Litecoin, Ripple, NEO and many other digital assets with minimal slippage. It has a circulating supply of 19.31M coins and a maximum supply of 21.00M. The environmental effects of Bitcoin are considerable. One such environmental effect is that it worsens climate change.<\/p>\n<\/p>\n<p><h2>FAQ: Buying Bitcoins with a card<\/h2>\n<\/p>\n<p><p>A malicious provider or a breach in server security may cause entrusted bitcoins to be stolen. An example of such a security breach occurred with Mt. Gox in 2011. As of 2013 just six mining pools controlled 75% of overall bitcoin hashing power. In 2014 mining pool Ghash.io obtained 51% hashing power which raised significant controversies about the safety of the network.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 10px;'>\n<h3>Is Bitcoin A Smart Investment For Your Portfolio Now &#8230; &#8211; Seeking Alpha<\/h3>\n<p>Is Bitcoin A Smart Investment For Your Portfolio Now &#8230;.<\/p>\n<p>Posted: Mon, 27 Feb 2023 12:38:09 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiVmh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ1ODIzNTQtaXMtYml0Y29pbi1zbWFydC1pbnZlc3RtZW50LWZvci1wb3J0Zm9saW8tbm930gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Bitcoin swing trade long signal in play from the 23,250 level. If bullish momentum follows through, a higher high can follow with a test of the 26 to 28K AREA over the coming week. This move has prompted me to call for a risk adjustment on the short trade that I shared privately from the 24,150 level. At this point, that trade is now RISK FREE if you adjust the&#8230; Over the weekend, Bitcoin bounced approximately 4% from a low of $ before weakening slightly. Currently, one piece trades near the $ price tag, and we have not seen confirmation of the short-term trend reversal.<\/p>\n<\/p>\n<p><p>This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. The answer is simple \u2014 the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price will soon return to the previous level.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"301px\" alt=\"june\"\/><\/p>\n<p><p>Bitcoin is a cryptocurrency launched in January 2009 with the first genesis block mined on 9th January 2009. It is a decentralized digital currency that is based on cryptography. As such, it can operate without the need of a central authority like a central bank or a company. It is unlike government-issued or fiat currencies such as US Dollars or Euro in which they are controlled by the country\u2019s central bank. The decentralized nature allows it to operate on a peer-to-peer network whereby users are able to send funds to <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> each other without going through intermediaries.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">TBH: I don\u00b4t believe <a href=\"https:\/\/twitter.com\/hashtag\/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw\">#Bitcoin<\/a> will get an easy  march. The markets will start to price the 6% scenario soon.<br \/>And cross your fingers  FOR  NO WAR escalation in the short term. Or markets will go for the 6.5% scenario. RISK on will suffer from flight to quality to USD<\/p>\n<p>&mdash; AlgoMoneyfest (@AMoneyfest) <a href=\"https:\/\/twitter.com\/AMoneyfest\/status\/1631602596476583939?ref_src=twsrc%5Etfw\">March 3, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n","protected":false},"excerpt":{"rendered":"<p>When bitcoin usd price is ready to enter a major correction, you will see all the Altcoins go through a major crash as soon as Bitcoin peaks. Want proof the 2023 stock-market rally is speculative froth? If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[174],"tags":[],"featured_image_src":{"landsacpe":false,"list":false,"medium":false,"full":false},"_links":{"self":[{"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/posts\/10353"}],"collection":[{"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/comments?post=10353"}],"version-history":[{"count":1,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/posts\/10353\/revisions"}],"predecessor-version":[{"id":10354,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/posts\/10353\/revisions\/10354"}],"wp:attachment":[{"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/media?parent=10353"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/categories?post=10353"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/autsistemas.com.br\/wp-json\/wp\/v2\/tags?post=10353"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}