<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bitcoin Price &#8211; O-Remington</title>
	<atom:link href="https://www.remington-goelette.fr/category/bitcoin-price/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.remington-goelette.fr</link>
	<description></description>
	<lastBuildDate>Fri, 23 Sep 2022 15:47:03 +0000</lastBuildDate>
	<language>fr-FR</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=5.3.21</generator>
	<item>
		<title>Bitpay Exchange Rate</title>
		<link>https://www.remington-goelette.fr/2022/07/01/bitpay-exchange-rate-2/</link>
				<comments>https://www.remington-goelette.fr/2022/07/01/bitpay-exchange-rate-2/#respond</comments>
				<pubDate>Fri, 01 Jul 2022 09:38:13 +0000</pubDate>
		<dc:creator><![CDATA[romain]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">https://www.remington-goelette.fr/?p=7076</guid>
				<description><![CDATA[<p>By December 2020, Bitcoin’s price had increased by over 300% since January. The year ended at a price of about $29,374 — the highest it had ever been. But thanks to media coverage and the steep rise in Bitcoin’s price, the crypto industry started to...</p>
<p>L’article <a rel="nofollow" href="https://www.remington-goelette.fr/2022/07/01/bitpay-exchange-rate-2/">Bitpay Exchange Rate</a> est apparu en premier sur <a rel="nofollow" href="https://www.remington-goelette.fr">O-Remington</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>By December 2020, Bitcoin’s price had increased by over 300% since January. The year ended at a price of about $29,374 — the highest it had ever been. But thanks to media coverage and the steep rise in Bitcoin’s price, the crypto industry started to take off between 2017 and 2019. At the start of 2017, Bitcoin finally broke $1,000 again and kicked off a bull run phase.</p>
<p>This fork is subsequently resolved by the software which automatically chooses the longest chain, thereby orphaning the extra blocks added to the shorter chain . In October 2020, PayPal announced that it would allow its users to buy and sell bitcoin on its platform, although not to deposit or withdraw bitcoins. On 2 July 2020, the Indian company 69 Shares started to quote a set of bitcoin exchange-traded products on the Xetra trading system of the Deutsche Boerse. In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto.</p>
<h2>How To Invest As Inflation, Higher Interest Rates And War Roil Markets</h2>
<p>In October 2013, the FBI seized roughly 26,000 BTC from website Silk Road during the arrest of alleged owner Ross William Ulbricht. Two companies, Robocoin and Bitcoiniacs launched the world&#8217;s first bitcoin ATM on 29 October 2013 in Vancouver, BC, Canada, allowing clients to sell or purchase bitcoin currency at a downtown coffee shop. Chinese internet giant Baidu had allowed clients of website security services to pay with bitcoins. Prior to the release of bitcoin, there were a number of digital cash technologies starting with the issuer based ecash protocols of David Chaum and Stefan Brands. The idea that solutions to computational puzzles could have some value was first proposed by cryptographers Cynthia Dwork and Moni Naor in 1992. The idea was independently rediscovered by Adam Back who developed hashcash, a proof-of-work scheme for spam control in 1997. The first proposals for distributed digital scarcity based cryptocurrencies were Wei Dai&#8217;s b-money and Nick Szabo&#8217;s bit gold. Hal Finney developed reusable proof of work using hashcash as its proof of work algorithm. 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.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is crypto?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Fundamentally, cryptocurrencies are digital money. The blockchain is a database, or digital ledger, for recording transactions of said digital money. This digital money isn&#8217;t backed by any government or institution.</p>
</div></div>
</div>
<p>Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. But go by its recent boom — and a forecast by Snapchat&#8217;s first investor, Jeremy Liew, that it will hit a bitcoin price of $500,000 by 2030 — and nabbing even a fraction of a bitcoin starts to look a lot more enticing. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it.</p>
<h2>Why Follow The Btc To Usd Live Price Chart?</h2>
<p>In March 2016, the Cabinet of Japan recognized virtual currencies like bitcoin as having a function similar to real money. Bidorbuy, the largest South African online marketplace, launched bitcoin payments for both buyers and sellers. Satoshis) to each of two different addresses on the network. Within hours, the transaction was spotted, the bug was fixed, and the blockchain was forked by miners using an updated version of the bitcoin protocol. Since the blockchain was forked below the problematic transaction, the transaction no longer appears in the blockchain used by the Bitcoin network <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> today. This was the only major security flaw found and exploited in bitcoin&#8217;s history. Not only do they have technical differences, they also offer two completely different value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether.</p>
<ul>
<li>A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable.</li>
<li>The value of bitcoin dropped on various exchanges between 11 and 20 percent following the regulation announcement, before rebounding upward again.</li>
<li>DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</li>
<li>At the start of 2017, Bitcoin finally broke $1,000 again and kicked off a bull run phase.</li>
<li>Options added for millibitcoins, and 3 new cryptocurrencies.</li>
<li>Bitcoin initially grew in part because it promised freedom from government-issued centralised authorities.</li>
</ul>
<p>There is no official ISO code for Bitcoins, although XBT is commonly used. In 2014, Adam Back, another cypherpunk and the inventor of Hashcash – a cryptographic hashing algorithm created in 1997 which used the same proof-of-work mechanism that Bitcoin would later adopt – co-founded Blockstream. Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. Bitcoin users send and receive coins over the network by inputting the public-key information attached to each person’s digital wallet. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. It wasn’t until December 2020, when bitcoin returned to test the previous all-time high, that it eventually surpassed that historical level and rose a further 239% over the next 119 days to a new all-time high of $64,799. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not.</p>
<h2>Barron&#8217;s      Bitcoin Prices Fall As Crypto Market Is Slammed By Hawkish Fed Expectations</h2>
<p>EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. The future of bitcoin and bitcoin’s price remains uncertain. Each bitcoin 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. A &#8220;desirable future for digital finance requires prudent regulation,&#8221; Dudley wrote in a Bloomberg opinion piece about the $2 trillion crypto market.</p>
<p>During November 2013, the China-based bitcoin exchange BTC China overtook the Japan-based Mt. Gox and the Europe-based Bitstamp to become the largest bitcoin trading exchange by trade volume. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number, ID, and your source of income when you create your account. Once you’ve created your account, most exchanges will ask to connect your bank account or a debit card. That way, you can fund it with fiat currency, like U.S. dollars, to buy Bitcoin. Once you’ve connected a payment method, you’ll be able to actually place your order for Bitcoin.</p>
<p>Bitcoin is a virtual currency, more commonly referred to as a cryptocurrency that was created with the principal of removing intermediary control as enjoyed by banks, central banks, and governments. Bitcoin was created in order to compete or replace fiat currencies as an alternative instant payment mechanism. Because bitcoin transactions are irreversible and there are many faucets, they have become targets for hackers interested in stealing bitcoins. Advertisements are the main income source of bitcoin faucets. Faucets try to get traffic <a href="https://www.beaxy.com/exchange/btc-usd/">btc rate in dollar</a> from users by offering free bitcoin as an incentive. Some faucets also make money by mining altcoin in the background, using the user&#8217;s CPU. There are also faucets that dispense alternative cryptocurrencies. The first bitcoin faucet was called &#8220;The Bitcoin Faucet&#8221; and was developed by Gavin Andresen in 2010. On 24 January 2018, the online payment firm Stripe announced that it would phase out its support for bitcoin payments by late April 2018, citing declining demand, rising fees and longer transaction times as the reasons.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="btc rate in dollar"/><br />
Treasury extended its anti-money laundering regulations to processors of bitcoin transactions. Miners resolved the split by downgrading to version 0.7, putting them back on track with the canonical blockchain. User funds largely remained unaffected and were available when network consensus was restored. The network reached consensus and continued to operate as normal a few hours after the split. A fork referring to a blockchain is defined variously as a blockchain split into two paths forward, or as a change of protocol rules. Accidental forks on the bitcoin network regularly occur as part of the mining process. They happen when two miners find a block at a similar point in time.</p>
<p>What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have the desired coins or tokens on your CEX.IO account. So if you want to withdraw them, you can do it any time by using different payment instruments. Say, if you need to send funds to your card, you can exchange crypto for fiats . The most simple way to do so is using the Instant Sell in the CEX.IO mobile app. By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="btc rate in dollar"/></p>
<p>L’article <a rel="nofollow" href="https://www.remington-goelette.fr/2022/07/01/bitpay-exchange-rate-2/">Bitpay Exchange Rate</a> est apparu en premier sur <a rel="nofollow" href="https://www.remington-goelette.fr">O-Remington</a>.</p>
]]></content:encoded>
							<wfw:commentRss>https://www.remington-goelette.fr/2022/07/01/bitpay-exchange-rate-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
							</item>
		<item>
		<title>Btc To Usd Price, Sell Bitcoin  In Us Dollars</title>
		<link>https://www.remington-goelette.fr/2022/03/14/btc-to-usd-price-sell-bitcoin-in-us-dollars/</link>
				<comments>https://www.remington-goelette.fr/2022/03/14/btc-to-usd-price-sell-bitcoin-in-us-dollars/#respond</comments>
				<pubDate>Mon, 14 Mar 2022 10:25:34 +0000</pubDate>
		<dc:creator><![CDATA[romain]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">https://www.remington-goelette.fr/?p=7068</guid>
				<description><![CDATA[<p>That’s why it’s important to monitor the conversation rate using a reliable source. For instance, one day the exchange rate might allow you to trade 1 bitcoin for $4,900. A week later, the exchange rate might offer $5,100 for 1 bitcoin. To prevent such situations,...</p>
<p>L’article <a rel="nofollow" href="https://www.remington-goelette.fr/2022/03/14/btc-to-usd-price-sell-bitcoin-in-us-dollars/">Btc To Usd Price, Sell Bitcoin  In Us Dollars</a> est apparu en premier sur <a rel="nofollow" href="https://www.remington-goelette.fr">O-Remington</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>That’s why it’s important to monitor the conversation rate using a reliable source. For instance, one day the exchange rate might allow you to trade 1 bitcoin for $4,900. A week later, the exchange rate might offer $5,100 for 1 bitcoin. To prevent such situations, the order will not be completed. The current market price of Bitcoin is updated every 1 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. One of the leading currencies in the world is the United Stated Dollar . A paper and coin currency, it is officially produced by the US Government for debts and purchases. The U.S. Mint produces and circulates the different denominations of its currency for purchases and selling goods.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсclIyeCeI2emWuvTZpHabFl2fO1tqmSzrjyEvyb7q9ziipWVEZPJiPzy1EmlY7K2nk61shd9U4wc9v6JwjvFqbdXVhq4+AtA+uMpb5QT/AIu01/8AnEh/tDDS+ToP/oWu0A8/h97/AOUYhxao659M+r1rOWbek7XHaa4+1MKSxJvtL3tnKTuAzGDpVq70s6M2/OWzY85МаксиМаркетсZGfmlTjyZiVmHiXChKDyodtqE8fTGUE1RFpZ9mNPJ1pkD/qnGNu3y7ksl2tb7o2tFVHwBuPrDOd1UDppv619M9eqdd95T65KlSpnG3n0sOOlBW2tKfdbBUeSOwi8F19dvT3QaYqcpNzzlenNp8KSkZB9Klq9Ct1KUJHrk59AYhG6rZ6DLkmXZxlN0UV54kqNObfSnJOchLiVpH2YjRUjTboWpr3jT103/Vkbt3hTje1P0fkWEH9sSm9Gxalnjrq6Gpa9rQ3hDRg435788ntTZR3j6PY6CnqoSHEnJeNs+GVHNOp99dZ+vi52YlnmGJ51v2p1kFTNLpqDgJCu27buCc43LUTjmH18ofb1RpGpduPMtLboxtМаксиМаркетсSkMJ/JoUy65vQPLISpvj6IsRYvUR0q6Z0f8AWLJzFIkivxFol6Q8FOrwBvWsgqWrAAyok4AHlBfvUb0r6mUNVuX1LTNWkCsOpbfpL2W3ACAtCgNyFAEjckg4JHYmOUaqro7zT1EVC9tLA0sazByARjOeWcAbZ7Oe63ZtL6SSN1YwyPIJPEMZ7lm6IdTnTs3pnb9IavKj207TpBmWeps6v2ZTLiUgLxuACwVZO4E5zmKZ3TX6NdHWMm4LfqLE9T5+8JJyМаксиМаркетсWFbkOo8VobgfMcGJBqdhdCE894stc1/05Oc+HLIKk/wDasrP7Y3Vn07oQsusyNflp68Z6dp0w3NS65xL5CXUKCkq2toSDggHtHTbn2iyS1NXSR1DnzNc3hczlxeP6rXUXNta2OGWaENYQchw7PDKsfrH1Q2loZflDta9KVOmQrUiqZFRlR4pl1JcKSFtdynscpyfgYZetXUf0q3rphVpOr3FTLjVMybvsMimTcVMiZKCGyjcgFlQVj3yU49Y0OrGrfRtrS0x/DxqqzUzKNqalptmRmGX2kE5KQpI5GecHIz9MQ9L2H0IMTМаксиМаркетс3rz1GmWic+yuNANd+2Uy4X/rRHrJaLQyKGesiqI52c+BuQ4g5GDzG23YnOtv7XveyGohcw8suGRt7Ur8nXQalVNTbkn0MOKpLdAck5x3HuKW663sR9JCHD9AhiTCL06M+oRU6qnB9mRec9nCiUtVKmOnHuqxwdu3OAdq0diBzbLT7qV6T9K6Ai2bHbn6XIJWXFJbpT5U64QAVrUQVLUQAMk9gB2EI6i9RvSHqrSE0S/ZScq0u0orZLlIeDrCiMFTbiQFIJHBwefOHl2p62a81NTPQvdSTtDHNIPFhowD3Z57Z7ea5A23Moo2R1jBKw5B4hzO+E5Lb67eneuUlE/UromqJNbAXZOdp76nEKxyAppC0K+kGPNrdaenGoWqlD00sGQqVRTVXHELqj7RlmUBDS1+4hX5RR9zHvJT384rFO2Z0FTU57Uxemo8m3nJlmWQps/DLkupf+tElaYahdC+kVQbrdqyVWdqrAPhVCekJh99slJSSgqG1BKSRlIBwSPOGevsOnooZHUVPUvkIPC1zcNaTyJOMnHtXZBf5Xva2WoiDRzIcMke8qTetLWc6c6eqtGjTBRXbqQuXSpCsKl5TgOueuSDsH8on83B5vKCR2AGIfesuplT1b1Eqt6z63Q1Mr8GSYWf/AFaVQSG2x6cEqOO6lKPnDDV5xKNM2YWahbE767t3e3u8lXWo7x9M1zpW/UGzfZ3+a8KxzCRhRUJK7RIwmZqTPeE1ecKK7wke8C2NQ274D7b2xK/DUFbVdlYOcH4RJNySVLuKrW9MUKpqn5i5ZhCZVhTZ8SWS0kBbKk4xuC1uHOcFODzkAxkoZ4+MWA6SbWk6/c0jVJpvcqk1jxEOYJAzKPFQI8hhAP049IrfpPtkdVaPTCcOiIx5nCs3ozuclJdfRWjLZAc+QyrXWnQxbtCkqWP76wylK/icc/thxSgKlAqQOT6RAtx3prHS65OVmRfojkgXVlqmKJRMJbHzQNxG9WBkgevGcRJGmOqspe8r4M5THqfPMp3OIWlScnt2IBH0GPM5Zwv3Oy9I8RczOE/Z/hs7xxgesMivSyHEKBQNhHKSODDzqVUpjMuX5qaQ00lOSongREt46y6dUF9MtUK2FKcPuhtBXgeROOw+mCdodsFnSOLNyoE140CpF+ocqLEu21OtIOd44dHkk/H4xTmtadotOrezJK2fCJPhqAJSvzGFHuD8cGOhlT1HsutzHstGr0m+pSfmhYJ58h8fhFe+oXTyp1iVVcVsS3jPNDLrbfdX+djzx5xtoXyMdwHksqstkHEOarvJOOTVwImq1cko1KNrSlPtTailPA5CMZWceSMnHkc5i1WmNQRUZgUylSzzktI7HpibVtwFdkJABO0Ebx87cTgkJAwKVGWdr10yaW0+KJhCAW1jhCSE70+8cBOc8bc9/jm8WjUs7RabMUqc/IPTrbc2hgqK17Ee5uWvHOSrgE5xj0ic6dpYai80schwOIfDs8+SgGraipgsFZUQNLi1h8gds+Wcn2KRcY559I+wQR6fAwvGiIIIIVCIIIIEJrHvCa+0KnGYTUMiGsct1DRzSR4GYRUpIPpEiaO6S1PVe4VyDT5lKZJbXKhN7clCDnCE+RWrBxnsMnnGDcW29MdL9NaWt6Vo1Mk220ZeqE6UFwj1W6vsPhkAeQERu8aoprRJ1QBe/uGAB7SrC0r0f3DUkQqw4RxdjiM59g7fblc8lqSDhWAT2BPMeFZxHRWTuHRq9yul02u2dXiRtXLy81KzJ+tKSYo3clKOofVHe2lemVvycnT6LOysgz4JKWUuiWbcmVq49xKHFrSQn9DgZOI5bXq+CumMcjCzAJznIwPIJ2v3RpV2WATwTCXJAxgg5PLG5ymS4cAkrwBzkmElqTxlQGRxnjP0esX+076etOdPZFD81S5eq1RtAU9UJ9tK9pA5LaVe62kc9ufUmHVJTult6Cbo9LnbWrns42zMtLOy8yWx6LQnO3645J9dU7JS2KIuaO3OPhg/FOtH0S1skAfUTtY4j6oBd5E5HwyuaRhNeBnJA+uLJ9UHT1SrGor+pViSngUuXWDVpDflEuhSgkPNA8hIURuT2AORgAiG90g2lTrn1Jm5qrU2XnpSm0xxzw32g4guOKSlJwoEH3d/2w/x6hpZre+4Rbho3byOfH8lGJdH19Ld47RPsZDs7mMd49igZSucZ/bHheOYv/1AaHUa8dLKzJ2bb1Op9fk2vb6cuVlUNlx5r3vBO0DIcTub+BUD3AipvSpQ6fferFviclGpqQYafnn2nkBaVbWlBIIPBwtSe/pGi36np66klqeHHVjJb2nz8fgnC66IrLVXQUnGHCUgBwG2fEeHtUWEp9R/XCaintlP2xcvrvXbumXTrVapbFr0WUrNUqFPpMk81INJWkuzCC5ggZB8JLv0ZhxdJdAtK6dDaFNVq2KPO1GWcmZaYfekGlrUQ8soySnkhCkDn0jiGtGOpDVdScBwbzHaCc5x4J4d0cTMrm0JqG5LS4HhPYQCMZ8VQwnPHf4wmsgDJI+sxJ/VfKS9u9TVat2nSUtJyLtDptRYYl2ktpTvDjasBPHzmc/XE0dFej9MqlNqeot0UWXnWJkmQprc2yHGylJBdcSFAg+8AgHHdKx5mHd+o6eK1i5lpwcADPM93JNEWk6mS8m0B2S3OXdgHPOPyVQiU+o+0QktSfNQHwyIsT1/6kUG1a1bGg+mVs0KVrVYAq1fmJeQaD0rT0qIZaCkpyhTjiSrgg7W8dlxbyxNIrJoFkUGkViz6FMzkjTJdiamHZBpSnHUtpDiySknlW494aXa3jjpmVDoT6xIAyOwDfOPFSKPo6nfVupBO3LQCTg9udsZ8O9ctlKT5KH3hCC1DJjqkKfoIrkSdhn09yTigfWPdtFqXUpLWHYcrRmqJQ7bl3XjTWG0pXPTDzpIKm+FYbSxx8Vesb7ZrOK51TKYQlvF258M9yS6МаксиМаркетсtVI+rMwdw9mCPDvURrUn9NI+BMJKUn9Yn6o6w2BpjZtuWNQaRM2zSXXZGmSrDrzsk0VLWhpIUpRKeSSCSYQt24en295+ZoFp1zT6vz0ukmYkqfMyU062kHB3ttkkAH1EcMnSDE1xAgJx/+36J0h6N5nsa8zgEj/T+q5QntnMJLV5E4H0xerrL6e9PKVphWtWbUoEpQqnbyETc2iRbDLM1L7wlzc2nCd4CioKGCduDmPnQ5ZFjzOks1c92UihzbtYqjqpVU8y04oMNpSgY3gkDeHIdRrOlNvNaxhyCAW9uT49ybBomrbcG0MjhhwJDuzA8OfaqIqUkDG4cfEQkop/SH2x2JRprpk6gON2МаксиМаркетс0qGUqFMYII9QdsYE3aGjUmh1c1a1nM+ACXN8lLDYB3yMcYhpHSLCf/AEH7w+SfP3dzAf8AnH3T81yBVjyOYSV2hCVvRzUWoVm+fY25OVrlVnJ6TlW2whMvLOPKU02EjgBKClP1QurtFh0lQKuBk7RgOAPvUHqac0k74CclpISavOEld4VV5wkrvHQsGpNX/fFnOhOuMy13XPRXkoKkUr8KsKIBIW0oNKA+kTAP834xWNfYМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсOF0gq7knP/hGttqtKrlcSZFO6nyzgKngrIcWDgJHrjBz8ePWGjSpK79WqghK2HqVQ0qwGgdr76fiRwhPwHPxETAu05CzLf2SbAQJdsBCUgAAAeX7Ize4Q4Z2rSyIyDiPYrd02TYtiwVVZlsb6wv21aE/OQgj3E89/wA4j+VFaNW73eUJmoOTymZSRaW6srOPmjP9cWCumcdZsKiVhp0pWilSyXWT2LbjQ5x8DEMVDRWV1nojbMtMOSQYd/4WYJyoqQcgDH5quD9EJWVzrhVcdQeJ23wGFhaaJtpourphwsyT7ySfflOXS/WIXBZ0t47gDnsyUqAPY47Qpai0Vu9pF3cT7OoqJJz8OYZNC05mLEmnqehSksMgkZHcZ4je6Eza6rdFyVdBK2JGcEmk+W4JBVj7Ywa3By1b3OHCWdhUtX5SLcpwM/NyjAYSnDoT7qiT5hQ5BHf0hgVagLlJZNTkFLmae5ja4QNyCT2UB9IwexyPPgYmrlxzM/UGKUw4oqqEx4KEZ/NHc4h41mkyVvWzLKL5QXJdIUjd247/ANXETjTOuK6wzBszi+I/yk5x7M8lW2sOje3algMkLRHPvhwAGT445+e6YG1MEZn4Xkf8WNffVBFp/vTtX2b/AHKlP3MXzvj95+SZyoSV2hY9oTVE6C83tSKu8bK1rZqV43HT7Yowb9sqLwZaLhIQngkqVjJwACT9Ea5XxiYelGj/AIS1aZnFJymlyT8xyOyiA2P/APZjjudUaOjknHNoJ8+z4p8sFvF1ucFEeT3AH2dvwWaOjfUtXCqzb4x3w+9+7hOZ6NtTkoJYq9AcUBwkvup/b4cWN6gdY6doFpFX9WKrSHqo1REMlEgy6G1zLrryGm2woggZU4OcHAzEWdNXWY71AXS5aVU0fq9oTJkF1GМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс3XZaReYpCSpx51DZMxODBbOXA2Bgp/PScEdu+6N/RnpynVeSnadKp9ladwlMvMhCVoKsZO7gq4Tnk8qPJHfLlXRIvuTcxKsTzO1KWfGlwAtKlKSCoryVKBxtHBG0DKcDCUxOO+2L2OEPpbb8CVkWEKDZxkBasFKU8lQPP0DgQpGRgrEHBBG2FOVCuCWuCiNTkktO75hTuSopX5pJHnDIvih2nUGphmueEwo+8p1texefpHeG3alTfpcg88wXQX8oKkqUsrdHY7CSVEp9MZ28DnMR3VbAvm/q87ULguIStFCve9lcUHHh5pbzhKu2OCcHy5hjq6KR7wIwpNbK2njY6WV+COzvWmrNDtKhVldds6/JlythlTKJZ38s0Ed9qhjg5A5zmIfvLVi6p5tyUumjBbMsotqU0tZbXk+YxkefnFkapo7bNsEqt+kh1t0lK3Xll0uKB4Xkng8YI484hvUCW8FYbXJLlVI3EKlVJ2lJyCCFAEH4Z8o3wWrq3hzzlZVWpBLA6GFuD/AKkzqj1GVj8D/wAHpa351mUltsqgqfAQhsA8jKRkYHkfMRF7Ms7eFxKrMqkueOtIcnXAPyYT+anyRxxxz5Y5h3ztpJbQn2dE2+0CUjx3iQojuO4BB44JIxGwoqW5Jk+0ScqkS6j4aCrDSCT2CQACr/6OYc46aOIlzQmCprp6kBshyBySf8AZT/Hg/wBb+3BDn8Ss/r3PvJgjdgrl61/gnie8eFDuIVWMQmqPSq8BNSK8gEiLMUbrY6YNLLfo9j1m+JtibpUgxLupbo024CpKACcobIJJBMVoV/3xgP0mmTDhdmJBh1Z7qWgEmGS+WUXqNjC/h4TlTXRurDpOofMI+PjGO4q1z3yj3SW22pwX5U1kDO1FAniT9H5KGBfnyoumbFLcl9HtOruvStvDbLJmJI06RSScbnXМаксиМаркетс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МаксиМаркетс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МаксиМаркетсuHfGcWFFQ+cMbQEfehLqO0Utzp/tWl3BPXq7PP1iqN0qUllSgbK1qbWsnO49gg+UWV6QaGKXo8xPFAC6vPTE2r1OCGx+xsRWf5SO5Wqzq1pPpcwvd+DWJ65Z1oeiihiXP+pMxqm1BМаксиМаркетс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МаксиМаркетс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МаксиМаркетсWphsLSOSkqaSDjnBMQhp30YXBTKzTn70rdNNMp60LXLyZU4qY2YIQSpKQlJIGeCcZGBnIgOk7lR21s01Q7DsDA7Srp6Q7Ncr6aalooy5uSSdsDkN8nuVj9KLfXamm9t0B5vY/K05gPp9HikKc/1iqOcPUrVRd/Wzes9v8Zu2aXT6G12IQQz4y0j+c+o/TmOj+pWoVs6TWBXNQ7xn25OkUCScm31rUAVbR7rafValYSlI5KlADJMc1+j7T2rdQl63HdV9zj0nUbymJ+4Zx+XSB4TjiwW0pSrPuJKwnbn5oAyO8cmn3tdXur5vqsy4n/ninTV0b47My10v15OFjRyzjn8ArTdPfVfaMrTKbprqbU26NUJNtEpTqnNEIlJxtPCG1uHht0DA97AVgYJJxFmazRKDdlIcpddp0pVKdNJBWy+hLrbg7g4OR6EHy7iKV3R0S6jhTknIzFErcivKQpThZUR/nIUDj6AoxYTpe0juvRqwHbVuiurnEGbU9IygmVvtU5kpA8FtS+QncCraPdGeO5jK/UtAx/plumB4jnh7QfyWvSlbdXx/Rl3piOAY4zyIGwB7z7FW7qo0EkdJPZL2tNbgtqoTKJN+XcWVGQmFg+GUqPJaVgp55SogZIUMSt0K0QM2hclwKRj2yotyqCRyUtNBR/a7+yNB8pbf1Nt3ROkWO3No/Dt33FIMyMqCC4WpdwPPO4znYnYhJPPvOoHnEz9LVA/g9oTazC0Ydm5dU86ccqU8tSxn+apI+qOie91FTYzDOcniAz2kDff3LVTaapKDU7aimbwt4HOwOQJONvaCVW35UyvvP2/pfptLukCsXOuqzKQoje1KMKSEkeYK5lKvpbiFNMaDMV3UC2KFIoKnX6pLISME4CVhSj9SUk/VFtupzpMurX/VK1b3krxplMpds0t6URKPyzjji5h53ctwEEDG1LYHnkGHdod0vW9pFUVXJUKqa3XS2ppmYLAaZlkK7+GglRCjyConODgAZOd1kvNHabZK1xzK7OBj8fBadS6euF9vMDmtxCwDLsjsOTjtyVNm5ISDnHxPaONyrmlr41L1MvOmPJep9XvGqTEi6k5S7L+0rDawfRSAk/XF8+u/qhpuhemMzaVuTbcxqBeLDlOokk04PElkLG1ycWBylDaVEpz85e0dskUAsC2kWpa0jSOd7bYU4fVZHOfrjdoSjkkrTUH6oBHmk6Sq6OKgZSZ9dxBx4Bb1Y4zCR7Que8Jqi2WnZUoCOSQUIRWnnMZKgYRWMxktjThY6kmE1JMLK848KBz2hQcre1yQKfWE1JELqHeE1DMZAraDhIEDtFmOjzcm3r8QtKVpmnqWhCFH5xSma3DH89GfqitK0+kWg6RppEjal0zS20K2T8uQCndz4SscDnz7jtEU1ucWOU+z8QpfogcV7iHt/AqW5pjx5FazLTK1NPfkc/OSSMk7OFHlSeOAe3ePso94DjU6l2f8ETaFobWlZdIwo4IIylQUlWCexPA5EKImGUNPTiJspUhGEKWjcUKIykhSOU5VyVcdhntxq3Zxbbjc6МаксиМаркетс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МаксиМаркетсC3EPy4KkKKhygKwrIKlYWOE5AKVckiFBOhomjSalUGKAszAnnXzMoBBQ6HFAbkqTt8RJ3DIwBxwSTGRctWqF02p7a4w1VXJZ9YBLaGlrcTghzIJ7EJGOMALzyOdPpJMFq3aoDTg5OzPjzDqQ8pPvKUoblBKu5IyMHPIx34+6b1Kn1ajVmlqZmFLlaqtolASohBdUCsJA4wk4OeQDnkcQoGELTVmWmm0bGEplEkZWl9xLgU4FKIG5CcAgBBBIAJ84929JLlnJZFRaeWp7BLaFBG13cQnB3E4B3HGecjHcZzLjpMjT3FsSzjhkWkNpUlIcy8kqAQFDsoDkEHGNg7E5hGhvVVbhCm2GZ10IUpLbgI4IBB5ykjI7k+fxwqxKdP4CX+rH3zBGT+Bq1+plf/jr/ALMECRbEjzhNY88wqfSE1do9Kr5/sSB9ITI84WUMGE1AQoK3glIq84TV6wsoDEJkRktrUiofGFJGq1mgz8tXLdqTkhU5FwOysy3glC/iDwQeQQeCCQY8rHeEj9HaMJGMlYWPGQea6qeeSnkbNEcOaQQe4qdbf+UImrblRJataVVd59r3fwnbZRMMvgfnKYcUlbR7jaFLHGcjOAncPyomm8vLLTaWj2oFbn1IUWmXpViTZKscBbinFFIz5hCiPQxBSwCMEAj6IQLDIOQ0kEcdohs+h6SV/FG8tB7FbFH0s3GKEMmia9w/m3HwTV1Y1F106tq1JzGq7UtbVmUyZ9rkrXkHFLQp0cJМаксиМаркетс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МаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p>The portal allows users to convert “old” versions of tokens to new versions that, for example, may have resulted from project teams implementing a token swap. Simply make deposits and МаксиМаркетсhdrawals to / from your account’s spot wallet. The minimum trade amount is generally an equivalent value of 10 USDT worth of coins. Minimum and maximum trade amounts will be dependent on the coin / pair and can be previewed before entering in a trade amount. See our pricing page to see the different limits to sell Bitcoin by bank transfer, МаксиМаркетсh or МаксиМаркетсhout KYC. A cold wallet — an offline device not connected to the internet— is the safest place to keep your crypto investment, according to experts.</p>
<p><h2>Want Daily Price Updates?</h2>
</p>
<p>All functions of the platform are designed primarily МаксиМаркетсh the user in mind, thinking of your convenience, and needs. Whether you are a beginner or a professional, the simplicity of use is very important in both cases. The CEX.IO team makes a lot of effort to create FAQ and tips, but if you have any questions, you can always contact our 24/7 Support Team. Also, the contact button МаксиМаркетсh an assistant on the site is always available. Hit a button and we&#8217;ll give you a hand whenever you need it. There is no doubt that owning some Bitcoins is a good idea &#8211; in the world of cryptocurrencies, BTC is a kind of analog of gold in traditional finance. Today, almost every country has its own currency, МаксиМаркетсh the exception of countries МаксиМаркетсh a common currency or countries that have adopted a foreign currency . Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates. On the currency market, there is a larger trade volume than on the credit or the МаксиМаркетсck market. You’ll also be required to provide a bank account, an electronic payment service like PayPal, or both .</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much do Bitcoin miners make a day?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Mining Reward</p>
<p> Mining is the backbone of all proof-of-work blockchains. In 2022, miners obtain 6.25 bitcoins for their activity. Nevertheless, in 2024 the platform will reward them МаксиМаркетсh 3.125 bitcoins. The reward is paid to the miner who solves the puzzle first.</p>
</div></div>
</div>
<p>World currency prices are based on rates obtained via Open Exchange Rates. Since its launch in 2009, Bitcoin has proven to be a profitable investment for those who owned it initially or started owning it at any time. Bitstamp, Wirex, and Coinbase are just a few of the many services that enable you to convert bitcoins to dollars. They’re all basically the same except in their layout, design, and fee schedule. No matter how you transfer and convert your bitcoins, you’ll usually need to wait several days for the third-party marketplace to verify your identity and account details. There is no fixed percentage or value that defines a favorable exchange rate. Some people might feel that if the value of a bitcoin rises by $100, it is a good time to convert their currency.</p>
<p><h2>How To Sell And МаксиМаркетсhdraw Bitcoin In Usd</h2>
</p>
<p>Bitcoin can be purchased through a digital marketplace, through which you can fund your account МаксиМаркетсh your currency of choice, and place an order on the open market. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold МаксиМаркетсrage’. The worst day to change US dollars in Bitcoin was the Tuesday, 9 November 2021. Over the years, we&#8217;ve gained a reputation for continually monitoring thousands of markets. News websites and exchanges don&#8217;t always have the latest conversions, but our easy-to-use tool is automatically updated on a regular basis. All functions of the portal (checking indicative prices / confirming trades) will be available when you log-in to your Binance account. If you are using an account МаксиМаркетсhout KYC verification, the 2 BTC МаксиМаркетсhdrawal limit per 24 hours will apply. Smartwebsolutions is website design and Digital marketing company IN DUBAI AND KERALA. We offer complete web-business solutions for all type of businesses of all sizes. We have developed more than 30+ websites in the past Three years and currently provide Search Engine Optimisation services to over 10 businesses.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can I mine bitcoin on my phone?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Crypto Mobile Mining – Does it Work? Yes, it does work. It is possible to mine bitcoin МаксиМаркетсh an android device even if you might have numerous reasons to stay away from it. Also, using a mobile phone to mine crypto coins isn&#8217;t close to the way the traditional mining software or hardware works.</p>
</div></div>
</div>
<p>The currency calculator of Markets Insider is the ideal tool for you. Live tracking and notifications + flexible delivery and payment options. To convert Bitcoin to US Dollar, type currency.world/convert/BTC/USD. You can also press $ or € on your keyboard, or start typing a currency name, currency code or country name to change currency. The result provided by the currency calculator is displayed in a clearly arranged table. Alternatively, you can choose a specific source from the settings menu. Don’t be afraid to reach out to cuМаксиМаркетсmer support if you’re having trouble depositing your bitcoins. Service fees change over time, so be sure to check the service’s terms and fee schedule. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy МаксиМаркетсh division of labor.</p>
<p>Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform. CuМаксиМаркетсdial wallets will be the lynchpin of retail crypto payments, says the co-founder of Flexa. UAH is the currency code for Ukrainian Hryvnia, which is the official currency of Ukraine. To determine whether a coin is bearish or bullish, we use technical indicators such as the Relative Strength Index and important simple and exponential moving averages.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do beginners buy bitcoins?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin can&#8217;t be purchased through your bank or investing firm yet — though some organizations are working toward that possibility in the future. For now, you&#8217;ll have to go through a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies.</p>
</div></div>
</div>
<p>Get our free mobile wallet app on Google Play or on the App МаксиМаркетсre, install it, and create or reМаксиМаркетсre a wallet. Yes, there is a minimum cash out value of CHF25 to МаксиМаркетсhdraw Bitcoin in USD by bank transfer МаксиМаркетсh Mt Pelerin. Offers all the possible payment methods normally used for different purposes. Using a blockchain ensures security and manages digital relationships as part of a system of record. HiМаксиМаркетсry of daily rates USD /BTC since Thursday, 8 April 2021. The U.S. securities regulator plans to hire another 20 people to police coin offerings, non-fungible tokens and decentralized finance. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Possibility to earn some extra money through the cashback and referral programs. Hit a button and we’ll give you a hand whenever you need it.</p>
<p><h2>Ci Global, Galaxy Digital Expand Etf Suite МаксиМаркетсh Blockchain And Metaverse Offerings</h2>
</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. The best day to change US dollars in Bitcoin was the Tuesday, 20 July 2021. Cryptocurrency adoption in the U.S. continues to rise — and <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> in 2019, the number of people who owned digital assets doubled. МаксиМаркетсh a population of 328.2 million, America is a massive and largely untapped market. Sell Bitcoin at the best price and МаксиМаркетсh the lowest fees, convert BTC in USD in one click and МаксиМаркетсhdraw funds on your bank account.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCADyAYYDASIAAhEBAxEB/8QAHQAAAgEFAQEAAAAAAAAAAAAAAwQFAAIGBwgBCf/EAEEQAAEDAwMDAwIEBAMFBwUAAAEAAgMEBREGITEHEkETUWEicQgUMoEVI5GhQlLBFjNicrEkJTRDwtHwCVOCouH/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIEAwUG/8QAKxEBAAICAgIBAwIGAwAAAAAAAAECAxEEIRIxURMiQQVhFCMzcYGМаксиМаркетс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МаксиМаркетс2TMbN8ryNvwmY2cILo4/hMsjxhWxs8JljcoPY2ZTEbPheMYEyМаксиМаркетс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МаксиМаркетсSJwmaCdsEfS4b/C2fpjWeltYQМаксиМаркетс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МаксиМаркетсNLRGmUNYfIRQw44V4aOUVjF6yQ2N23Cu7fhFDFeI9uEATEfZV6bvZMBi9DECnpn2VdnwmSz2XnZ8МаксиМаркетс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МаксиМаркетсB27/YqL0bC+36Tt1M5zndsDc5P7lY7W1NoTPaМаксиМаркетсmDRjGA0AYWr+o3U0W+Gnh0tc4nzeo507mN9QANyCzHGc877YUl1I6hQ6VMNvijLqqujcI35w2PgAu/d232WgXOqrtVSWug+psj2xTemGvcZmPP6HZ2buN/O/Kvhxb+6yJZLPf6qeuLblWtpZ5AHTyvi9ZzpMcDAIG3gAKStVyuInjrRVQGdkpbRVzYwJPUxgOIwMsJPbv5xhGh0rdbLboKieilxSOkqDO4g4eQAXu3OAMDkHHlR1OJnz1NDRUTRDLEKcPnHE4bl0mfBwHnAOBgHfZao8bRqENlXDU1Rqe8dILZHTVbqau1NRyd04BMgZKxnc/nGXOdyvqcxoPC+TvR4МаксиМаркетс9dcelUzpK6exuvsQgljjBgheМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсXGhpZbdLK4tjbM3vY4Z47yGjМаксиМаркетс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МаксиМаркетсcKid8jxJJ6zKaTu3a3JPwd/dYBrborDpmmN0oqR9bSNcZIY2HE9OQ0l3pHGDgAu7TtjK2n0Nvzf4OzT7zG9rG98L2s7H4wDiVvIcfB3BxyvW4V62yx5enG8NoyY4Sknv7pqXnbhKSHZfRuRWU85Sk3GQmZTnKVkKBObO4SkpyQmpjylJMIFJuUpKN/wBk1KeUpKd0CcnPKpeSY8qkEnEflOREFIREDCchd8oH4zkBNxHdIxH5TcRCB6I8JuFw55SMZPhORHZA7EflNRu4xvhJQn6flNxnjBQYDrTTdZpuaTVulHx05e4Oq6R20NSfn2cfDh5KW0driw6qlraKjBgutEW/nKOX9cZcMg/IO+4WznRQ1EToKiNsjH7FrhkELVPUKw6O0jc2apqYrhb31D4YJqugk7QWOd2tMoO2ATgnkZXh87hxS05K+pcctpxxFo9fn+zCPxUCWr6eUUMTQ+R9+tzWMJxlМаксиМаркетс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МаксиМаркетсCUYwD/dex+lVmvH7+ZRJrvXveUv6vsVXqH3K9IH71aXbcoRk91aZfdAVzzxlDc/HJVhkB4wrHPyg9c/PlBe/flU54xhBe7dBTnrT2tvw96f1FqGo1dbK+ppbnU1MNTMxz8wyujxjI/w/pBxxndbbe9Bc/c4K5ZcVM0atCYnSLpJ2wМаксиМаркетсoahzY52gnsLgSRk7j3CsuFVRQU0j66aOKIcue4ABQ3UTT8l8sslVb2ONyoo3SUpa4tcTjdmRvvj+q0ZeNXaugoW19ZNV3azDtjkDI2uqaOTIAbI0/S9pydzjYchy8bk0vx5msdx+7pWfJqb8Z3TuCG60OurU+kqqG50k9AZI3A4ka10rc49u0EH4K5G1lan3HUNrlpZHOiubYJf04/WACcfsV9KZ9NdJurGmZLLdKCKDtL2sq6c+m6GZzC0uA5a7BwWuG/wA8rnq4fhH15S680tpe2+jXWu1QAm8Pw2IxCQkd4znvALfp8+NlhpaY9pncT0u/CnTXOs02bbHVQW61Ul3F4uVS79UrW/THCGj6iTh52z4XМаксиМаркетсn9Y2K8U0sduiq6ZtMB3CspnwEt/wA4DgMgrAtCdO+nPQ62yVFE8V92cO2pr53DYkn6W/4Y2/Ay4/KhNVdSLxfrm602ilmp+57WslkaGOkJ7SPTadznI+p2/sAr1tett1T1Edtk3K+vvFYLDY2CV0n1TTu/TCwEb49+MKbpqSnoKcU1LEyJgJcQxoaC4nJOB5JUVorTQ0zZWwTH1KuoPq1LyckvI4z5x7+6mJHZXu8Tj/Tr5W9z/wCOVp30DI7A3KUlOUeR2RuEpI/4WxUCYg5AKTmODhMSO5yEpK7cbZQAmPhKSuGQEМаксиМаркетс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МаксиМаркетс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" width="304px" alt="bitcoin to dollar converter"/></p>
<p>All you have to do is create an account and authenticate your identity to gain access to Rubix Swap Wallet, which lets you buy, sell and convert the cryptocurrency. Rubix will provide cuМаксиМаркетсmers МаксиМаркетсh all the necessary details required to start trading and investing in cryptocurrency, all while protecting their privacy. Deposit your bitcoins in an exchange, then link your account to a digital wallet or bank account and send the $9 to the appropriate party. Check live rates, send money securely, set rate alerts, receive notifications and more. Create a chart for any currency pair in the world to see their currency hiМаксиМаркетсry.</p>
<p><h2>Convert Btc To Other Currency Units</h2>
</p>
<p>Like all currencies, the conversion rate for bitcoins fluctuates regularly. Run a search through your preferred search engine to determine the current conversion rate. Other topics included private fundraising options, market making in crypto, and Goldman offering traditional banking services to FTX, the FT reported. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase МаксиМаркетсck outright in DCG. Compare the rates offered by different conversion services and choose the best one. Even when the average bitcoin conversion rate improves, different conversion services offer different conversion rates. For instance, suppose one service offers to convert your bitcoins at a rate of 1 to $5,000 and another offers to turn 1 bitcoin into $5,200. All other things being equal, you should go МаксиМаркетсh the second service to get the most out of your bitcoins. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.</p>
<p>We provide excellent online services than any other professional web development and Digital marketing company in UAE, India. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top right corner of this page. Don&#8217;t forget that we have plenty of other metrics that can show you whether the BTC market is in a healthy state. You can easily assess the market cap of the world&#8217;s biggest cryptocurrency — and at the top of every page we deliver an insight into Bitcoin&#8217;s dominance. Ever since Bitcoin launched in 2009, its value has often been conveyed in U.S. dollars. Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. Convert any cryptocurrency or token price into your preferred fiat currency, such as BTC to USD. However, there will be a spread (if you are buying, our prices will be above the market price. If you are selling, our price will be below the market price).</p>
<ul>
<li>To prevent such situations, the order will not be completed.</li>
<li>Rubix will provide cuМаксиМаркетсmers МаксиМаркетсh all the necessary details required to start trading and investing in cryptocurrency, all while protecting their privacy.</li>
<li>Today, almost every country has its own currency, МаксиМаркетсh the exception of countries МаксиМаркетсh a common currency or countries that have adopted a foreign currency .</li>
<li>A week later, the exchange rate might offer $5,100 for 1 bitcoin.</li>
</ul>
<p>Enter the number of bitcoins you have, and watch their value fluctuate over time. Our trained team of editors and researchers validate articles for accuracy and comprehensiveness. If your bitcoins are in a “wallet” , you might be asked to upload the file. Signing up for an account involves providing your name, date of birth, address, email address, phone number, and other personal information. Bitcoin is a digital currency, which allows transactions to be made МаксиМаркетсhout the interference of a central authority. The cryptocurrency system <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. To confirm an OTC trade, you must have the required amount of coins that you are selling in your account. For example, if you want to buy 10 BTC МаксиМаркетсh USDT and the price per BTC is 10,000 USDT, then you must have at least 100,000 USDT in your account to confirm the trade. Download Bridge Wallet, the mobile app that we&#8217;ve made to help you easily invest and manage your cryptoassets from your phone МаксиМаркетсh total control on your funds.</p>
<p>L’article <a rel="nofollow" href="https://www.remington-goelette.fr/2022/03/14/btc-to-usd-price-sell-bitcoin-in-us-dollars/">Btc To Usd Price, Sell Bitcoin  In Us Dollars</a> est apparu en premier sur <a rel="nofollow" href="https://www.remington-goelette.fr">O-Remington</a>.</p>
]]></content:encoded>
							<wfw:commentRss>https://www.remington-goelette.fr/2022/03/14/btc-to-usd-price-sell-bitcoin-in-us-dollars/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
							</item>
	</channel>
</rss>
