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	<title>Bitcoin News &#8211; Ashok Sawhney</title>
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		<title>Ethereum Usd Eth</title>
		<link>http://ashoksawhney.com/2022/03/25/ethereum-usd-eth/</link>
					<comments>http://ashoksawhney.com/2022/03/25/ethereum-usd-eth/#respond</comments>
		
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		<pubDate>Fri, 25 Mar 2022 08:24:30 +0000</pubDate>
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					<description><![CDATA[The information provided does not constitute, in any way, a solicitation or inducement to buy or sell cryptocurrencies, derivatives, foreign exchange products, CFDs, securities, and similar products. Comments and analysis reflect the views of different external and internal analysts at any given time and are subject to change at any time. Moreover, they can not [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The information provided does not constitute, in any way, a solicitation or inducement to buy or sell cryptocurrencies, derivatives, foreign exchange products, CFDs, securities, and similar products. Comments and analysis reflect the views of different external and internal analysts at any given time and are subject to change at any time. Moreover, they can not constitute a commitment or guarantee on the part of PrimeXBT. It is specified that the past performance of a financial product does not prejudge in any way their future performance. The foreign exchange market and derivatives such as CFDs , Non-Deliverable Bitcoin Settled Products and Short-Term Bitcoin Settled Contracts involve a high degree of risk. Ethereum runs smart contracts on what it calls the Ethereum Virtual Machine, which is essentially a supercomputer built on the blockchain. Because of its unique structure and being the first of its kind, Ethereum price predictions can be extremely high, with so many investors and industry experts believing in Ethereum growth in the long-term. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. NextAdvisor’s price tracker shows historical price, trading volume, market capitalization, and other important metrics for investors, especially those who are just starting to dip their toes into crypto investing.</p>
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" width="307px" alt="how much is a ethereum worth"/></p>
<p>After every boom and bust cycle, Ethereum comes out the other side with a fundamentally stronger platform and a broader developer community backing it. These fundamental improvements would suggest a positive long-term outlook on the price of Ethereum. At its launch in July 2015, the price of an Ethereum token was just $0.43. In the years following, the price of Ethereum would see a high of $1,422.47 in January 2018 before dropping by over 80% 9 months later.</p>
<p><h2>Ethereum Priceeth</h2>
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<p>The change everyone is excited about the most is the switch of the Ethereum blockchain from the proof-of-work consensus mechanism to the proof-of-stake one. The panel overwhelmingly (71%) believes that people will use crypto as a way of skirting sanctions against Russia, with just 17% thinking this will not happen. The panel is still overwhelmingly in on ETH, with 61% saying now is the time to buy and a further 32% saying you should hodl. Speculation that no newly minted Ether will enter circulation between the Merge and the Shanghai upgrade has led some to fear that this will result in a supply shock. While only a quarter of the panel (25%) said that the Merge wouldn&#8217;t result in a supply shock, just under a third (31%) think that it will.</p>
<p>Join 10,000+ others who digest unique &#038; fundamental analysis each week. In last week’s piece, we examined ongoing adoption in the Ethereum network. This week, we’ll take a look at how that adoption has paid off with the growth now seen in DeFi prices as well as Ethereum network users. But since the dawn of 2022, Ethereum’s price dropped back below $3,000. Bearish sentiments of the crypto market have begun to circulate, and some speculate they could take hold of the narrative at least momentarily.</p>
<p>To help you understand the historical financial development of Ethereum, we have listed Ethereum’s lowest prices in the past years. For more details on the weighted average calculation, see our data and methodology. There are myriad ways to buy the cryptocurrency Ethereum and there is no single correct way of doing so. For a detailed guide to not only the acquisition of Ethereum but the storage and securing of it as well, see our Buy Ethereum guide. This dramatic volatility attracted global attention with the mainstream media running near-daily reports on the price of Ether. The publicity generated has been a major boon for the ecosystem, attracting thousands of new developers and business ventures alike. In 2018 the amount raised through Ethereum-enabled ICOs reached almost $8bn, increasing from just $90m in 2016.</p>
<p><h2>Ethereum Price Eth Inr</h2>
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<p>The collaborative venture aims to use the Ethereum platform to integrate blockchain solutions into their infrastructures. Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. 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. Charts can potentially be very useful, as they provide a simple, graphic depiction of market activity. Charts can be used to find potential areas of price support and resistance, and may also be used to spot trends or technical trading patterns. Cryptocurrencies can be sent or received anywhere in the world, and may offer a lower-cost alternative to bank wires or even ACH payments. This speed of cleared payment can be very important, since checks or electronic transfers can often take days to clear. Funds sent overseas also eliminate the need for currency conversions, since ether is the exact same whether it is in Canada or Japan. Ethereum or ETH is a token that is specifically used by the Ethereum blockchain to pay for transactions.</p>
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<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/skalenetwork?src=hash&amp;ref_src=twsrc%5Etfw">#skalenetwork</a> zero gas, stay ethereum L2 secure, limitless scaling, best team <a href="https://twitter.com/hashtag/skaliens?src=hash&amp;ref_src=twsrc%5Etfw">#skaliens</a>!</p>
<p>&mdash; semaj (@semaj11402815) <a href="https://twitter.com/semaj11402815/status/1521017501735399424?ref_src=twsrc%5Etfw">May 2, 2022</a></p></blockquote>
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<p>Panellists are able to answer as many or as few questions as they like, meaning the number of responses received varies by question. With crypto increasingly breaking into the mainstream, our panel highlighted a range of areas where crypto has the most potential to challenge traditional banks. And the good news for consumers is that the panel thinks crypto will provide better returns than traditional banks (69%), with staking being more advantageous than accruing interest. Although future returns aren&#8217;t likely to resemble the past, this popular cryptocurrency still has brighter days ahead. To sell your Ethereum, simply head back to your crypto exchange and enter the amount you want to sell. Here’s how to get started buying Ether, the official name of the token more commonly called Ethereum because of its association with the Ethereum platform that it powers. What goes up, must come down, and after potentially reaching $14,000 per ETH, Ethereum could enter another bear market. Note how the price action would play out similarly to the previous bear market, falling to the current consolidation range as the next bear market bottom. That suggests that the resistance and support being built currently will be retested a year or more from now.</p>
<p>Before joining Forbes Advisor, John was a senior writer at Acorns and editor at market research group Corporate Insight. His work has appeared in CNBC + Acorns’s Grow, MarketWatch and The Financial Diet. Although Ether has had impressive returns in the past, it’s also had some significant crashes, sometimes in astonishingly short amounts <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> of time. Notably, it went from a high of almost $4,000 per coin in May 2021 to less than $1,800 in June 2021. If you had bought in at its high, you’d be sitting with half that value just a month later. If you invested $1,000 in Ethereum in August 2015, your investment would be worth a staggering $2.23 million almost six years later.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p>Traders can take advantage of such tools provided by trading platforms like PrimeXBT, and open positions with up to 100x leverage on either the ETH/USD pair, or the ETH/BTC pair. Using the table below, you can get an easy top-down look at the minimum and maximum price forecast for Ethereum and use it to understand what is possible in terms of highs and lows. As part of a wider range of predictions the analyst has made, Ethereum is included with a range of “$7,500-12,500” per ETH. The fresh call was made to start off 2021 and the traders has been accurate so far. Ethereum is among the most interesting pieces of technology ever to exist and has garnered the support and interest from some of the best and brightest entrepreneurs of the tech and finance industries. Here’s just a sample of some of the industry experts who believe that Ethereum price will go up. This has dramatically increased the demand for Ethereum in recent months and has helped the altcoin set a new all-time high at around $4,400. This is just the start of Ethereum’s next bull run, with not just DeFi driving demand, but also NFTs and Ethereum itself.</p>
<p><h2>Ethereum Continues To Hover Around $3,000  See How That Compares To Its Price History</h2>
</p>
<p>Ether is a tradeable cryptocurrency, used by application developers to fuel the Ethereum network. Would you like to be the first one to hear about our product updates, receive super hyper special offers and learn more about cryptocurrencies through our exclusive market reports? We are happy to send you an email every now and then – not too often – so please fill your information below. In general, the price of Ethereum is volatile, as is the case with every other cryptocurrency. DeFi, which aims to create an alternative financial system that is more accessible than the traditional one, is primarily built through decentralized applications on the Ethereum network. Bitcoin has the most influence over the value of other cryptocurrencies. If the bitcoin price increases, the value of other cryptos tends to increase proportionally. These are just a handful of the applications conceived for Ethereum; the most powerful use cases of this blockchain are yet to be imagined. Ethereum’s challenge now is in garnering of mainstream appeal, something which has so far eluded the platform due to the friction between the traditional and crypto spheres.</p>
<ul>
<li>While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation.</li>
<li>Please don&#8217;t interpret the order in which products appear on our Site as any endorsement or recommendation from us.</li>
<li>More and more cryptocurrencies with similar functionalities but cheaper transaction costs and higher throughput, like Solana , continue to emerge.</li>
<li>When people refer to “Ethereum,” they are often talking about the blockchain itself, whereas the native currency used to transact on Ethereum is Ether, and typically shortened to “eth” or its ticker symbol, ETH.</li>
<li>Even if the crypto market gets affected by strict regulation, Ethereum will still have the potential to remain relevant and a worthwhile investment.</li>
</ul>
<p>Whether or not Ethereum is a good investment depends on your time preference, and the outcome of Ethereum&#8217;s launch of ETH2.0 in a timely manner. If you believe in Ethereum&#8217;s fundamentals, its dominance, and you&#8217;re planning on holding for a long period of time, then Ethereum may be a good investment for you. This means that Ethereum will be separated into a number of smaller chains which report transactions and data to a central core chain . This will mean that hardware requirements for running an Ethereum node are drastically reduced as nodes can run a smaller portion of the network instead of being required to contribute to the entire blockchain. Forecasts for 2022, 2025, and 2030Finder surveyed 36 fintech specialists from 28 March – 11 April 2022.</p>
<p>Anyone can run an Ethereum node and participate in validating the network provided they have the right hardware, knowledge and time to commit to it. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation. Based on the price fluctuations of Ethereum at the beginning of 2022, crypto experts expect the average ETH rate of $2,893.64 in March. Its minimum and maximum prices can be expected at $2,645.61 and at $2,976.31, respectively. Decentralized finance might very well be one of the most applicable and innovative use cases of blockchain technology.</p>
<p>Essentially, ether is a currency with which you can buy decentralized apps that run on Ethereum. It is also the currency that incentivizes miners to run the Ethereum protocol on their computers. Programmer Vitalik Buterin was the one who proposed Ethereum in 2013. Back then, the idea of the Ethereum network arose from dissatisfaction with Bitcoin’s limited vision of the use of blockchain technology. This website is intended to provide a clear summary of Ethereum&#8217;s current and historical price as well as important updates from the industry. Ethereum ERC20 token prices can also be found in the menu options along with other coin data such as BTC, XRP and others. Prices are updated every minute in real-time and the open/close prices are recorded at midnight UTC. Before you buy Ethereum or any other cryptocurrency, make sure you are prepared for the extra risks it can pose to your portfolio. Experts say it’s smart to keep crypto investments to under 5% of your total portfolio, and not to let it hold you back from maintaining a healthy emergency fund and paying down high-interest debt.</p>
<p>This mechanism was activated, reset and delayed several times between 2017 and 2020, mainly because Ethereum developers needed more time to work on key updates ahead of the 2.0 upgrade. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. Non-fungible tokens, or NFTs, are fully unique crypto <a href="https://www.beaxy.com/exchange/eth-usd/">usd to eth</a> tokens that have their own identification codes and metadata that allow them to be distinguishable from other similar tokens. As a result, NFTs of the same type cannot be traded 1-for-1 — they all have their own unique values. This technology takes credit for making crypto transactions traceable, transparent, and irreversible.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="how much is a ethereum worth"/></p>
<p>Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. Ethereum’s native digital currency is Ether, and by buying it, investors in Ethereum are essentially betting that the Ethereum network will continue to be used and expanded upon by developers. Ethereum is the second-largest cryptocurrency token in terms of market capitalization. Although everything is possible, all Ethereum price predictions think it is unlikely for ETH to ever overtake Bitcoin. That said, ETH does have the potential to overtake BTC in terms of market cap since it has an uncapped supply. The best way to become a better investor and increase your profit is to learn more about the asset you’re working with. For example, cryptocurrencies like Polkadot may see a surge in price if their ability to provide blockchain interoperability suddenly becomes especially in demand. This venture capitalist and blockchain investor sees a bright, long-term future for Ethereum and estimates the asset could someday be worth as much as $9,000 per ETH token. He also sees Bitcoin at $150K and Link at $200 per token at the same time Ethereum reaches such prices.</p>
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		<item>
		<title>8 Biggest Cryptocurrencies To Watch Right Now</title>
		<link>http://ashoksawhney.com/2022/02/01/8-biggest-cryptocurrencies-to-watch-right-now/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 01 Feb 2022 07:24:19 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2400</guid>

					<description><![CDATA[Content John Mcafee: Bitcoin $1,000,000 Each In 2020 Goldman Sachs Announces To Open A Bitcoin Trading Operation Nikola Agrees To Pay $125 Million To Settle Allegations It Defrauded Investors Blockchain And Cryptocurrency: What You Need To Know So Should I Run Out And Buy Bitcoin? Yan B., Zivot E. A structural analysis of price discovery [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">John Mcafee: Bitcoin $1,000,000 Each In 2020</a></li>
<li><a href="#toc-1">Goldman Sachs Announces To Open A Bitcoin Trading Operation</a></li>
<li><a href="#toc-2">Nikola Agrees To Pay $125 Million To Settle Allegations It Defrauded Investors</a></li>
<li><a href="#toc-3">Blockchain And Cryptocurrency: What You Need To Know</a></li>
<li><a href="#toc-4">So Should I Run Out And Buy Bitcoin?</a></li>
</ul>
</div>
<p>Yan B., Zivot E. A structural analysis of price discovery measures. Booth G.G., So R.W., Tse Y. Price discovery in the german equity index derivatives markets. Bohl M.T., Salm C.A., Schuppli M. Price discovery and investor structure in stock index futures. 14We also carry out additional analysis by setting the lag addition parameter d to zero for the CBOE and CME markets and the corresponding results in Section 4.1 remain unchanged. 10The trading volume of CBOE and CME Bitcoin futures are available from Datastream.<br />
<a href="https://www.beaxy.com/exchange/eth-btc/"><img 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' alt='ETH to BTC' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
Bakkt also announced that it would launch options on bitcoin in December 2019. In December 2019, YouTube removed bitcoin and cryptocurrency videos, but later restored the content after judging they had &#8220;made the wrong call.&#8221; Our results provide a number of evidence-based implications for both market traders and regulators in the Bitcoin markets. Based on this superior price discovery performance, both CME and CBOE futures are expected to provide traditional risk–transferring functions such as hedging and arbitrage. For market regulators that pay attention to the Bitcoin market operations, the establishment of a futures markets for Bitcoin has been a success due to the superior price discovery performance of the futures markets which appear to operate well over time. Therefore, it seems that the futures markets uncover new information that is embedded into prices and lead the way for adjustments to innovations in the fundamental values in the spot markets. Hence, the futures markets are capable of delivering a stabilizing effect on spot markets, which is one of the major purposes for launching futures contracts for Bitcoin. Such a result is of considerable importance to regulators and monetary authorities who have shown misgivings about the growth of the cryptocurrency markets.</p>
<h2 id="toc-0">John Mcafee: Bitcoin $1,000,000 Each In 2020</h2>
<p>As a measure of the transactions use, i.e., demand for the currency, we use the ratio between trade and exchange transaction volume, which we abbreviate to Trade-Exchange ratio. The ratio thus shows what the ratio is between volumes on the currency exchange markets and in trade (e.g., purchases, services). Therefore, the lower the ratio is, the more frequently bitcoins are used for “real world” transactions. From the theory, the price of the currency should be positively correlated with its usage for real transactions because this increases the utility of holding the currency, and the usage should be leading the price. In Fig 2, we show the squared wavelet coherence between the Bitcoin price and the ratio. We thus see the evolution of the local correlation in time and across frequencies. Statistically significant correlations are highlighted by a thick black curve around the significant regions; significance is based on Monte Carlo simulations against the null hypothesis of the red noise, i.e., an autoregressive process of order one. The cone of influence separates the reliable and less reliable regions.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px%" alt="how much did bitcoin used to cost"/><br />
In post on GitHub, the individual described the loss of more than 1,400 bitcoin (worth around $16.2 million) as a result of &#8220;foolishly&#8221; installing an old version of the lightweight wallet. The Seychelles-registered exchange confirmed the security breach, but did not disclose the amount stolen first. Cryptocurrency exchange Kucoin has been hacked for $150 million in bitcoin and multiple ERC20 tokens. Jack Dorsey, Square&#8217;s and Twitter&#8217;s CEO tweeted a whitepaper on Twitter describing how the company purchased Bitcoin on the OTC market, which used 99Bitcoins&#8217; detailed guide as a reference. A leaked report from Wall Street giant Citibank has revealed a senior analyst thinks bitcoin could potentially hit a high of $318,000 by December 2021, calling it &#8220;21st century gold.&#8221; CEO Michael Saylor explained toCoinDeskthat his venture into bitcoin emerged from the realization that the company&#8217;s $500 million cash pile was shrinking as an effect of federal stimulus measures eroding the value of dollars. The investment in Bitcoin will represent 0.04% of the general investment account of nearly $235 billion as of Sept. 30, MassMutual said. Bitcoin reached its previous all time high of ~$20,000 on December 18, 2017. That price rally is attributed mainly to speculation and the ICO craze that was going around at the time. Tesla also said it will start accepting payments in bitcoin in exchange for its products subject to applicable laws and initially on a limited basis.</p>
<h2 id="toc-1">Goldman Sachs Announces To Open A Bitcoin Trading Operation</h2>
<p>SEC statement boosted concern that tightening regulation may limit trading. Bitcoin jumped as the news spread that BlackRock sets up a working group to look into cryptocurrencies and blockchain. BlackRock CEO Larry Fink later confirmed the report in an interview with Reuters. Goldman Sachs is abandoning plans to open a trading desk for cryptocurrencies.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/signals-by-beaxy-exchange-350x233.jpg" width="307px%" alt="how much did bitcoin used to cost"/><br />
While total scam revenue increased significantly in 2021, it stayed flat if we remove rug pulls and limit our analysis to investment scams — even with the emergence of Finiko. At the same time though, the number of deposits to scam addresses fell from just under 10.7 million to 4.1 million, which we can assume means there were fewer individual scam victims. 18Note that when calculating static and time-varying information share measures, we incorporate the cointegration equations with time varying cointegrating coefficients in the computation procedure. This is necessary because Table 4 suggests cointegration exists only when cointegrating coefficients are dynamic. 2Baur &#038; Dimpfl, 2019 points out the correct spot prices for the CBOE and CME. However, due to data availability, they use the transaction price of Bitstamp as the spot price. Most of the applications of BGARCH models for estimating the optimal hedge ratio assume that the error terms follow a bivariate conditional normal distribution. Bollerslev and Wooldridge show consistency and asymptotic normality of the quasi-maximum likelihood estimator of the GARCH model. However, QMLE will lose a lot of efficiency if the underlying conditional distribution is not normal [Engle &#038; Gonzalez-Rivera, 1991; Park &#038; Jei, 2010].</p>
<h2 id="toc-2">Nikola Agrees To Pay $125 Million To Settle Allegations It Defrauded Investors</h2>
<p>Around the year 2017, over 70% of the hashing power and 90% of transactions were operating from China. All bitcoins in existence have been created through this type of transaction. The bitcoin protocol specifies that the reward for adding a block will be reduced by half every 210,000 blocks . Eventually, the reward will round down to zero, and the limit of 21 million bitcoins will be reached c. 2140; the record keeping will then be rewarded by transaction fees only.</p>
<ul>
<li>France&#8217;s CAC 40 was in positive territory by 0.4% after an earlier decline of 1.5% and Britain&#8217;s FTSE 100 dropped 0.3%.</li>
<li>C Y B E R D O N at T E C H I E dot C O M Credit Repair services are one of a kind.</li>
<li>The Department of Justice brought criminal charges against the owners and executive for violating rules under the Bank Secrecy Act that require financial institutions to maintain anti-money laundering controls.</li>
<li>One that circulated a few years ago, could be used only to make payments to dentists.</li>
<li>Of particular interest here is that the approach allows practitioners to identify the origination and termination dates for any episodes of Granger causality and hence, the lead-lag relationship between spot and futures markets.</li>
</ul>
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Of particular interest here is that the approach allows practitioners to identify the origination and termination dates for any episodes of Granger causality and hence, the lead-lag relationship between spot and futures markets. Though it might appear to be an amusing notion, the Bitcoin was also once labeled a safe haven investment. This label appeared during the Cypriot economic and financial crisis that occurred in the beginning of 2012. There were speculations that some of the funds from the local banks were transferred to Bitcoin accounts, thus ensuring their anonymity. Leaving these speculations aside, we quantitatively analyze the possibility of the Bitcoin being a safe haven. Specifically, we examine the relationship of Bitcoin prices with the Financial Stress Index and the gold price in Swiss francs. The latter combination of gold and Swiss franc are chosen because gold is usually considered to provide the long-term storage of value and the Swiss franc is considered to be a very stable currency, being frequently labeled as a safe haven itself.</p>
<h2 id="toc-3">Blockchain And Cryptocurrency: What You Need To Know</h2>
<p>This was a journey with many ups and downs along the way, a drop in trading volumes due to the People’s Bank of China tightening oversight of Bitcoin exchanges and the U.S. Securities and Exchange Commission rejecting a Bitcoin exchange-traded fund. Of the online brokerages and cryptocurrency exchanges that NerdWallet reviews, the following currently offer cryptocurrencies. Cryptocurrencies may go up in value, but many investors see them as mere speculations, not real investments. Just like real currencies, cryptocurrencies generate no cash flow, so for you to profit, someone has to pay more for the currency than you did. Exchanges allow you to buy, sell and hold cryptocurrency, and setting up an account is similar to opening a brokerage account—you’ll need to verify your identity and provide some kind of funding source, such as a bank account or debit card. “Once a block is added to the blockchain, it becomes accessible to anyone who wishes to view it, acting as a public ledger of cryptocurrency transactions,” says Stacey Harris, consultant for Pelicoin, a network of cryptocurrency ATMs. On March 27, 2011, Britcoin launches the first exchange to trade bitcoin and British Pound Sterling . Just days later, on March 31, Bitcoin Brazil opens a service for face-to-face exchange in Brazilian Reals and U.S. On April 5, BitMarket.eu begins facilitating trades in Euros and other currencies.</p>
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<h2>Is Bitcoin mining legal in the US?</h2>
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<p>If owning cryptocurrency is illegal where you live, mining is most likely also illegal. There are few, if any, jurisdictions in the U.S. where possession of cryptocurrency is illegal. Plattsburgh, New York, however, is likely the only city in the U.S. to impose a ban (temporary) on cryptocurrency mining.</p>
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Most mining pools are located in China, comprising more than 70% of total Bitcoin mining. China manufactures most cryptocurrency mining equipment and leverages the country’s cheap electricity prices. While Bitcoin’s price has generally been following upward trend, in early 2018, Bitcoin’s price fell sharply, dipping below $8,000 as news of tougher regulation from China and South Korea surfaced. Bitcoin&#8217;s price also fell following announcements of SEC crackdown on crypto exchanges and after Binance was reportedly hacked. Types of Cryptocurrencies There are over 1,000 cryptocurrencies in existence right now (called &#8220;altcoins&#8221;); over 600 have market capitalizations of over $100,000. Read more about <a href="https://www.beaxy.com/market/btc/">BTC to USD</a> here. Regular banks and exchanges aren’t immune to hacking, but they pour money into making themselves harder targets. It was perhaps the moment it became clear that removing financial institutions from money would not necessarily mean a more trustworthy environment, and it also didn’t guarantee protection from the state. When Mt. Gox filed for bankruptcy, that would solidify bitcoin’s trust problems. The most significant community for early bitcoin, though, was dark web marketplace Silk Road.</p>
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<h3>Galaxy Digital Releases Model For Calculating Bitcoin Mining Costs Across Companies &#8211; Forbes</h3>
<p>Galaxy Digital Releases Model For Calculating Bitcoin Mining Costs Across Companies.</p>
<p>Posted: Tue, 23 Nov 2021 08:00:00 GMT [<a href='https://www.forbes.com/sites/stevenehrlich/2021/11/23/galaxy-digital-releases-model-for-calculating-bitcoin-mining-costs-across-companies/' rel="nofollow">source</a>]</p>
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<p>Bitcoin clearly is exhibiting neither of these equilibria at the moment. What we have instead appears to be a variant of a nonfundamental explosive price equilibrium. It is a variant because it must allow for bitcoin to make a possible, if unexpected, jump from its current explosive price trajectory to either the nice fundamental equilibrium or the not-so-nice zero-price scenario. This multiple-equilibrium perspective doubtless makes it appear risky to invest in intrinsically valueless assets like bitcoin and other private cryptocurrencies. But as the success of government-issued fiat currencies shows, the universe of speculative bubbles is by no means restricted to cryptocurrencies such as bitcoin.</p>
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<h3>All That You Need To Know About Crypto Credit Cards &#8211; NDTV Profit</h3>
<p>All That You Need To Know About Crypto Credit Cards.</p>
<p>Posted: Sun, 19 Dec 2021 06:17:32 GMT [<a href='https://www.ndtv.com/business/crypto-credit-cards-how-they-are-different-2656808' rel="nofollow">source</a>]</p>
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<p>The action against Tether marked the first time the CFTC had applied its rules to a stablecoin as a “commodity,” but it seems the U.S. Securities and Exchange Commission, as well as Congress, may soon move to regulate stablecoins much like U.S. bank deposits. At any rate, Tether is a cautionary tale of how easily crypto’s internal plumbing can be potentially destabilized from offshore. Lack of regulation also makes it nearly impossible to accurately measure the crypto market’s overall leverage. In the meantime, surveys of who owns the largest Bitcoin fortunes often are reduced to guesswork. As a result, crypto’s economic linkages and possible path to contagion have been hotly debated. But new research released in October by the National Bureau of Economic Research, a nonprofit, nonpartisan organization in Cambridge, Massachusetts, may shed some light. The hand-wringing has been at its fiercest over Bitcoin’s possible exposure to systemic risk, both existential and otherwise.</p>
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<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/1a4bbc6f-352f-402e-b0d0-a3e96366cbfc-350x233.jpg" width="305px%" alt="how much did bitcoin used to cost"/><br />
The purpose of the limit is to provide increased transparency in the money supply, in contrast to government-backed currencies. With the major currencies being created on open source codes, any given individual can determine the supply of the currency and make a judgment about its value accordingly. In contrast, a software wallet such as the Coinbase wallet is virtual. This type of software device can place the holder’s funds online in the possession of the wallet provider, which has added risk. Coinbase introduced its Vault service to increase the security of its wallet. From a technical perspective, the blockchain utilizes consensus algorithms, and transactions are recorded in multiple nodes instead of on one server.</p>
<p>For example, in 2012, Mt. Gox froze accounts of users who deposited bitcoins that were known to have just been stolen. Transactions consist of one or more inputs and one or more outputs. When a user sends bitcoins, the user designates each address and the amount of bitcoin being sent to that address in an output. To prevent double spending, each input must refer to a previous unspent output in the blockchain. The use of multiple inputs corresponds to the use of multiple coins in a cash transaction.</p>
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		<title>Convert 500 Btc To Usd Bitcoin To Us Dollar</title>
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		<pubDate>Fri, 21 Jan 2022 07:57:32 +0000</pubDate>
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					<description><![CDATA[Each input creates a completely unique hash, and it’s almost impossible to predict what inputs will create certain hashes. Even changing one character of the input will result in a totally different fixed-length code. While the size of the digital currency’s market capitalization pales in comparison with that of any major or minor fiat currency, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Each input creates a completely unique hash, and it’s almost impossible to predict what inputs will create certain hashes. Even changing one character of the input will result in a totally different fixed-length code.<br />
While the size of the digital currency’s market capitalization pales in comparison with that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a store of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career. Plus cryptocurrencies like Bitcoin are one of the few markets available for trading on the weekend. Regulation continues to cast a huge shadow over Bitcoin in 2021. In particular, China has been consistent in its aggression towards cryptocurrency. The country instituted a ban on financial institutions and payment services companies offering crypto-related services and even made some mass arrests on people using cryptocurrencies in controversial ways. China is a significant country for Bitcoin, with almost 50% of miners domiciled there.</p>
<p>Many exchanges let you to leave your investment within your account, which is easiest for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD. But even for those who don&#8217;t discover using their own high-powered computers, anyone can buy and sell bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins.</p>
<h2>What You Can Find On The Price Chart?</h2>
<p>The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States.</p>
<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. Prices doubled to $2,000 in mid-May and then skyrocketed to over $19,000 by December. Once you’ve learned the lingo, accepted the risk, and met your other financial priorities, you’ll need to actually buy in. The process for buying Bitcoin is the same as the process for buying any other altcoin. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes.</p>
<h2>The Best Exchanges For Crypto Trading</h2>
<p>Every record included the hashes of previous records’ certificates. Additionally, the system used private keys or digital signatures to sign the document. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. The very nature of Bitcoin’s decentralized blockchain means that the payment system runs 24-hours a day, with no downtime and has no restrictions on where and to whom Bitcoin can be sent. As much as Bitcoin is a digital gold, it has only been around for about 10 years. In comparison to gold which has been a widely known store of value for over hundreds of years. In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. A Bitcoin miner will use his or her computer rigs to validate Alice’s transaction to be added into the ledger.</p>
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<h2>How much do Bitcoin miners make a day?</h2>
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<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 with 3.125 bitcoins. The reward is paid to the miner who solves the puzzle first.</p>
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<p>A case in point is a lawsuit filed by the SEC against Ripple Labs, custodians of Ripple , one of the world’s biggest and most popular cryptocurrencies. At AvaTrade, you can trade the most popular Bitcoin pair in a safe environment with low margin requirements, competitive spreads, and zero fees, all on an intuitive and robust trading platform. In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency. When, for instance, the price of the BTCUSD pair is 10,000, it means that one would require 10,000 US dollars to acquire 1 Bitcoin. Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. Using a crypto portfolio tracker has become more convenient than it was in the past. As an example, you have acquired Bitcoin at different prices, which makes it difficult to identify the individual purchasing prices. Bitcoin doesn&#8217;t have a history of being already mined, ie no coins have been mined before it went public. But the competition has been very low in earlier times than it is now.</p>
<p>Even more importantly, don’t start buying more Bitcoin just because the price is rising. It’s the original and most valuable cryptocurrency by far, despite its huge — and normal — swings in recent months, ranging in value from less than $30,000 to more than $60,000. Bitcoin has also seen a surge of new investors, with more than half of all current Bitcoin holders having bought in the past year. If there’s one cryptocurrency you should know about, it’s Bitcoin. There are several differences between a blockchain and a database, including the level of control. 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.<br />
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" width="304px" alt="how much is bitcoin in us dollars"/><br />
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. A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit. As of Nov. 26, 2021, the combined market value of the world&#8217;s bitcoins totaled over $1.03 trillion. The cryptocurrency can be used for any transaction where the business can accept it.</p>
<h2>Crypto Indicators And Metrics For Beginner Investors</h2>
<p>The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Whoever successfully unlocks the next block is rewarded with a set number of bitcoin known as “block rewards” and gets to add a number of transactions to the new block. They also earn any transaction fees attached to the transactions they add to the new block. Holders who store their own bitcoin have complete control over it. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate.</p>
<ul>
<li>The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.</li>
<li>There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken.</li>
<li>But thanks to media coverage and the steep rise in Bitcoin’s price, the crypto industry started to take off between 2017 and 2019.</li>
<li>Firstly, traders may speculate on the possible scarcity of Bitcoin making way to high volatility.</li>
</ul>
<p>The U.S. dollar continues to be El Salvador’s primary currency. The price rose from a fraction of a cent in the spring to $0.09 by July. Very few people, except for very niche tech experts and finance enthusiasts, knew enough about Bitcoin to buy the currency. Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market.</p>
<p>Yes, as bitcoin has grown to become more widely adopted, there are various derivative products being launched that allows you to short sell bitcoin. If you are an institutional investor, CME and Bakkt provide regulated bitcoin futures products which you can participate to long or short bitcoin. Alternatively, there are many other cryptocurrency derivative exchanges such as BitMEX, Binance Futures, FTX, Deribit, and more. These derivative exchanges are not formally regulated and can provide even up to 100x leverage. Derivative contracts are high risk products, you might want to understand what you are doing before participating in it. Currency traders are familiar with the major currency pairs, and often a good number of the minor pairs.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Zoomed In 15m Update<br />Re~Hope the chart shows up well enough<a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://twitter.com/Bitcoin?ref_src=twsrc%5Etfw">@Bitcoin</a><a href="https://twitter.com/search?q=%24Mbt&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$Mbt</a> at the supprt showing you the fast Signals <a href="https://twitter.com/search?q=%24gbtc&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$gbtc</a> <a href="https://twitter.com/search?q=%24eth&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$eth</a> <a href="https://twitter.com/search?q=%24ethe&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ethe</a> <a href="https://twitter.com/search?q=%24bito&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$bito</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/search?q=%24XMR&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XMR</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://twitter.com/search?q=%24ETH&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ETH</a> <a href="https://twitter.com/search?q=%24XRP&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XRP</a> <a href="https://twitter.com/search?q=%24BCH&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BCH</a> <a href="https://twitter.com/search?q=%24USDT&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$USDT</a> <a href="https://twitter.com/search?q=%24LTCUSD&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$LTCUSD</a> <a href="https://twitter.com/search?q=%24BNB&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BNB</a> <a href="https://twitter.com/search?q=%24LINK&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$LINK</a> <a href="https://twitter.com/search?q=%24TRX&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$TRX</a> <a href="https://twitter.com/search?q=%24XLM&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XLM</a> <a href="https://twitter.com/search?q=%24DOGE&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$DOGE</a> <a href="https://t.co/BXwXuXhQ9U">https://t.co/BXwXuXhQ9U</a> <a href="https://t.co/mCESOsAnpE">pic.twitter.com/mCESOsAnpE</a></p>
<p>&mdash; MrDev Trading Coach (@TheMrDev) <a href="https://twitter.com/TheMrDev/status/1521592122956075008?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>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. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. 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 . With the BTCUSD pair, you can trade cryptos against fiat currencies. Unlike exchanges, where you are restricted to trade only crypto-to-crypto. In a year that global economic activity was impacted by U.S.-China trade tensions, Brexit, and the coronavirus pandemic that swept across the world, Bitcoin emerged as a true store of digital value.<br />
Data may be intentionally delayed pursuant to supplier requirements. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. Each new block has a value called a “target hash.” In order to win the <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash. Since hashes are completely random, it’s just a matter of trial and error until one miner is successful. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="how much is bitcoin in us dollars"/><br />
The cryptocurrency rose from lows of below $5,000 in March and closed just below $30,000 by December 2020. The rally continued into 2021, with the coin printing an all-time high of circa $42,000 in January, at the time of writing. This scarcity has always fuelled the demand for Bitcoin, and it is one of the key reasons why its value started at a measly $0.003 in its early days and exploded to above 5-digits within a few years. The retail investing public took notice of Bitcoin in 2017 when it quickly accelerated above $10,000 and managed to print a then-high of just below $20,000. The 2017 massive rally was driven by increasing demand from retail traders who were keen not to miss out on the abnormal price gains which the primary cryptocurrency continually posted. Bitcoin is a digital or virtual currency created in 2009 that uses peer-to-peer technology to facilitate instant payments. Investing in cryptocurrencies and other initial coin offerings is highly risky and speculative, and this article is not a recommendation by Investopedia or the writer to invest in cryptocurrencies or other ICOs. Because each individual&#8217;s situation is unique, a qualified professional should always be consulted before making any financial decisions. Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
Although it&#8217;s a convenient way to assess the total value of an asset, it is highly subject to manipulation. We will calculate the total value of Bitcoin first because that is the easy part. According to CoinMarketCap, the value of all the bitcoins in the world was over $1.03 trillion as of Nov. 26, 2021. All cryptocurrencies combined accounted for about 7% of the world&#8217;s money. All the bitcoins in the world were worth roughly $1.03 trillion. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website.<br />
As a result, BTCUSD is the most popular crypto-to-fiat pair, and it serves as the de facto gold standard for the cryptocurrency market; providing the price direction cue for virtually the entire crypto market. After its launch in 2009, Bitcoin ushered in a new era of blockchain technology and digital currencies. Given all the talk about Bitcoin, you&#8217;d think it would be everywhere. Perhaps more importantly, how much of the world&#8217;s money is in bitcoins? With the price of BTC at $54,752 as of Nov. 26, 2021, it is certainly worth our time to figure it out. Bitcoin set the stage for blockchain technology and decentralized finance. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period.</p>
<p>The answer is simple — the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price will soon return to the previous level. The price of bitcoin started off as zero and made its way to the market price you see today. It appears that the market is placing value for the following reasons.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">&#8216;Assets, to have value, have to deliver something to somebody,” Warren <a href="https://twitter.com/hashtag/Buffett?src=hash&amp;ref_src=twsrc%5Etfw">#Buffett</a> said on Saturday.</p>
<p>&#8216;If you told me you own all of the <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> in the world and you offered it to me for $25, I wouldn’t take it.” <a href="https://twitter.com/hashtag/Trading?src=hash&amp;ref_src=twsrc%5Etfw">#Trading</a> <a href="https://twitter.com/hashtag/Investing?src=hash&amp;ref_src=twsrc%5Etfw">#Investing</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://t.co/nAqlemgkmG">https://t.co/nAqlemgkmG</a></p>
<p>&mdash; The Evidence-Based Investor (@RobinJPowell) <a href="https://twitter.com/RobinJPowell/status/1521591690469023746?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>As of the date this article was written, the author does not own cryptocurrency. Bitcoin and Ethereum are the two largest cryptocurrencies by market cap and exchange volume, but they’re very different when you look past the popularity they share. One Week Ago One Month Ago 3 Months Ago $42,119$47,128$37,784So what should crypto investors do in light of this <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> volatility? Given crypto’s history of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with.</p>
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		<title>Bitcoin To Usd Chart Btc</title>
		<link>http://ashoksawhney.com/2021/12/28/bitcoin-to-usd-chart-btc/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 28 Dec 2021 14:30:35 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2437</guid>

					<description><![CDATA[We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. 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. The crypto market didn’t bother to get out of [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. 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. The crypto market didn’t bother to get out of bed on Monday, sleeping through the day instead to recover from Bitcoin Miami 2022 and try to avoid the stress of inflation. The downside move which began at the end of last month is actually a part of a new downtrend on H4. The trading opportunities inside of this trend are in our sell zone. The first target will be price reaching 35K and eventually breaking below it.</p>
<p>Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. This website includes information about cryptocurrencies, contracts for difference and other financial instruments, and about brokers, exchanges and other entities trading in such instruments. Both cryptocurrencies and CFDs are complex instruments and come with a high risk of losing money. 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 <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> banks, and governments. Bitcoin was created in order to compete or replace fiat currencies as an alternative instant payment mechanism. There is a realistic expectation of this happening with major institutions now among the big players in cryptocurrencies as well as the underlying blockchain technology. If major regulators design regulations that will not cripple or limit technology and innovation in cryptocurrencies, it is expected that BTCUSD will be the crypto pair that will best display the market’s optimism. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="bitc to usd"/></p>
<p>Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. Regulation continues to cast a huge shadow over Bitcoin in 2021. In particular, China has been consistent in its aggression towards cryptocurrency. The country instituted a ban on financial institutions and payment services companies offering crypto-related services and even made some mass arrests on people using cryptocurrencies in controversial ways. China is a significant country for Bitcoin, with almost 50% of miners domiciled there. The recent crackdown dented Bitcoin’s infrastructure, which subsequently weighed heavily on the price of the coin. But it is not only negative regulation that is making headlines.</p>
<p><h2>About Bitcoin</h2>
</p>
<p>Sign up for an account in minutes to buy crypto using credit card or bank transfer. Using a blockchain ensures security and manages digital relationships as part of a system of record. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more. We hope that the new LIVE CRYPTO PRICE charts are a useful addition to Binance.com. Insert the following html on any of your pages if you would like to share the addition.</p>
<p>There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. The percent change in trading volume for this asset compared to 24 hours ago. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable.</p>
<p>They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. 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. 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>
<p>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. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. After accelerating the bull run in early 2021, institutional money is expected to continue being a major price driver in 2021. Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way for other corporations to rethink their cryptocurrency strategy.</p>
<p>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. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods.</p>
<p><h2>Buy Btc</h2>
</p>
<p>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. Blockchain platform solana will be part of a swarm of activity that disrupts the global payments business, billionaire Chamath Palihapitiya said. Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash.</p>
<p>Since hashes are completely random, it’s just a matter of trial and error until one miner is successful. Holders who store their own bitcoin have complete control over it. Instant Buy Buy crypto with your credit or debit card in a few <a href="https://www.beaxy.com/market/btc/">btc-usd</a> clicks. Barchart is committed to ensuring digital accessibility for individuals with disabilities. We are continuously working to improve our web experience, and encourage users to Contact Us for feedback and accommodation requests.</p>
<ul>
<li>Bitcoin can be traded across 492 different markets and is most actively traded in Binance.</li>
<li>There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy.</li>
<li>It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions.</li>
<li>With any Bitcoin price change making news and keeping investors guessing.</li>
</ul>
<p>BTCUSD is a cryptocurrency CFD because of the presence of Bitcoin as the base currency. Intraday Data provided by FACTSET and subject to terms of use. 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. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike fiat. 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.</p>
<p>The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. BTC to USD rate today is $41,493 and has increased 2.2% from $40,608.77 since yesterday.</p>
<p>As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab. 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. Bitcoin, as the first virtual currency, was a pioneer in the crypto market.</p>
<p>There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. 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 now.</p>
<p><h2>Exchange Rate Chart	  	 Bitcoin To Dollar</h2>
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<p>There is no official ISO code for Bitcoins, although XBT is commonly used. 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. 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. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup   <a href="https://t.co/0cGYpcregf">https://t.co/0cGYpcregf</a> <a href="https://twitter.com/hashtag/BusinessTips?src=hash&amp;ref_src=twsrc%5Etfw">#BusinessTips</a></p>
<p>&mdash; Business Partner Mag (@BizPartnerMag) <a href="https://twitter.com/BizPartnerMag/status/1500677622308745216?ref_src=twsrc%5Etfw">March 7, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. As stated, earlier Bitcoin provides the price direction cue for almost all cryptocurrencies. Therefore, the BTCUSD has a positive correlation with all the major crypto pairs, such as ETHUSD, BTGUSD, LTCUSD, ETCUSD and XRPUSD.</p>
<p>Below, you&#8217;ll also find popular converter value denominations in USD. Any of the excellent strategies you’re using for forex trading will also work when trading BTC/USD. One very excellent strategy uses the On-Balance Volume indicator to trade Bitcoin. This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading. It also uses a comparison with Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other. A breakout in Ethereum first indicates the same will be coming for Bitcoin, and the OBV is used to confirm that.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p>After three years, however, the foundation eventually ran out of cash and was dissolved. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. No more bitcoin can be created and units of bitcoin cannot be destroyed. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places.</p>
<p>BTC/USD refers to the pairing of the leading cryptocurrency Bitcoin with the U.S. dollar. It’s a very new currency pair, and one that has generated much excitement over the past decade. If you aren’t familiar with BTC/USD you should take some time to learn about it now. The case which challenged XRP’s classification as a financial security rather than a currency saw the cryptocurrency’s value plunge dramatically. The suit even led to major crypto exchanges delisting Ripple from their platforms. Going forward, cryptocurrency investors will particularly be buoyed by flexible, principle-based, and collaborative regulation efforts by the relevant agencies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="bitc to usd"/></p>
<p>Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. The creation of each individual Bitcoin comes from mining, which stems from a reward mechanism for miners verifying transactions on Bitcoin’s blockchain.</p>
<p>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. With the BTCUSD pair, you can trade cryptos against fiat currencies. Unlike exchanges, where you are restricted to trade only crypto-to-crypto. Also known as the ‘greenback’, the US dollar is the greatest reserve held currency in the world. The USD is also the denominator for major commodities such as gold, silver and crude oil in the global markets. As the official currency of the United States, also the world’s largest economy, the USD is the most stable and liquid currency in the world that has rightly earned the title ‘king of currencies’.</p>
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		<title>Convert Ethereum To Us Dollar</title>
		<link>http://ashoksawhney.com/2021/12/28/convert-ethereum-to-us-dollar/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 28 Dec 2021 13:23:03 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=5858</guid>

					<description><![CDATA[Cryptoassets are unregulated in some EU countries and the UK. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. CoinMarketCap issues an apology after a tweet calling XRP an imposter cryptocurrency. With the SEC case ongoing, XRP now faces sub-$0.60 levels. Do you have to be 18 to buy [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Cryptoassets are unregulated in some EU countries and the UK. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. CoinMarketCap issues an apology after a tweet calling XRP an imposter cryptocurrency. With the SEC case ongoing, XRP now faces sub-$0.60 levels.</p>
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<h2>Do you have to be 18 to buy Ethereum?</h2>
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<p>How old do you have to be to trade or mine for cryptocurrency? There are technically no age-restrictions for trading or mining in cryptocurrencies – although established sites such as Coinbase and Paypal require users to be at least 18. However, anyone of any age can mine for cryptocurrency.</p>
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<p>It also includes leveraging new technologies such as the Verifiable Delay Function to further secure the randomness of validator assignments and make it harder for malicious actors to disrupt the network. There are three main types of nodes that operate on the Ethereum network. Buffett reiterated that bitcoin isn&#8217;t worth anything because it doesn&#8217;t produce anything, while Munger said he expects its price to plunge to zero. Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. Here are their 12 best quotes from Berkshire Hathaway&#8217;s&#8230; The virtual land rush for the ape-centered metaverse project has already cost traders more than $176 million in fees alone. Live tracking and notifications + flexible delivery and payment options. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. There are plans, however, to transition the network to a proof-of-stake algorithm tied to the major Ethereum 2.0 update, which launched in late 2020. Ethereum was first described in a 2013 whitepaper by Vitalik Buterin.<br />
With the introduction of EIP-1559 however, the base fees used in transactions are burned, removing the ETH from circulation. This means higher activity on the network would lead to more ETH burned, and the decreasing supply should lead to appreciation of Ethereum price, all things equal. This has the potential to make Ethereum deflationary, something ETH holders are excited about — a potential appreciation in Ethereum price today. In 2022, Ethereum plans to switch to proof-of-stake with its Ethereum 2.0 update. This switch has been in the Ethereum roadmap since the network&#8217;s inception and would see a new consensus mechanism, as well as introduce sharding as a scaling solution. The current Ethereum chain will become the Beacon Chain and serve as a settlement layer for smart contract interactions on other chains. We&#8217;ll convert your ETH in USD as soon as we receive it, then transfer it to your bank account. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. Users can easily buy Bitcoin and other cryptocurrencies using a wide range of payment options, including bank transfer, credit or debit card, and cash.</p>
<h2>Eth Market Information</h2>
<p>Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. In August 2014, Ethereum launched its native token, ether, through an initial coin offering . Some 50 million ETHs were sold at a price of $0.31 per coin, raising over $16 million for the project. A survey recently cited by Nathaniel Popper in The New York Times indicates that businesses are far more bullish on ether, and the future usage of Ethereum, than bitcoin. Almost 94% of surveyed firms said they feel positive about the state of Ether tokens. Only 49% of firms surveyed had a positive feeling about bitcoin. One of the major differences between Bitcoin and Ethereum’s economics is that the latter is not deflationary, i.e. its total supply is not limited. Ethereum’s developers justify this by not wanting to have a “fixed security budget” for the network. Being able to adjust ETH’s issuance rate via consensus allows the network to maintain the minimum issuance needed for adequate security. In September 2021, there were around 117.5 million ETH coins in circulation, 72 million of which were issued in the genesis block — the first ever block on the Ethereum blockchain.<br />
NFTs &#8216;fingerprint&#8217; digital documents, so that you can authenticate them and record ownership — which has created a huge market for digital art. NFTs made waves when one particular artwork, by the artist Mike Winkelmann was sold in auction by Christie&#8217;s for $69 million. There are several differences between a blockchain and a database, including the level of control. 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.<br />
This EVM is built into every full Ethereum node and can carry out more than 140 different operation codes . These are essentially machine instructions that can be strung together to perform virtually any task, which is what the term “Turing-complete” refers to. It took about three years for the second-largest cryptocurrency by market cap to retest its previous all-time high price. Between February and May 2021, eth’s price more than tripled to set a new all-time high of $4,379. That&#8217;s a kind of ledger that records and verifies transactions made on it. All transactions made on these so-called decentralized networks are public and not controlled by one governing entity.</p>
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<p lang="en" dir="ltr">&#8216;The creator of the popular Bored Apes Yacht Club NFTs launched a sale of virtual land tied to its metaverse project. Demand was so strong that it caused disruptions across the entire Ethereum blockchain <a href="https://t.co/SWDmGYL1nb">https://t.co/SWDmGYL1nb</a> via <a href="https://twitter.com/technology?ref_src=twsrc%5Etfw">@technology</a>&#8216;</p>
<p>&mdash; Crypto Wombat (@CryptoWombat) <a href="https://twitter.com/CryptoWombat/status/1520842771921358849?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
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<p>Binance is a safe and secure platform to buy and sell cryptocurrencies quickly using our streamlined buy/sell process. No one can predict the price of Ethereum , but the token has climbed steeply in the past, thanks to the enduring popularity of DApps and NFTs. As always, do your own research and carefully evaluate cryptocurrencies before exposing yourself to any financial risk. Ethereum has a current circulating supply of 117,765,776 tokens. The percent change in trading volume for this asset compared to 1 hour ago. The most common way of converting ETH to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc.<br />
Russian-Canadian Vitalik Buterin is perhaps the best known of the bunch. He authored the original white paper that first described Ethereum in 2013 and still works on improving the platform to this day. Prior to ETH, Buterin co-founded and wrote for the Bitcoin Magazine news website. Ethereum has a total of eight co-founders — an unusually large number for a crypto project.<br />
A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. The bitcoin blockchain is used to track ownership of digital currency, while the Ethereum blockchain focuses on running the programming code of any decentralized application. As opposed to mining for bitcoin, in the Ethereum blockchain, miners work to earn Ether. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results.</p>
<h2>Buy &#038; Sell Crypto: Fund Your Account With Traditional Currencies</h2>
<p>Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Ethereum – the world’s second-most famous blockchain network – is a platform for creating decentralized applications based on blockchain and smart contract technology . Its cryptocurrency is listed under the symbol ETH and is also used for various transaction costs on the Ethereum network, such as gas fees . These so-called smart contracts create <a href="https://www.beaxy.com/exchange/eth-usd/">eth to usd</a> trust between two parties. Every effort is employed to ensure accuracy of exchange rates and information relating to money transfers. However, we do not offer any financial advice or recommendations. We will not be held liable for inaccurate exchange rates or any data at Exchange-Rates.com. Before you make a foreign currency transaction seek the professional advice of a bank, currency exchange office, or forex broker. Ethereum is a decentralized open-source blockchain system that features its own cryptocurrency, Ether.</p>
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<h2>What is the value of 0.1 Ethereum?</h2>
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<p>0.1 Ethereum is 20908.97 Indian Rupee.</p>
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<p>Find out more about the ETH USD Exchange Rate, including a graph of historical pricing. We use mid-market exchange rates for all currency conversions. The interface is pretty nice and simple to use which makes it comfortable both for newbies and pro-traders. Talking about charts and analysis &#8211; TradingView charts are available on the platform, which has all the tools and data that any trader needs, especially when they trade with Ethereum or US Dollar. Our clients can analyze statistical information in the graphical format, observe the real-time asset prices and create trading strategies. In addition, Ethereum is an open-source blockchain platform that runs on the usage of its native currency, called Ether or ETH. All network transaction fees, or gas fees, are paid in ETH. These contracts then have to be converted from high-level languages to low-level languages . That’s because a computer environment called the “Ethereum Virtual Machine,” or EVM, is where all smart contracts are deployed and executed.</p>
<p>Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. Joseph Lubin, Jeffrey Wilcke and Wood were introduced later as the project’s last three co-founders. Together, the eight-member team formed an entity known as the Ethereum Foundation – a Switzerland-based nonprofit organization. A dispute between Hoskinson and Buterin over whether Ethereum should be a for-profit company, led to Hoskinson leaving the project.<br />
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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
The Moscow native began working on Ethereum after he dropped out of college, according to CNBC. Ethereum has pioneered the concept of a blockchain smart contract platform. Smart contracts are computer programs that automatically execute the actions necessary to fulfill an agreement between several parties on the internet. They were designed to reduce the need for trusted intermediates between contractors, thus reducing transaction costs while also increasing transaction reliability. If you would like to know where to buy Ethereum at the current rate, the top cryptocurrency exchanges for trading in Ethereum stock are currently Binance, OKX, MEXC, BingX, and CoinFLEX. Like Bitcoin, Ethereum has its own blockchain where a global network of more than 2.4 million computers known as “nodes” maintains a record of transactions. Anyone can run an Ethereum node and participate in validating the network provided they have the right hardware, knowledge and time to commit to it. From ether’s official launch date in 2014 to March 2017, the token’s price remained rangebound between $0.70 and $21. It wasn’t until the 2017 bull crypto market started to pick up in May of that year that ETH price went above $100 for the first time.</p>
<h2>What Is The Difference Between A Blockchain And A Database?</h2>
<p>You will receive an email with instructions on how to reset your password in a few minutes. Compare the price &#038; changes of Ethereum in USD for the week. ETH to USD rate today is $2,778.09 and has decreased -0.7% from $2,796.34 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. The market is not as complicated as it is made out to be. From beginners to crypto pros, CoinMarketCap is here for you.</p>
<p>The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss. Simply enter the amount of Ethereum you wish to convert to USD and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 ETH, .5 ETH, 1 ETH, 5 ETH, or even 10 ETH. The latest moves in crypto markets in context for March 28, 2022. With PoS and sharding both enabled, Ethereum developers expect that they will make further tweaks to enhance the security of the network. That includes adding anonymity features to conceal validator identities behind block proposals.<br />
In June 2017, Ethereum was positioned to surpass bitcoin as the world&#8217;s largest cryptocurrency by market cap, according to Coindesk. You can buy them on an exchange just like you would any investment. Or you can use a computer to &#8220;mine&#8221; for them by solving complex math problems using computer software. These math problems get more complex as more coins are mined, in order to control the supply. The reason you&#8217;ve been hearing about bitcoin for years, but Ethereum only recently, is that the latter was only developed two years ago while bitcoin&#8217;s been around for almost eight years. Ethereum was created by Vitalik Buterin, a young programmer who was told about bitcoin by his father and decided to create a platform for smart contracts; which bitcoin is not designed to do.</p>
<p>Ethereum has a global 24-hour trading volume of $14,489,957,797. Ethereum can be traded across 565 different markets and is most actively traded in WhiteBIT. In our recent site overhaul, we have included a wealth of information that we don&#8217;t want to keep to ourselves. Enjoy our new information vault Alexandria and learn all there is to know about cryptocurrencies — from basics to tech deep dives. It&#8217;s crazy to think that Ethereum only launched in July 2015 — it seems like the world&#8217;s second-largest cryptocurrency has been around much longer than this. The remaining amount has been issued in the form of block rewards to the miners on the Ethereum network. The original reward in 2015 was 5 ETH per block, which later went down to 3 ETH in late 2017 and then to 2 ETH in early 2019. The average time it takes to mine an Ethereum block is around seconds. The Ethereum network has been plagued with high transaction fees, often buckling at seasons of high demand.<br />
In May 2021, the average transaction fee of the network peaked at $71.72. You can find others listed on our crypto exchanges page. This website is using a security service to protect itself from online attacks. The action you just performed triggered the security solution. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. View the Ethereum to US Dollar Exchange Rate and send money to United States . Yes, there is a minimum cash out value of CHF25 to withdraw Ether in USD by bank transfer with Mt Pelerin.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="1 etherium to usd"/><br />
The price of Ethereum in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. In the next major phase of development, Ethereum’s Beacon chain will be bridged to the main Ethereum network and will replace the current, energy-intensive proof-of-work system with proof-of-stake. Network stakeholders known as “validators” will begin producing blocks, verifying transactions and managing the security of the blockchain in place of miners after Ethereum and Eth 2.0 are merged. Block rewards are new ether coins that are created when each new block is discovered and are given to the successful miner for their efforts. Once a block is added, the rest of the mining network verifies it to make sure the balances are correct and the transaction isn’t a “double-spend,” i.e., someone isn’t trying to spend money they don’t have.</p>
<p>The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Binance has the lowest transaction fee rate amongst all major trading platforms. In November 2013, he released the Ethereum white paper – a technical document that outlined the vision and technology behind the proposed project. A month later, Buterin asked Israeli-American Amir Chetrit to join his project. The two had worked together on a separate project called “Colored Coins” – which subsequently laid the foundations for the NFT market. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. MGT Capital, the company run by John McAfee, is one such firm. It said it would start to mine Ethereum in its latest bid to turn a profit. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods.</p>
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<p>Our currency rankings show that the most popular Ethereum exchange rate is the ETH to USD rate. Simply select the cryptocurrency from the drop-down menu that you want to convert to dollars, input the amount, and it&#8217;s done. It&#8217;s so simple you don&#8217;t even have to hit enter, and it is entirely free to use. Internationally, Ether&#8217;s performance is usually monitored using the ETH/USD trading pair. Dollars are the flagship currency for buying and selling this digital asset. With EIP-1559, this process is handled by an automated bidding system, and there is a set “base fee” for transactions to be included in the next block. Furthermore, users who wish to speed up their transactions can pay a “priority fee” to a miner for faster inclusion. Mt Pelerin is a financial intermediary duly affiliated with VQF (), a Self-Regulatory Organisation officially recognised by Switzerland&#8217;s Federal Financial Market Supervisory Authority . Those persons interested in acquiring cryptocurrencies should inform themselves as to the applicable law within the countries of their nationality, residence, ordinary residence or domicile for such acquisition. There may be restrictions in certain countries as to whom may acquire cryptocurrencies.<br />
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" width="309px" alt="1 etherium to usd"/><br />
Please be informed that on Tuesday, May 3rd, deposits and withdrawals via bank transfer will be unavailable. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. To explore general partnerships with Binance for new cash-crypto exchanges and or existing cash-crypto exchanges, please submit your application on &#8220;Fiat Services Vendor Application Form&#8221;. With the help of his co-founders Gavin Woods and Anthony Di Iorio, Vitalik secured funding for the project in an online crowdfunding sale, accessible to the public, that occurred in 2014. The project acquired enough funding to launch the blockchain on 30 July, 2015.</p>
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<h2>Is it better to invest in Bitcoin or Ethereum?</h2>
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<p>The second-largest by market cap, Ether (ETH), the native cryptocurrency of the Ethereum platform, handily beat Bitcoin&#8217;s gain during the same period, with a return of more than 29%. Ether is trading at roughly $3,400.</p>
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</div>
<p>You can immediately trade your purchased crypto on the many products and services on the Binance Platform. Binance accepts a wide range of currencies and makes it easy for you to buy crypto using USD , EUR, CNY, AUD, INR, RUB, and other fiat currencies. You can also use a wide range of accepted stablecoins <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> such as Binance USD , Coinbase USD Coin , and Tether to buy crypto. The total dollar value of all transactions for this asset over the past 24 hours. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price. Popularity is based on the relative market cap of assets.</p>
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		<title>History Of Bitcoin</title>
		<link>http://ashoksawhney.com/2021/11/25/history-of-bitcoin/</link>
					<comments>http://ashoksawhney.com/2021/11/25/history-of-bitcoin/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 25 Nov 2021 16:53:52 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2494</guid>

					<description><![CDATA[In 2014, the National Australia Bank closed accounts of businesses with ties to bitcoin, and HSBC refused to serve a hedge fund with links to bitcoin. Australian banks in general have been reported as closing down bank accounts of operators of businesses involving the currency. A 2014 study of Google Trends data found correlations between [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>In 2014, the National Australia Bank closed accounts of businesses with ties to bitcoin, and HSBC refused to serve a hedge fund with links to bitcoin. Australian banks in general have been reported as closing down bank accounts of operators of businesses involving the currency. A 2014 study of Google Trends data found correlations between bitcoin-related searches and ones related to computer programming and illegal activity, but not libertarianism or investment topics. 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. In 2013, prices started at $13.30 rising to $770 by 1 January 2014. A hardware wallet peripheral which processes bitcoin payments without exposing any credentials to the computer. A brass token with a private key hidden beneath a tamper-evident security hologram.</p>
<p>They happen when two miners find a block at a similar point in time. This fork is subsequently resolved by the software which automatically chooses the longest chain, thereby orphaning the extra blocks added to the shorter chain . As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble. In early April 2013, the price per bitcoin dropped from $266 to around $50 and then rose to around $100. Over two weeks starting late June 2013 the price dropped steadily to $70. The price began to recover, peaking once again on 1 October at $140.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/posts/postMarket/market-mainscreen-ethereum.webp" width="300px" alt="6 bitcoin to usd"/></p>
<p>Bitcoin Core includes a transaction verification engine and connects to the bitcoin network as a full node. Moreover, a cryptocurrency wallet, which can be used to transfer funds, is included by default. The wallet allows for the sending and receiving of bitcoins. It does not facilitate the buying or selling of bitcoin. It allows users to generate QR codes to receive payment. In November 2013, the University of Nicosia announced that it would be accepting bitcoin as payment for tuition fees, with the university&#8217;s chief financial officer calling it the &#8220;gold of tomorrow&#8221;. 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. Bitcoin is a cryptocurrency, a digital asset that uses cryptography to control its creation and management, rather than relying on central authorities.</p>
<p><h2>Btc</h2>
</p>
<p>There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies. But even for those who don&#8217;t discover using their own high-powered computers, anyone can buy and sell bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins. HOD -əl; often written HODL) is slang in the cryptocurrency community for holding a cryptocurrency rather than selling it. Bloomberg News referred to it as a mantra for holders during market routs. Checkpoints which have been hard coded into the client are used only to prevent Denial of Service attacks against nodes which are initially syncing the chain. For this reason the checkpoints included are only as of several years ago. A one megabyte block size limit was added in 2010 by Satoshi Nakamoto. This limited the maximum network capacity to about three transactions per second. Since then, network capacity has been improved incrementally both through block size increases and improved wallet behavior.</p>
<p>The 2014 documentary The Rise and Rise of Bitcoin portrays the diversity of motives behind the use of bitcoin by interviewing people who use it. The 2016 documentary Banking on Bitcoin is an introduction to the beginnings of bitcoin and the ideas behind cryptocurrency today. Bitcoin Core includes a scripting language inspired by Forth that can define transactions and specify parameters. ScriptPubKey is used to &#8220;lock&#8221; <a href="https://www.beaxy.com/exchange/btc-usd/">6 bitcoin to usd</a> transactions based on a set of future conditions. ScriptSig is used to meet these conditions or &#8220;unlock&#8221; a transaction. Operations on the data are performed by various OP_Codes. Bitcoins annual e-waste is estimated to be about 30 metric tons as of May 2021, which is comparabe to the small IT equipment waste produced by the Netherlands. The average lifespan of Bitcoin mining devices is estimated to be only 1.29 years.</p>
<p><h2>Please Complete The Security Check To Access Www Lunocom</h2>
</p>
<p>Bloomberg reported that the largest 17 crypto merchant-processing services handled $69 million in June 2018, down from $411 million in September 2017. Bitcoin is &#8220;not actually usable&#8221; for retail transactions because of high costs and the inability to process chargebacks, according to Nicholas Weaver, a researcher quoted by Bloomberg. High price volatility and transaction fees make paying for small retail purchases with bitcoin impractical, according to economist Kim Grauer. However, bitcoin continues to be used for large-item purchases on sites such as Overstock.com, and for cross-border payments to freelancers and other vendors. In 2012, bitcoin prices started at $5.27, growing to $13.30 for the year. By 9 January the price had risen to $7.38, but then crashed by 49% to $3.80 over the next 16 days. The price then rose to $16.41 on 17 August, but fell by 57% to $7.10 over the next three days. They used the exchange&#8217;s software to sell them all nominally, creating a massive &#8220;ask&#8221; order at any price. Within minutes, the price reverted to its correct user-traded value.</p>
<p>Bidorbuy, the largest South African online marketplace, launched bitcoin payments for both buyers and sellers. In December 2013, Overstock.com announced plans to accept bitcoin in the second half of 2014. On 5 December 2013, the People&#8217;s Bank of China prohibited Chinese financial institutions from using bitcoins. After the announcement, the value of bitcoins dropped, and Baidu no longer accepted bitcoins for certain services. Buying real-world goods with any virtual currency had been illegal in China since at least 2009. Satoshis) to each of two different addresses on the network.</p>
<p>Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so it’s only reasonable for Bitcoin investors to be curious about how high it can ultimately go. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve. 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. Historically, the currency has been extremely volatile. 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.</p>
<p>Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Laws and regulations for foreign exchange should be amended if needed to cover crypto alongside traditional assets, the global stability watchdog said. The hacker swindled 91 NFTs, including Bored Apes and Mutant Apes, worth about $3 million, crypto sleuth Zachxbt told Insider. Major equity markets in Asia have declined significantly in recent months, and bitcoin has followed a similar pattern. Click on the &#8220;Group converter&#8221; link to convert a group of numbers all at one time.</p>
<p>Bitcoin prices then fell from $9,052 to $6,914 on 5 February 2018. The percentage of bitcoin trading in the Chinese renminbi fell from over 90% in September 2017 to less than 1% in June 2018. In 2015, prices started at $314 and rose to $434 for the year. In 2016, prices rose and climbed up to $998 by 1 January 2017. In 2011, the price started at $0.30 per bitcoin, growing to $5.27 for the year. The next month it fell to $7.80, and in another month to $4.77.</p>
<p>On 3 September 2020, the Frankfurt Stock Exchange admitted in its Regulated Market the quotation of the first bitcoin exchange-traded note , centrally cleared via Eurex Clearing. In July 2014 Newegg and Dell started accepting bitcoin. On 18 June 2014, it was announced that bitcoin payment service provider BitPay would become the new sponsor of St. Petersburg Bowl under a two-year deal, renamed the Bitcoin St. Petersburg Bowl. Bitcoin was to be accepted for ticket and concession sales at the game as part of the sponsorship, and the sponsorship itself was also paid for using bitcoin. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin is a good place for beginner crypto investors to start, according to the experts we’ve talked to. But you shouldn’t invest in Bitcoin just because others are doing it. More than anything, know what kind of investor you are and buy Bitcoin only in a way that works with your long-term investment strategy.</p>
<p><h2>Volume Usd</h2>
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<p>Options added for millibitcoins, and 3 new cryptocurrencies. Price data is continually gathered from multiple markets. A weighted average price of these markets is shown by default (based on 24-hour trade volume). Alternatively, you can choose a specific source from the settings menu. See the Bitcoin exchange rate i.e. the current value of one bitcoin.</p>
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<h2>Can I buy Bitcoin for $1?</h2>
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<p>Another app that let you invest as little as $1 is WeBull. This platform enables users to trade Bitcoin, Dogecoin, Bitcoin Cash, Ethereum, Ethereum Classic, Litecoin, ZEC and XLM. Upping up the stakes, you will need a $2 minimum using Coinbase, a $10 minimum if you opt to use Binance, and a $25 minimum for eToro.</p>
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<p>Additionally, bitcoin exchanges, where bitcoins are traded for traditional currencies, may be required by law to collect personal information. To heighten financial privacy, a new bitcoin address can be generated for each transaction. Bitcoins are created as a reward for a process known as mining. They can be exchanged for other currencies, products, and services. Bitcoin has been criticized for its use in illegal transactions, the large amount of electricity used by mining, price volatility, and thefts from exchanges. Some investors and economists have characterized it as a speculative bubble at various times. Others have used it as an investment, although several regulatory agencies have issued investor alerts about bitcoin. Research produced by the University of Cambridge estimated that in 2017, there were 2.9 to 5.8 million unique users using a cryptocurrency wallet, most of them using bitcoin. On 15 July 2017, the controversial Segregated Witness software upgrade was approved (&#8220;locked-in&#8221;). Segwit was intended to support the Lightning Network as well as improve scalability.</p>
<p>A part of the address is visible through a transparent part of the hologram. A paper wallet with the address visible for adding or checking stored funds. The part of the page containing the private key is folded over and sealed. They are issued as a reward <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> for the creation of a new block. The proof-of-work system, alongside the chaining of blocks, makes modifications of the blockchain extremely hard, as an attacker must modify all subsequent blocks in order for the modifications of one block to be accepted.</p>
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<h2>How many dollars is 1000 Bitcoins?</h2>
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<p>The conversion value for 1000 USD to 0.025561 BTC.</p>
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<p>In March, the bitcoin transaction log, called the blockchain, temporarily split into two independent chains with differing rules on how transactions were accepted. For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. The core developers called for a temporary halt to transactions, sparking a sharp sell-off. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software.</p>
<p>Steve Bannon, who owns a &#8220;good stake&#8221; in bitcoin, considers it to be &#8220;disruptive populism. It takes control back from central authorities. It&#8217;s revolutionary.&#8221; Also In June, the Taproot network software upgrade was approved, adding support for Schnorr signatures, improved functionality of Smart contracts and Lightning Network. Because of its size and complexity, downloading and verifying the entire blockchain is not suitable for all computing devices. For broader coverage of this topic, see Cryptocurrency wallet. Later amateurs mined bitcoins with specialized FPGA and ASIC chips. The chips pictured have become obsolete due to increasing difficulty.</p>
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<p lang="en" dir="ltr">Loomdart why don&#8217;t trade apecoin just like beaxy coin launch</p>
<p>&mdash; inversebrah fan acc.XBT (@BabuGG7) <a href="https://twitter.com/BabuGG7/status/1504741220954030082?ref_src=twsrc%5Etfw">March 18, 2022</a></p></blockquote>
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<p>In Switzerland, the Canton of Zug accepts tax payments in bitcoin. El Salvador officially adopted Bitcoin as legal tender, in the face of internal and international criticism, becoming the first nation to do so. An official investigation into bitcoin traders was reported in May 2018. The U.S. Justice Department launched an investigation into possible price manipulation, including the techniques of spoofing and wash trades. The first regulated bitcoin fund was established in Jersey in July 2014 and approved by the Jersey Financial Services Commission. Dish Network, a Fortune 500 subscription TV provider, has been described as the first large company to accept bitcoin, in 2014.</p>
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<p lang="en" dir="ltr">Mothership &amp; Beaxy were pretty awful names</p>
<p>&mdash; zachxbt (@zachxbt) <a href="https://twitter.com/zachxbt/status/1506065618348482560?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
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<p>According to the officials, 40% of the Ukraine&#8217;s military suppliers are willing to accept cryptocurrencies without converting them into euros or dollars. In March 2022, Ukraine has passed a law that creates a legal framework for the cryptocurrency industry in the country, including judicial protection of the right to own virtual assets. In the same month, a cryptocurrency exchange was integrated into the Ukrainian e-governance service Diia. On 13 March 2020, bitcoin fell below $4,000 during a broad market selloff, after trading above $10,000 in February 2020. On 11 March 2020, 281,000 bitcoins were sold, held by owners for only thirty days. This compared to ₿4,131 that had laid dormant for a year or more, indicating that the vast majority of the bitcoin volatility on that day was from recent buyers. During the week of 11 March 2020, cryptocurrency exchange Kraken experienced an 83% increase in the number of account signups over the week of bitcoin&#8217;s price collapse, a result of buyers looking to capitalize on the low price. These events were attributed to the onset of the COVID-19 pandemic.</p>
<ul>
<li>The system used is based on Adam Back&#8217;s 1997 anti-spam scheme, Hashcash.</li>
<li>For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history.</li>
<li>Also, note that I am not against gold or bitcoin as a currency.</li>
<li>&#8220;Transaction details for bitcoins stolen from Instawallet&#8221;.</li>
<li>Because Bitcoin is so new, price predictions are mostly informed speculations.</li>
</ul>
<p>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. 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.</p>
<p>A July 2018 warning emphasized that trading in any cryptocurrency is often speculative, and there is a risk of theft from hacking, and fraud. Securities and Exchange Commission warned that investments involving bitcoin might have high rates of fraud, and that investors might be solicited on social media sites. An earlier &#8220;Investor Alert&#8221; warned about the use of bitcoin in Ponzi schemes. The price of bitcoins has gone through cycles of appreciation and depreciation referred to by some as bubbles and busts. In 2011, the value of one bitcoin rapidly rose from about US$0.30 to US$32 before returning to US$2. In the latter half of 2012 and during the 2012–13 Cypriot financial crisis, the bitcoin price began to rise, reaching a high of US$266 on 10 April 2013, before crashing to around US$50. On 29 November 2013, the cost of one bitcoin rose to a peak of US$1,242. In 2014, the price fell sharply, and as of April remained depressed at little more than half 2013 prices.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a></p>
<p>Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization.</p>
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			</item>
		<item>
		<title>What Is Bear Trap Trading And How Does It Work?</title>
		<link>http://ashoksawhney.com/2021/10/14/what-is-bear-trap-trading-and-how-does-it-work/</link>
					<comments>http://ashoksawhney.com/2021/10/14/what-is-bear-trap-trading-and-how-does-it-work/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 14 Oct 2021 08:01:41 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2483</guid>

					<description><![CDATA[The long-legged doji is a candlestick that consists of long upper and lower shadows and has approximately the same opening and closing price. These can occur in all types of asset markets, including equities, futures, bonds, and currencies. When evaluating online brokers, always consult the broker’s website. Tradingindepth.com makes no warranty that its content will [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The long-legged doji is a candlestick that consists of long upper and lower shadows and has approximately the same opening  and closing price. These can occur in all types of asset markets, including equities, futures, bonds, and currencies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="bear trap trading"/></p>
<p>When evaluating online brokers, always consult the broker’s website. Tradingindepth.com makes no warranty that its content will be accurate, timely, useful, or reliable. So, it’s better to have a mental stop loss and use it when you realized that the trend is not bearish anymore and price is going to rise soon. Every problem has several solutions and bear trap is not an exception. So bulls buy limit orders will be filled and because of lack of bearish momentum, the price quickly stops moving lower. A popular technical indicator to identify overbought assets is the relative strength index . Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. To learn more about the pitfalls of forex markets and how to trade using new techniques please visit our latest course. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab &#038; Co., Inc. , offers investment services and products, including Schwab brokerage accounts.</p>
<p><h2>Effective Tactics: Stop Falling Into Bear Traps</h2>
</p>
<p>C shows the rapid price increase, also called a short squeeze. Following the short squeeze, bears are forced to sell off their positions to minimize losses or prevent liquidation. A bull trap is a good way to realize profits quickly and avoid keeping an open position for a long time. A trader needs to be patient enough in order to successfully trade on the bull trap, which means he needs to miss some profitable trades. Traders with the Long position are still within the market range, after which the price moves in the opposite direction, trapping them while they still hold the position for a bounce-back. The market price is moving in an upward direction, after which the resistance level is reached, price further breaks out and then it continues to move in the same direction.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="bear trap trading"/></p>
<p>Understanding the concept of liquidity pools helps traders to prevent from big bear traps. Setting a tight stop loss helps you to prevent a large capital loss in breakout trading. You should put a stop loss after opening your short position or have a mental stop loss to use when it’s needed. Choosing an appropriate position size depends on your risk tolerance and market that you’re trading on. Generally, it’s better not to risk over 2-5 % of your capital in a trade. Further, some of the breakout traders panic and close their short positions. Price goes down, and when it reached the support level, it will break the support and move below it a little bit. There are multiple ways in which traders, especially the amateur ones, can avoid being trapped. Schwab does not recommend the use of technical analysis as a sole means of investment research.</p>
<p><h3>We Are Checking Your Browser .. Www.forextrading200.com</h3>
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<p>Nobody can avoid this fate sometimes, and there’s nothing to be ashamed of. The difference is how we react to getting trapped in a runaway trade. We might think we’re onto something the rest of the market is missing, only for the market to dunk on us. I’d rather short closer than $10 than try to “cheat” and get short at $10.50 while the stock is still technically in an uptrend. These big momentum moves are indicative that there’s significant demand for the stock and that large buyers are making moves. If you are familiar with how these stocks trade, they typically tank, and most traders regret not organizing a locate with their broker. The stock found short-term support that at least delays what many view as the inevitable plummet of such a stock. The conventional wisdom here is to short the first red day on a stock like this.</p>
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<h2>Is 2020 a bull or bear market?</h2>
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<p>The springtime bear market of 2020 began on Feb. 19 and shaved off 33.9% from the S&#038;P 500. This also means that the new bull market is already nearly 5 months old (again, since March 23) with a 51.5% gain.  But the index has, little by little, clawed its way back from a bear market.</p>
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<p>In fact, they are largely technical events that are caused by traders. But just as with bull traps, investors should always be cautious, mindful, and analyze all of the technical indicators that they can. Avoiding bear traps will increase your odds of earning a profit. However, there will be times you open new positions, and you can still fall into them without realizing it.</p>
<p>As such, these can form the deadliest bear traps when things don’t go according to plan for short-sellers. And because several other bears are stuck in the position as well, the stock usually continues rallying, only making their losses worse. Risk management is the number one factor in protecting your trading account from any trade. A spinning top is a candlestick pattern with a short real body that&#8217;s vertically centered between long upper and lower shadows. With neither buyers or sellers able to gain the upper hand, a spinning top shows indecision. Because the Federal Reserve will complete the quest of eradicating free markets and capitalism. What happens when you combine economic stagnation with excess liquidity from monetary policy?</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="bear trap trading"/></p>
<p>Breakout traders will be looking to enter their trades as price breaks lower and through key levels such as major support areas, trendlines, or important moving averages. The bear and bull trap are created by the major market players. Besides using financial derivatives such as stock options or CFDs, one common method traders use is to borrow the stocks from someone , and then sell those stocks in the market. Bear traps occur when a downward breakout retreats back above a support level. Support is normally associated with two/more equal lows or an earlier major low. This signal forms when price hits a support level and pretends to break it only to reverse and head up. Right after the bear trap candlestick forms, price tends to move up. I’m going to show you the 3bear trap chart patterns which I think not many forex traders know. 2) Swing highs and lows are a very popular trading concept and many traders use such swing points to time trade entries.</p>
<p><h2>Risk Of The Trap</h2>
</p>
<p>Breakout points vary depending on time horizons and other factors. But, it returned from down there, and pierced the support level. I personally don’t like to enter a trade on the short side right away once a support level has been broken because you get burnt often when trading on first thought. The horror breaks loose when the price reverses back above the support level and the candlestick closes as a hammer, which is a massive bullish signal. Then the bullish trend resumes and this pair climbs above 1.33 eventually. Bitcoin price action has now spent a total of nine days in a short-term uptrend, capping off a bounce back to 2021 highs. The sequence of mostly green candles has now triggered and perfected a TD 9 sell setup on daily timeframes.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How long does a bear market typically last?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>If you are a short-term investor, bank CDs and Treasury securities are a good bet. If you are investing for a longer time period, fixed or indexed annuities or even indexed universal life insurance products can provide better returns than Treasury bonds.</p>
</div></div>
</div>
<p>The TD 9 sell setup appears at the top of a bull flag structure. If valid and the pattern confirms with a breakout upward, the potential target within weeks could take the price per BTC to as high as $75,000. Using stop-loss orders is a crucial part of any successful trading strategy. Even if you feel completely <a href="https://www.beaxy.com/glossary/bear-trap/">bear trap trading</a> confident about a trade, the market can still completely go against you. Once again, candlestick trading would’ve suggested further bull movement following the USD7,900 retest at J. However, this subsequent move back up to USD8,200 had very little buy support, and price eventually broke downward back to USD6000.</p>
<p><h2>Why Do Bear Traps End With Rallies?</h2>
</p>
<p>The blue lines indicate a trading range, which BAC was stuck in for the majority of the day. The blue lines indicate the divergence between the price and the two oscillators. The red line on the chart shows that the price is making lower lows, while at the same time the MACD and RSI are clearly moving upwards. This creates two bullish divergences between the price and the two indicators, despite the bearish breakout. This is a sign that a short position would not be a good move in this case.</p>
<ul>
<li>A bear trap is often triggered by a decline that induces market participants to open short sales, which then lose value in a reversal when participants must cover the shorts.</li>
<li>Typically, with technical analysis, you don’t know for sure whether it’s a true reversal or a bull trap until after the fact.</li>
<li>System response and account access times may vary due to a variety of factors, including trading volumes, market conditions, system performance, and other factors.</li>
<li>Big bull traps led to big bear traps for three years straight before finally bottoming in early 2003.</li>
<li>If you get caught in the bear trap while trading, close out the trade and don’t let it run in the wrong direction.</li>
<li>If price doesn’t break key Fib levels, than it’s more probable than not that bear trap is about to occur.</li>
</ul>
<p>We will discuss the meaning of this word, learn how to identify a trap, and learn how to protect oneself from losses when caught in such a trap. Why do short-term rallies often occur during bear market cycles and what do they look like? We explain the mechanics behind bull traps and give an example from 2008. The bears set some traps intra-day on $BYND after it had ripped most of the morning. The stock sold off, creating some bear flags, and eventually, the bear flags failed at support and trapped shorts. A Multiple Bottom Breakdown includes a Triple Bottom Breakdown, a Quadruple Bottom Breakdown and anything wider. A Triple Bottom Breakdown occurs when two successive O-Columns form equal lows and the next O-Column breaks below these lows. A Quadruple Bottom Breakdown triggers when three successive O-Columns form equal lows and the next O-Column breaks below these lows.</p>
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		<title>How To Turn Bitcoin Into Cash In A Few Easy Steps</title>
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		<pubDate>Wed, 06 Oct 2021 17:42:26 +0000</pubDate>
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					<description><![CDATA[Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. If this is your first time withdrawing [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. If this is your first time withdrawing Bitcoin, you may need to enter some additional personal information before making a withdrawal. Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva. We are an authorized financial intermediary, which means that our processes are regularly audited by an external and independent entity.</p>
<p>Using a blockchain ensures security and manages digital relationships as part of a system of record. Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto. Don’t be afraid to reach out to customer support if you’re having trouble depositing your bitcoins. We work only with verified and trusted partners to give you a secure and seamless crypto-buying experience. We take a holistic underwriting approach to determine your interest rates and make sure you get the lowest rate possible. Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto. As quickly as Bitcoin falls, it can just as rapidly climb again.</p>
<h2>What Is Blockchain?</h2>
<p>The ‘exchange rate’ for this currency exchange is not determined by the economic actions of a government or a country’s central bank. How many people want to buy bitcoin right now and what they are willing to offer will determine how much money you will get for your bitcoin. The ultimate idea is that bitcoin will replace traditional currencies. People are currently investing in bitcoin because they view it as a commodity that will grow in value over time. If you have bitcoin, you may want to hold on to it for that reason. But, since demand has increased recently, you may be able to make a profit if you ‘sell’ your bitcoin now and transfer the equal value to your bank account. Bitcoin is a digital currency, also known as a cryptocurrency. There is no physical bitcoin, merely digital data stored in blockchain.</p>
<ul>
<li>Moving bitcoin to a bank account is like exchanging currency.</li>
<li>This means it is a secure form of currency that is devoid of government control.</li>
<li>The price has also been consolidating in the $30,000-$40,000 price range for a while now, and it is only a bit realistic to anticipate a breakout soon.</li>
<li>News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services.</li>
</ul>
<p>Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. You only get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it stolen. Don’t share your private key with anyone, just like you wouldn’t share your Social Security number or your debit card PIN. Maintaining strong passwords that you update regularly and not using the same password for multiple accounts will make you less vulnerable to hacks and scams.</p>
<h2>Your Crypto&#8217;s Protected</h2>
<p>When you look at the right part of the graph, you can see the price indexes. 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 now. However, keep in mind this value can change dramatically even the next minute. Bitcoin can be purchased through a digital marketplace, through which you can fund your account with 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 storage’. 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. Others might wait until the value they’d get rises by 5 percent.<br />
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" width="300px" alt="bitcoin into usd"/><br />
The pairing, BTCUSD started the year with strong momentum, having already broken above the 2017 highs. The bullish pressure sustained for the entire first quarter of 2021, and Bitcoin managed to print its all-time high of around $65,000. When you’re 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’t need to check the crypto prices every time you make a purchase. The anonymous nature of cryptocurrencies attracts scammers and bad actors.</p>
<p>Once you complete the purchase, we will deposit your new crypto directly to your Binance wallet &#8211; a safe and simple way to manage your crypto assets. You can immediately trade your purchased crypto on the many products and services on the Binance Platform. Brokers are restricted by money laundering laws, so you will need to withdraw to the same bank account that you deposited with. Moving bitcoin to a bank account is like exchanging currency. But because bitcoin is devoid of government control, the exchange process occurs privately. In theory, you will one day be able to use bitcoin for any type of sale.</p>
<p>If you want to know how much bitcoin is worth, run a quick internet search on the subject. If you want to actually convert bitcoin to dollars, deposit them in a digital marketplace and sell them to an interested buyer. The digital marketplace will quickly and easily convert your bitcoins to dollars and transfer them to a debit card, bank account, or digital wallet of your choice. Regulation continues to cast a huge shadow over Bitcoin in 2021. In particular, China has been consistent in its aggression towards cryptocurrency. <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> China is a significant country for Bitcoin, with almost 50% of miners domiciled there. The recent crackdown dented Bitcoin’s infrastructure, which subsequently weighed heavily on the price of the coin. But it is not only negative regulation that is making headlines. There have been positive headlines hitting the wires too – the US levies capital gains tax on cryptocurrencies, which implies a positive step. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders.</p>
<h2>Whats The Nature Of This Market?</h2>
<p>The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. They are secure, but more susceptible to hacking than cold storage, which is when you store crypto offline on a piece of hardware. Think of cold storage as kind of like a safe in USB-drive format. It’s more secure, but if you forget your password or lose the device, you could lose access to your money forever. Conservative predictions of Bitcoin say the cryptocurrency will reach $100,000 by 2023, but more bullish crypto enthusiasts say $250,000 isn’t far from sight. Big financial institutions have made their own predictions as well, with JPMorgan seeing a long-term high of $146,000 and Bloomberg saying it could hit $400,000 by 2022. A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve. As with any investment, price is where it starts and ends for investors.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Just posted a photo @ Bitcoin Forex Trading Company <a href="https://t.co/GodAx4vjtf">https://t.co/GodAx4vjtf</a></p>
<p>&mdash; 陳博功 (@gzilacze) <a href="https://twitter.com/gzilacze/status/1521428271723958276?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>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. There&#8217;s a constant buzz about how Bitcoin is performing against the U.S. dollar. Traders anxiously watch the pair&#8217;s every move — and fluctuations regularly hit the headlines.</p>
<p>When you buy or sell cryptocurrency, including when you check out with crypto, we will disclose an exchange rate and any fees you will be charged for that transaction. The exchange rate includes a spread that PayPal earns on each purchase and sale. Any of the excellent strategies you’re using for forex trading will also work when trading BTC/USD. One very excellent strategy uses the On-Balance Volume indicator to trade Bitcoin. This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading.<br />
<a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
The specific mechanism by which you deposit your bitcoins will vary depending on how your bitcoins are currently stored. Typically, depositing your bitcoins is as easy as clicking &#8220;Deposit bitcoins&#8221; near the top of the marketplace&#8217;s home page. Signing up for an account involves providing <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> your name, date of birth, address, email address, phone number, and other personal information. You’ll also be required to provide a bank account, an electronic payment service like PayPal, or both . There are several ways to verify that a bitcoin conversion site is safe.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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vD/i1al3fQeoY9yZawHmxlDzJPYLbUApPziq66s+Dr4Vv2GUNKX2/QrqllSo7smQl5pTgGwUnpGxPsNVg5PtVXjQ3Mbp63MPKSzdpTtkuDST6rqFJV059vS4lBB9x9tSQ6X03fbZUVdgkkEkDeItfjcc+niAcb8+abBdLlQ1McVe1vC842+a6eax1zpbQFje1JrC8xbXbmPjvyHAkFR7JSO6lHyA3qA5nwhfL9FlGOyvUctAOPGZtmEH3+upKsfNUFfCRaou73EfTmjC64LZBsouSEA4St9151ClEeZSlkAfyj7akDgVyWcD9XcLrHqu+ybjd7hd4iJL78ef4aGVqG6EpSMZT2PVk7VzUOmbFbbJDd766R3fH3RHgY588+QzzHglJ7pXVVa+koQBwcy78lYXhXzFcJuMjq4mhtTIkTWmy65CfbUzISgYyroUMkbjcZFSHJnxYUZ2bNkNMR2UKcddcWEoQgDJUSdgKrpwj5PbXwU4wJ1/pHUj8q0uW2RCcgzkgvNqWUEKQ4kAKGU7ggHfOTUKfCCccbs9fGuC9hnri26Mw3LvIaWUmQ4o9TbKsfgJACinzJHs3Z6fTVFf722gsMhMLgHEvG7B1zgDltjocjddb7nPQ0JnrmgPBIAHI+Hqp41Xz3cvulp67ai93G8utLKFrtcIutA+5ailKvmJracPuczgRxFujVktupXbbcH1BDLF1YMbxFHslKySgk+Q6s1BvArkD0zeNFQdS8XJdyFxurKZTduhvBkRW1jKUrPSSV4IJAwATjfGTGfNxyn2jghb7frLRNxmyLHLkiFIYlLC3YzxBWhQWAOpJCVdxkED21JqfT2i6+s/g9NPL3590P24C7wG3j8s9Cm6S4XmCL2uRjeDnjqAuliXOrfG3lXonPlVfOSTincuJ/BhlN+kqkXTTcxdokPLOVPIShC2ln2noWlJPmUmrBE4GTtVYXS3y2mtkoZ/5mEtP06/VSalqW1cDZ2cnDKb+vtZ2bh7pG56xvzwbhWuOp9e/rLI+KhPvUrAHvIrkdxB1xeuI+srrrXUDnVNuj5dUkE9LSOyG057JSnAHye+rM8+nGtzUF/Y4Q2KX/4Os60yboptX8dLx6jRx5ISc4/GUPxRVRVnuatTQ9l9ipvbJR78nLyb09efoqm1pefbqr2SI+5H9z19OSTUfKk1bV7V3pNROKnahoXhVJk5r2T5UmTihKtTk0fpiLqCPcJS5KS9A8N0RMfxqN8knIKQD07+/fvTjRrC1absabMp1mRJZkK9CZU3vDbWD1ELPxSrODjchOT32y+BsyGZN8tAYV4j9u8d51RHSltDgCk7ZJyHP0e2ox1Rpy6ax1kq16RtqJEl15SfR0uKIA8iFY9mN/8A71QfaNfa2G4SW8OxEQ3Hkee2P9YV/wDZzYqGegZXvbmRpdy68hvnw/Fbm43N6X4i4cV9CFKStSvER0qUlQWNxkndOd/Zio/4lamvt202qwda0MMudaRk4GCdvk37e0mp/wBA8q/FJ55KL6xFgsKQnJQ91rScjPrEbEH2YzUg3DlFtXoq1SLjIdUhskJwD6w8yQNznB322qnnVQjfvvhXAymEg54XMa3aK1HNujb9mhP9CVdRWfVSfd1bVPmnIVxtthSq8adkuuIT67yEB4N7dlZIONzsKli48uer3JMwwYKvAiBXgvr+9lzuTgZyKYkLTusdNagVarup4sKJCXskeGo+RWPW+XftXbLcG1QxlIRWx1MeIb5UW8RLHgtPqcVGbkZbaeTn42MhtQPfsSCcHY++ozeh3URzIYebUpgkKShJJxnucn5NsbZqZdZtmXbJ9ikyMlC/Gi9SulSXUH4pPbG/ftg74qJreZt9uYsbkRaC66CvGU9Skjzwe/ln3050TyY+fJNlWwCUDxUn8E+JV901dmlRoinZJw31OpCtgd843JJGMe6r22K7R7/aIV5jbJlspWpOd2149ZJ94/vFUQ01ZHNOXFm8SlOJjLdLQUpW3RgpGCPPKFd/aKtpw21MhMyJZFtBuNd4yFtuFfqofBWlAUN8dQSE9WwB6c99phovUf8ACbiInk91JsfAHofyKr7tF0mL5ajURgd/F7w8SBzHpvjxCkqig7ABScHG49hor0UCHDIXlMjhOCiiiisrCKKKKEK83E8y08NdWegdXpX2DnFjp79fgL6ce/Ncx+TAWz+Epo4XMjp65haKu3jeiu9GPbv2+aurb7TTzS2nW0rbcQUrSrsQRgg1yd44cLNW8tHFwSrMZEeC3N+yOnLilBKShK+pLZPYrRslQPcb+dV32ayQ1tLX2Uu4ZJme4c43wR9sj6ZXovUrHxSwVYblrTuF1kGCNsGos5pTMTy88QPQCrxDY5AV09/Cxhz5ujqqDdA/CMaGftDDfETS11t9zQgB523NJfYdVjdScqCk5/FOce2pP4acyPCrmUf1Bw6tUWewH7ctC2p6EIMqO4FIc6AFK7AjOfb7qi39l71YKltVV0zgyJzXOOMtwCOvVOn8UorhEYoZRlwIHzwqn/B4CCON0xUtKC+LI/6NnchXiN9WP5ua6UDGOw391ckrvaOInKLxwZkNsOCXZ3y7BdeSfAucNWx3GAUqRlKsbpUD2Iq4Fi+ER4PSrS2/frNqCBcQgeJGbipeSV43CVhQBHvIFTbtD0/X3+tjvNqYZoZGjdu+CPLw/PKZNO3GCggdR1Z4HtJ59Vs/hCRbv4Px9LS36R9m4XonV38TKurH8zxP01GfwcZknTPEMHqMfqYKSfx/CXn9GKhLmS5ir9zLamtll0/ZZcay294i2W1P3x+VIX6virSkbrx6qUjOApX4xq73LBwYmcFeC67Re0p+zl0DtwuSUkEMrUjCWsjZXQkAE9slWNsVtcad2mNFttVecTzSBwbtloyD+XqcLEDxc7waqAe41uM+Ox/X7KhPLN/5z2i/+23f927Vh/hMCQNB4P4U79TVV45ZiP4T2jMZwL46O3/q3asN8JgR06COdiud+pqpXdD/AO+bYT/uj+D01UxAslT/AIh+SlnkDA/g42o4H/jGf/v1VIfMqAOAeuiB/mWR/wDDUe8gm3Ljahkf+MZ/+/VUhcyv/kD10P8AoWR+qqgum+rn/wD7/wD9hS6l/wDiBn4D+CpH8HOB/l3uu3+i8r/+1FrSfCAf+cRcP+xoP6l1u/g51A8d7rv/AKLyz/71FrSc/wBvzETgCTmzQf1Lq5ab/wCw5Mf7n9FDpCP7Pg5/rK6JcJADwr0idifsJD/3KaxeN6rYng5rg3hKDCGnLl44V+J6Ov8A4+Wq98O+e7gjp/QdjsN3a1AzMtluYiOITbwoLW22EnpUFYxkeeKhXmX51HuLmn16C0JaJNqscpY9NkS1Dx5aUnIbCU5CEE7nck4Hbzqq36GvVZePegdGwPJLnDAAzkkeP0UqqL5Rw0fCHhziMY88Jt8ibcpfMZZnGuohEKaXsZx0+CRv8+Kl/jnz36wZ1hL0JwVtsYpiyVwfsi7HMl2S+lXSfAb+LjqyASFdXcDBFOPkO5fbvpC1T+KurITsGffYgh2uK6gpcYik9SnVA7guEIwDuEpz+FVRdITZ/L7x1hStY2Z6S/pO7LRMjlPrOJSVJ8VBOxyD1pPY7GrIkitWqNSVkwaJzTxtDG52e4cWfngkDwUba+qttuiYDwCRxJOOQ2H08VP8Cz/CR6ljfZVV0vERt5PUlMiRbYisf9UACj5CkH3VBfLomWnmS0UmceqSjUKUvHIOXB19XbY75q+sbnn5aplv9Id1xJiOlvJju2aaVoJHxcoaUk7+YOKody+SWZnM1o2Uwvqbf1J4qDgglKisg48tjSenqu41FvuTKyhbTgROxwxlmfddtk88fZbXCKninpzFOZDxDOXZxuPT6q9vNhywK4+wbdedPXJi36ms7S2WDIz4MlhRyWllIJTg7hWDjJ23qlEjRfNhy2vuy4UXVNghtElyVbnfSbe4PxlhBW3j/rEg/JV1uPvNW1wB4j2LTl500bjZrvbDKcejOBMlhwOqTslXqqTgDbY++tdM5+OXhdlclKnXl55TZBt5tTnWs4+KVH73v/KqJ6cuWpbfbooBR+00j9wC3i677jOP+YfJO9yp7bPUOf33dyt5nOPt1+iZHKrzrX/iBqqDw34oR4zs64hSIF1jthrxXUpyG3Wx6oKgDhScDO2N6rLzTNzZXM7rOOXkoecu7LbK3VYSkFloIyT2G4NK8udql685mrDL03avRIyb05dlsMjKIUZK1OFOR2SAQge3IqZuf/gbeYmpkcZ7DAckWue23GvBaGTFeSOlDqh5IUnA6uwKRn4wqbU0No0zq1sMIEXtEP8AL0a8kEDHTIHLxTJK+qudqL35d3b+fUjH7rKZ4L/CCKZQWOKR8PpT09OoDjGNv/061WqeWXnh1xazY9Y61jXi3FaXjFl30rb60/FVjw+4zWz4DfCAQ9N6YhaS4t2ufNctzaYzF2hhK3HWk7J8ZBIJUAACoH1sZIzkmTL98InwYgRXFWK06husnp9RsxksIJ9hUpWR8wNR2d+sKCt7uG3xFwPuubEMeR4gdvrhd8TLRUQZfUOGRuC45+WFvOTDgfr/AIH6d1LbNeogIcuc9mTHEST4qelLXSon1Rg5xUh8wXFqNwb4bXHVXW2u4rBi2xlZ2dlLB6cjzCd1H3J99YnLlxen8buGv2/3K2MW1T9wlR24zSioNtNL6U9Sj3Ue5OAPdVHObzjKvirxLet9smKc0/pzrhwUpVlt13qw6/7yogJB7dKRjucwqO31uodRSm5tAc1395jlkbYHzxj1XVdbnDYrM32TfiGGZ5775+ihCfcJ11myLnc5TkmXLdW+++4rqW64tRUpaj5kkk599Yh7UooiklHarhY0MHC3kqYJLiXHmkz3pNXalCaSPet0o1eT3pM9q9qIzSa+2KyEo3mnpo1+6af09er3CUWvTY4ilam0lPQVgAAkE9SldsfiHOafvKbZYsjVL18mNBcla1Y6hnpT2HzdOPlO9M/Rtz0zc9KyLXe3XWJliDt0jpGC3MbQhRLWM5C0qIUMZyAfnnXlE0k59rb2tZLay1PURG6k4wjOdgO2O368nNeXe0dtUb1M+pG23D5gcvp+a9RdnT6UWWNlMRnfi8ief1/LdWSBSGB4Y3xQxB8VskfGNeEBRA6MdJ7DIraQ0rz5Z+Y1XrGiQqeueY27Js3XT7QaIKUAHfaoS4kcOxKgzkMMIV6QStlYSAW148j81WKuR6UgKTk79hTIvsbKFhSM9ScdPtpCaAA+7zXZSTl4w5coOKJuem9STIl3iqSknqKlJOULB8z3xTQslyjRLiiZDbSCo461JK1JJPZOO391dAuM3BKz62bdneC2zObQehRSML/2VDzH7Kp1qrh7F0zd1MKaVHU2rC0gdOFefbY/L23p4o6lj2d2ea4KynDX8beS3M+4tr0+hM5CGicGOk4wRggEgjuSoeQ3wew3kDRCdSJlWLUMcKmQ4qQzIjRVNqUhvqClno/CIPr7gjOx88wTIaYF1amz76qLFZSnCnHQrzI/BOeruBlON+3nVi+F1/YW5aLXpRlV0mTU4L7/AKg8IKyvp6NgVIBST1EhIGEjNd8cL4y3u+qaamVkjXF/IKwkhxDsh5xpxK21uFSFAgggnIIPmMUnSMSKiHDYhpWpQjtJaCj3V0gAGl69cUocIWB/PAz88BeGKssNRIYzlvEcfLJwiiiiulc6KKKKEK2quZ3hB536QP8A2Rz9laPVnGvl11xZ3LDq9bV3gO/GZlW5axn8Yer6p77jBqnyvfSavdtVdRaLo4niSN7w4ciCAfoQFI3drl6lbwPijI/wn/uUg37gpySXeUZMDVesbIlSslmA6Vt/IPHZcIHyGn1wsgcm/CC7s6i0w/dJF3YCktT54fddQFDB6QAEDIJGyagDf20ms+eTT5UW+pqoDSzVkpZjGOLbHgdt1yR9pNdFJ3jaeIHxw7b/AKlb/XnFvlj4mWg2TXLaLtFGShL8B3qaJ/CQsAKQfeCKgG5cEeSKZNEuNrXWtvZ6smJGcCmiPZl1ha8fzqjk4Pl3rwrbYZpO3WiW0t7uiqpWN8A7A9MYXRP2l19W7imgiJ8eE/8AcrM8MLpyb8I3kzdHxVi4pGBcJkV6TJG2NlqHq/zcCpNe5pOCrzS2HdQySlxJQrEJ0ZB+aqLK70krq7g4FcVZpOGtlM9VNI9/iTk/cLqh7ULrA3u4oY2t8A0/9ysLpK2ckmh9XwdcafcuzF2tshUphxT0xxKXFBQJKVHBGFHY05uLOtOU7jYm3I4gT7lN+xRcMXwUSWOnxAArPRjPxR3qqCtwSN9++aSI3rpdYDJUNqnVMpkbsHcW4Hzx5lat7SK8RmFsEXCenCd/+pXO4a8Z+WrhLpZnRujLpPjWuO446ht2PIeV1rV1KPUsE9z7a2WreY3l71ppy46Vv97mu266R1RpLaIj6FKbUMEBQGR8oqjivPFIrO+DXI7R1LJN7S6WQvJ4uLIznxzjxXWO066BndCOPGOWDy/zK0/Cy88mvBrUL+qtCSrtFuEiGuCtbxlvgsrWhZHSvIzltO/fasnibqbkw4uyzc9csPybiW0tCaxHksPhCc9IKkYyBk9896qWr3UkoH312nT2an2w1MveYxxcW+PDOOS0HaLXCLuRDFw+GDj8VLkvg7yOyJgkscRdeRWwrPo7XQW8ezK4yl/2qkLh8eRbhtMaulpiSJ1wZUFtyrnGflLSoHIUkKT0JPvCRVXVDzwPmpJefkruqLfVVkfcz1sxadv58fktIddVET+JtPFn5H83LoWOb7gWkY+2STgf9Hvf4ajrihxB5MuL3S9rhky5iE9CJrUKQxJQn2BxABI9xyKpqTtkE4pNefZ+imik0dTUMonpppGvHUHB9QE4P7R7lOzu5YmEfI/qptk8LORJ6T47evdcsIz/ABKDlA92VRyr+1Tx0CzyI8N7/A1RZpd6futsdD8WTMMpzw3BnCgkAIzv7Kq4RtuD9FJKG+/6qeJ7dVVUZhlrZS07Y4unnsuaLWc8bg9lPHnpsf1V2+KHFXk34xRmmdfLcnuxkFuPJRDkNPspJyQlxABAz5dqhU8MORD070z/ACi68DOc+iYBa+kxvE/tVBah7M/RSKzg4zWlBZprXF3NHVysb4B230GF0S62qqqTjlgjJ+R/VXm4Y8YeTrg7BchaDWu3l/HjyDAfcfex263FAqI92cU8pvOHy7T4zsOdqB19h9BQ407bHVoWkjBBBTuK5xKyd05IpJQV5DHz03VGiqSqlM880jnnmSQT64yu2PtAuETBG2JgHyP6q0WtLL8H/rCW7OZuV908+8SpSrO080jJ7kNuNrbHzJrWac0b8H/YXkv3HVGrL8UnIRcvFCD8oYabBHy1WtXVnc/RSayRT0221jYu4FdMG8scf54z91ynVsr3cbqeMn5H9fyV0uLXNJwmsPB+VoLgK56FImpMJtMaEuMiIyvPiuJJA9cjIB75VnyqkqtkhPsGK9qznq3+ivCvkP0UparVT2iNzYiSXHJLtyT81wXO71N4lEswAwMADkAkVdqTV/dSige366TVTuOab27pNXakz3pRXakz3rKVCTV3zSav7qUV2pNX91ZCWat/w7ipm66sUFxsOpkzENKb/GCjgj6CdvOrlPQdV6R4QaK0roJcSK67FLrsmSggIbK1KSkAd1HIBzjtVKdJXdOntU2e/LR1IgzWX1D2pSsdX6M10b4mWBu52aLpmJLVDZjw0NlyOBntsRn3/LVF9r8JZUQTnkWkfXP7q8uyWRr4ZoOocD9MKIbNxj4h6JuEaFxGsjL8d4hIlRQfDO+M9QJA7jY4qwGn9Q2y9QGbrEWQ3JT1AHbHlj9dUz1Hwy1/YXGWtI6sjIdHR6S6/IJ8YhSycNYCU9QKE53xgkDepu4Sp1+5p7wdURYsd5oqShTawUuJH4Xqk4zn9Hb20u7+7wWkFXQGd9lp2wpZvl4s0BouTrg0xn4oUoAmoq1Fxi4dW6ebbOvraXclKiQelJ9hV2B86iLi9xVvDbk60JtTsgw/juNqOED2k+VQdcmJUCBH1XfNLSZLdwWrwENukqdUFoQUlIUkp3dScnIwCfKsMjdUnklXcNIzJKtHcta6YvMhce0XqJI8gEOBRPye2oB5gOHtwv8ACVetPRi9IaSS4238ZXvA8/krR2WFY7+Q3arHJ09dY+HkIQ64S4M7HBO/cE9xUyWeTKegJZmp6XWmsOpUMetjc/PW8cPs789Vq9xlZvyK56X5b86VEcH/ADhOWFthOSh5K1IOATgE4HcZ3q1nAC2P6fcts+U36EzgxOsudXjOuDASkAbd9/L++MpOhY9z1/qK7zUmNbLdIJcdQ31KUpRJDSB261b7+w1Ybh/b4dxtVvRELno8KSh9KHDkoHTsnI9hFSO3zSy11OynGXlwwPqEy19BTtttVPXktiDHZP8Aynl59B5qSaKKK9ZjkvCRxnZFFFFZWEUUUUITYUBSSv769q7/AD15VsCaaxsoavLLL0h9uPHZU666oIQhIyVKOwAHmTVl+GPKRHkQWLzxJlvJdew4m2xldPhp8g4vuT7QnYe01ouUrQES/wCo5mtLkwl1uyFLcVKhkCQsH18e1Ke3vOe4FSzzX8wsPlr4STdbotoud8mvotthtylEJlTnM9PWR2bSApaj7E4BBIqvtUahqYZ/YKQ8JHMjnk9FePZ3oijqqP8Ai10bxA54QeWBzcfHkVvm+XPgy20WToeI4CnBK33io/P11EvMfwY4P8NOE+peJMe3zLabFDL7bcZ9S0rcKghCSlec5UoCqgR+JHN7rZ4al1VzC32zSJH3xFvtCGo0aODuEhCUHIHtUVH2ms3XmuuYzX/DuVwq1dxDjams9zejqdelW9tudhp1KwjraCUq6ikDdJPvptprbqGINnD3Y57uP4KRVt80VUB9G6NmRkbMA3x0ICeHCDh1qPjNNjsaejliKttDsqa8gluMhQ/C9qj5JByceQ3q3Wl+U3hRZI7Sbvb375IAHW7LeUgFXmQlBAA929Ovgjw2h8LOHVo0w0y2JSY6HJziAPvkgpHX8w+KPcBVOOb3mw4u3HjFM4C8AdSp03D04hsaivrDKHJCpS0hfo7SlgpQEJUnqIGeokZHSQU6++3C71IpaNxAGwxsT5kjxS9k0fZtN0Br7mxrncyXDIHgADsfqrW3rle4MXeMtlnSgt7igcPRZDqVpPtHUoj6RVSOOPBO88Gbuyp6SbjYbispgzwjpUleCfBdHYLwCQRsoAnY5AenJnxP4x/b19ofEjiLO1hbbjEdejPXFtv0iM+362ziUhSkKT1DCs4IGNsip75urDHvfLdxAdeQS9ZbLJvkVY2KH4aDIQQfIEt9J9qVKHnWaW6XPT9a2CrcS04yCc7Hrk5StZYbFrG2vqrYwNcM4LQG7joQNvqqmcvmg7VxF4kxbDfozki3IjvSJKEqKcpSnCckbj1iKsrrjlJ4cydI3dvRlkXHvZiOKt63JSynxwnKEqycAE4BPkDUY/B/wze3r7rZbJ6Bb4sZpftU4VLWPlAQj+lVzDjzABpTU16qY7linkIa0DbO2efJI6H0xRTWTNZE1znl25G4GcbHn0XJO1vvXNtDYiusSy6qMuM6npcZfSrpU2oeSkqBBHtFX+tXKVwaFqiCfpx56SGGw84Jbg6l9I6jjq9uahXi3wdNh5ttNSIUMizcQrgicelPqImsEKkp93UgB33nrPtq3eu9QMaQ0LqDVDzgbbs9rlTVKJwB4bSlZ/RW9/1FNUwU5pnlpIJdg435b+iNKaPgoqurFbEHtDgG8QB2xnb1HoqAcu9u4c8XeYfWWjJlhJ01b59zhWtCZCx1ejPBCFdQOT1JSpXz1OnMNy7cKeH3A/W+u9N6cdbuOnrLJujKzKcUB4KCtWxOPipNVN5FLi5Y+IGir7NPQu8XF0v791SkrQAT/LcTXSrjNppOs+D2udHLCsXzTdztpCTv9+iuN7f0qSvVdX0UsBErt2NPM88ldWm7ZarhFVs7hp4ZHNBwM4IHI9FyugTRcLcxMSAkOoSv29xmrxcHuUjQEzh7abnxDsMh68z2vS3wqQtsspWcobKUnYhJGffmqs8lHD8cWL3pduUx4lstsZq5z8jKVIRjobP8peBjzGfYav7zC8YrNwC4Pah4nXUIcNrjFMKOTj0qYs9DDI/lOFI+TJp11bf5mCGlpnkOIBcQd9+Q+v6Jn0PpiB75qysYCwEtaCMjY78/RUY5govDO18xlj5f+E+nHPSY3o6r9KEpbnQ7IWkNsbkgEIIUfP101cRHJ3wIKR16YfUQACfTXd/7VUO5HNH37V/HW0ax1hJcuF+vlxk6kvEpwZWpwJW7k+weIUJAGwBA8sDppxWlaxhcM9VSuHlvVO1S3Z5hssZKkJLs7wleAnLhCB986d1HHtpku1fcaGOCndM4P4eI7kfzHYFSWx221XGapqWQNMfEGt2GPdAyR8yVHp5OeAp/0Wf/AK67/iqpfOzpDhpwZ1XoPQ+hLCuPO1C1OnTVqkqWW2GS0lGyifjKcXv/ALBpG26L+FRct7L1x4kakZklALrQasp6VeYyEkfpqBdS/wCUXVev3NZcXdeydUahtERVlD7zbCPAaadcUWh4CUoOHFub4J37kAAOVhZdp6xjzPxMG59/O2PDKbdRSWOno5IhT8LzsDwY3z0OFefls5Y+GGseE1q1RrfTXp1wuS3nQ4ZDqMNhwpQMJUB2FSqnlC5fE4B0C2r5Zj/+On1wt099qXDjTWnFI6XLfbI7Lo/9YEAr/tZrm7xy4gcyutea3XFq4a8Stf2a1WG6M2u0W+0yHkRHHWmkJcJa/i15dKweoFJA3pldX3G518jKeZwyXEe8QAB9fBSCK22u026N9RA04DQfdBJJ/dXD1hyO8Fr5BdasMSfYJhSS0/GkKcSlXl1IcJ6h7sj5RVF2eG12g8bWuC9+Ri6MX6LaZQb+Kpt1bZS6nz6VNOJcHsB33rq9p8XJvT1u+zzyF3FMRkTHEjCVPdA6yB2AKsmuUvFXjXKvvOLr/ibwyubSGrHKYtdsuHhJdQ49GipYecCVApUPE8UJPYhKSO9O2mL1cZKh1GXl+Q7GTnBxscpp1RY7bFTtrms4MFucDGRkbYV+v4FnL6R62kn8nv8A8ue/xV8PJTy8/wCqL/8AX3v8VQTyU8XuZHihxanReI/EtF409BtbshcNFrjMZcUtKWyVtoCtsnbPy1PHOpxa1DwV5dNS620hcm4F/SqNDtchbSHQh919Cc9CwUq9Xq2Ipkraq80NR7LLM7i/xHryT/Q0tmr6f2mCFpb48I6c0xeNvLLy88L+EWsOII0k74lhs0qayVTnenxUtnwwd/NfSK50WWc5c7VHnOteEp5sKKc9sinVrPjtzT8VNFy9F6/4vInWK8NJbnRG7TGZLrYIV09aGwoAkDsabsaOmJFajI7NoCR8wqytJ0l2pzI64uJBxjJyq81RU2qcMbb2gEc8DC9K7Ume9KK7Ume9TNRIJNXak1f3Uoqk1f3VkJZqRd/ile6umOm5Ey6aYsNzuxBlSbVCU5nf1ywgn9Oa5nOfxa66OP3dFl01ZmQhaii3xWmmmxlS1JaSMAD5KpntlcBR0o/4nfgFc/Y6ziranPwt/ErayLVCVI8b0dtxY3yUjvSN4mN2yB0o9VwjBKfLbYVg2yVNdZVMuklMM7dLJVsnJGOojua1PE6YiJakSvTWcpUElKVbjPv8/kqgwOIZAXoENHEmS1HaTqczfWKHySpQUclXbNOeTo6TfEB1u4J6Onqw42FYGOx93z96ju/amRpn0C4+lIkNvvpbU11A9S1Y3HsqXLDqCK/bfEQejpSOpJPlitAXR80q6MHko3uWgrZaXTKuPRJcbGE5QAlI9wxtTeSIgcWyx0pCj2zTn4g3sOAhpXc/F8qZFiksSJ6HFH4h3yMit4f7x+6SmaGM3Wr1Pp1p1LWmrJAbU/KeDi3igFKHlKyVrPuSCB5705NJ2huwWNiEhQcWVdbqwnpCj7h7K2q7Wm23P7IomJdddQFpAScN7kY37nbOfLNAx5D9NXp2c6PkhkbeqsbY9wfP+ry25Lzt2sdobJaV2m7eds/3h6ZH9I+vNeqKKKutedUUUUUIRRRRQhNdQpNYJzg4pVVJrGQoe2msKHYVweT5LCeHE9SPjm7OBe3sabx/x76hb4R23P3bUfCFh9tS7a1cp7qgR6heDKOjPlnHVWfy08YbTw+vj2l9VSxFtV8dQGZbqsNR5OOkBZ/BSvYdR2BAz7Ra3WOhtIcRrL9hNYWWNdIBUHUJWSChY+KttaSFIVucKSQd6qC8sfbr0Z5xkE8WfH/wvUOkpm3zSbaSkeBIGFh8jvjPzXNzCQnHsHYVt9Gpac1lYG3gC0q7REryNseMjIPzVc6FyqcGYcjx3LHNlDOUtv3B4o/QoZ+Q5qnvMfqWJG5mJvDXR1uh2y0aVskJK0xGujEtwrdKs/jBK2x8oqZ0+qaW5TCkga7LgRk45426nKq+r7PLjYaY3GrkZwsIOASSRkeQXSBPT0/MN65EaagTG9c8SbnemloukvW18XMKwesOemu5HzeXuxjaulXAzjRZOLOmWwZbLeorY2hu6weoJcS5jAdSnzbXgkEbdx3Brxq3ls4S601E9qu66eWzcpagqY7EkrZEogYBcCTgqwAOoAK2G9Qey1jLDcXGtadsjbx+qt7U9BJq+yMZbXjDi125OMeGwKgHk10jLuOu52rnW1eh2qGplDh7F53Hqj5EhX9IVKXPfrqLoflS4guOrHpN9titOQ2+rCnHp3/J8J9pShxa/kQalq2WvQ/CvSrqIjdv0/YrY2p9511wNtNIAypxxxZ9ndSjXMrmU5gl83nFK22fRqX08MNFSFvMyVpKfszO+L6R0kZDaUghHmepSj3TjNXPLqW6B8bSM4A8gPFZttHDoewFlQ8FwySfFx6D8Fc3kI0wrTvL9b33myHbpKcknqG4SlKWgPk+9k/PWdrTmPXpTm80nwGfSwbPfdLvTJLxSOtqe5I6Yo6vJJSy8kj2uoPkakjgrY06b4UaWtSGygtW1laknuFLT1n9Kq5x8b76/qnnJ4iakgyloXp9UKzxXkK/inGGkK6kezDiiflzScdJ/Grs+EHYl32yAumW4N05YI6lw3AacebiCR9yuos6z225yYMufAYfetj6pcNxxOSw8W1tFaD5HodcT8izUDfCAavXpDlN12phYEq9x49hYHV0lRmSG2F494aW4rH+yakzgpxIZ4o8ObXqnoQiapHo9wZT2blI9VwD3EjqHuUKqr8KLf1S7Rwu4bNKP/hbUbl3fSD8ZuJHUkAjzHVIz8qabIaWQ1gpX8+LH3T5NXxfw91dGctLcg/TKrtw1e+1KXpmc0k4tEmFKABx/FOJXgfRXWklEiPhQCkON4IPYgj9WDXJQJ8JKAnYJSAP1V1S0DcxetD2C6BWfSbbGcJz3JbTn9NTfXdP3Yp5B0Bb6Ywq17MKzvnVURO5Id65UJcjXBKTwa4LRo96heDe7s8t6QFj1kR0LUmOg+wBHrY9qzVSOfXis/xt48QeC1kmFzSnDl30u6pbP3uVd1pwAr2+C2SkewuOZ7bXf5suOrHLvwRvmu4/hOXtaBb7DGcGQ/cHspZBT3UlJytQ/FQe1ct+G+nJtosblwvklyZebs4udcJTyup199xRUtaye5KiST7aaNM2995uHtE27WYJ+nIKSavucen7Z7NTbOfkD68yrm8gum0Oa01FqQNAJtttbgNHG2XnAo494DI+mrHcwPMZw45bNMW7VXEddz9Fuk9Nuit26J6Q8t0tqXnoyPVAQcn3io65FLCIPDS530pIVc7otIJHdLSEgEe7JVUqcW+AfCjjiLKOKOmV3hOn5Dkq3BM+TGDLq0hKlEMuI6sgAetkfTXLqeZlReJC4+6CG7eAAC69HU7qWwxcI95wLt/EnO6rzcPhReXQwJAgWfXrkotLDCVWApCnMHpBJXgDON6pxy0aWuOsNS6TtN/Qp6Vf7009PDn4QW94j2f5vX9NdGJ/J3y1QIUidI0CtDMdpbqyq7zQAlKSST9+9gqovIc7F4j8YLfqm320x7dDRMnx2yokttnKGs537OAb708WCW30kVTNSudxNYf5gB5bYJ6pm1JHc6ySlp6tjQ0yD+Uk/TcDpldKZcmLboj86bJbjxozSnnnXVBKG20jKlKJ2AABJNNjQXEXhfxQhP3zhprPT2pI7DvhvyrRNZlJbcIz0qU2ThR9+9MTnO1gdFcrnEi8IV0vO2J+3tb4JXJHgAD3/fDVMvg5bnE4dcSIWm2kBiNqy1GI+AOkLktjxWVq94SHkD/rKjFDa5a+nmnjO0YyfNTC43aG3TwU0oz3jsDy81N/wjepeYTTfD6DG4a36BZdHX177E3+4R0LFzjlwHoCHM9LTbgBQVpHWFFIBHVVDNMaZt+lrS1bLen1E7qWe6z5k/PXXDmQ0KniTwM1to5LfW7NtDzkUYz0yWgHWFj3hxtBHyVybs0s3C0xZSgUrW2nrSrulQG4Pz1OOz72dwkBb/eDG/kVBe0T2lpiw7+7dnbzCvR8Hbpzw7NrDVqm8+PLj21pRH/o0FxePl8VH0VoPhVdToa0Pw54eIkBLuo9SKmra/8ASMQ2sqPyBx9n6RU6cmOmxp3gBYHFNBL92XIubx/G8Rw9B+rS2Kpf8Itqlep+a3TWjmnUri6M0uJCkZ+JKmvKUsH/ALtiOfnpjn/9U1M4DccePo3b8lIKQfwvTIPI8Gfq7/yoPSjpQEewAV5UKWUANgc4pI9quwbbFUw05OQkSPKvBHnSp70krtWUsEmoZNJqGaVPekz2rISrSkVpJSpI7kEforolBbF40LpK/QJBBl2qDISspBylyOgq+cbiudytj2q73KprBOrODx05Jc65mmH1Rhk7llRK2/oBUn+YKqztatz6u0x1DBnu3b/IjH44VqdlNwbSXV8DjjvG7fMdPxWyTxFhta0f4a6h0zco9xaiGWxMjx/Giy2AcFScEqChkdScHAzg00eImiE6rjyEN66t8OOn1UMOvqjuhXnnq6SDjyFSnq7Tibp6BfokpUK72xYUzIbUErAxuN9iME7edJ3TiRPVbg1e4enLs5HStba3Ii2l9ShgnByOrA7ivPrImuALTuvSTON+HRDI674VYrXw/wCH2kkhy4a1si1tOFYWZyVAK9uVH9NPTT2utK3WY5btMahiXKYwyVJEV0OBIH42NgNqbmsdI6d4iyHrZN0faLVb3FDxVQmFocdSlJHQFE+ZUpRIAOcb7CpD4YaV0RoO2yE2iyRLTY4DJLqW0AKeUBuXF91fP7aRqWNxu7Ll1OPdndNPXHVAf6n3FJ8Ztt1KD3AUkKx8u9NSBcSmY2GSRlQ7fLWv1nrN7W2opdyjJUhtbpLYGwSjsBj3VqY109CkNN5JdcWEJHmon3fr9wJrWCMtac/6/wBYXHPJ3hAU39alx4xWcq8FJJ959Y/rrPZsN6fjCW1bHyyRkL6cA/Jnc/NTp4baMZuM43C8NJeg26HGe6FfFeWtpJQDjy7kjzKce0Vm8QtfxrJb1pKACk4AAwMe7yq7rj2gDTVDS0VGwPeGNJPQAjlt1XneydlrtZ3OsuFwkMUZkeGgYycHGTnomGi23FxXSi3yVEnAAaUc/or3Js92hN+LMtkphPtcZUn9Yp38FuIzFxhS0OPpDqHtkeaQfKsziJf0mU50ZXlsnJrhb2w1JIJpm+e5zjyTmOwSjL3x+2O2Gx4Rz8/H6KODtRmnLpvRc3U1gRd47oaeyoLaV22PcVq59guluZ9KdYK43WWy83ukK9h8x89WjZtYWq9tAglAef6Tsfl5/RUvqDQl6045xqYiYwf527t+fl9VrqKDkE43oqT5Kh23U/ZNlVJq86UVSZ86bGqGt3SElhqSwth9sONuJKVJPYg0QNccfdDR0xeGHGK52uG3gJgzmGZ8dAHkkPpWUD+SRXpQBO4rwrO/vrkrLdTXBvDUs4h+CerTe66ySd7QyFhPPHX5rV37ijzk6vCoN+5iJUOIvZSLPbo0JfT5jrabC8fzq0Wi9BxdKKmTnbnNulyuC/EmTpr6nnnl+1SlEqP007VfGGe/ek85JAOa5qKyUNvkEkEeD49U7XPV13vURhrJSWHpyCw5MWSJTN1tV1nWm5xQRHnQH1MvtZ9ik742GR2OK2bvHfnJtscwrJx2bdYx0pXPsUJ59A8vXLWVH3nJrEVgnA3pI58u9b11morg7iqIwT91raNU3WyM7uilIb4cx6FMjWVm4u8YHknjnxhvWp4SFpd+xpWliGVAgg+A0EoyCAdx5U4bRZrdYILdvtMZthpkYSlKcAVs1Zzjeklb70tQ2qjtwIp2Y/14oumobleiHVspdjkOQ9Fk3nixzRyJqlWPj/ebXDACWozUOMpKEgYABU2TTR05YrlaZFzvF8vL92u16muT7hOeAC331nKlHAAG5OwGBThV3J86TUNsY2rFNZqKjm9ohYA7xXVWalulxpRSVM3EwY2Ply+ayGdccWdLWx+38MOJNw0sJDwefEdtpxK1YxnpcSQDjHb2U0bw3xK1zqq26s4scS5+rJlnYcjwPSmmmwwhZBUAG0pBJIG532pxK9n6KSWcDc4rLrPRSVPtTo/f55SkGo7nDR+wNlIixjGOnh8kkvBTuRt2zWwl8V+Y6AxFtmi+Nt4sdrhMpZYhtRo60tpSNgCtBP6a16iMUmfPHl3rorrfT17AypaHAckla7rV2iQy0b+Enbb91oNXr4s8U59nk8YOKd01ZHsLzkiBGlNNNttOrACl9LaUhRwMAkHAJx3NbUgI+KAOntilTjORik1+334rNBbqW3tLaZnCCl7hdqy8PEta/iI5dFsv8qfHvT9qiWHhvxauOmLXEK1JjRozC05UoqUcrQTuSaxzxq5vB/8AuUvv9RifuqwFe2vCu1cc2nbbUyGWWIEnqnij1Zd6OFtPFKQ1uw5HZKXfizzWXu1TLLd+Yu+SINwYciSWjEjIDjTiSlacpaBGUkjIORmsTQd71xwmtBg8MNWSNPzlRhFMxhtCyWwQcYWCO4B7V6UMjONqTV3yO57UrDp+307XRsiADhg+azPqe51b2SSynLTkdN1ha21nzB8TLG5pPiNxuut+sTzzTz0F2NHbQ4ptYWjJQgHAUAcZrJtF1ummZ0S76fnuQLhblJdiyW8dTTieyhnb5q8rznPupFZx5966KK00dAxzIGcIdsfArSsvdfcZGSVDyXN5eXVbyRx45uFvOqRzFXlDazlKPQohAHs/i96ZNhtbtngIivzTJcJWtbpAHUpSiScDYbmtuuklZPfvRQWejt0hkpmBpPNL1t7r7nGIqqTiA8gE43OOfMrao8S06Q41XWyWqCwmPHhsxo60oQkYABU2T+mmI4NWX7V1z17r/VUnUOobqGkSJ0hCEKWltAQgYQAkAJAGw8q2i985pNXsohsdBT1HtUcYD/FLSX2vnpvY5JCWeH7pFQAO1J42pZdJqp2zum9vJIq714WABSivOvCq3SoSKqTpVXnSahvWEoEme1S/yscQEaL4motU5wJtupWTbXSs4CHvjML/AKfqfI4aiA9q+IddYdS8y4pC2yFJUk4KSNwQa4brb47rRSUcuzXtIz4Z5H1Traq99sq46qPcsIOPHxC6WvqbU0qK4kqBzkH2U2p2nrW6sqS30dOc49//AB+moh4X8zES+wodg1Uoxb5hEZDyUlTUxRPSg7fEWcgEYxncHfAf1/10LPHdjXE+A+AUrQtPSoeW4NeSbzY6yw1Jpq1hbzwejh4jxXruwXykvlMJ6N4dyyOoONwVhTLJbYnXIRkqzhBI2IHeoo4r6tU+yjRdme6Wl7yVJOMj2H5a1Wt+M7PgOoQ4EqSohIznGMVBt41lqS9POR9OQFqkyDhUt8EJQCe4T3V9IpqipnPPE7knaWTJx1Tp1JrCz6SgtwWcOzHz0IbbHUt1XsSO5rI0VZbxKeOpL40Wn3Eeo11ZDKSd9/NR8zjHkM4yffC3g54coX+/uuzbi7uqQ+cqA79KfJI9wqWdQWtMG1rais4JT6vSnfI9lazTCMhjEpHBtxPVktIT4tt4SWVDpCXLq0lZe9hOyAo+zAxUAcS35qnpDktTjsRhSupZGUjHfepxsVsmW/g5pvT19Y6ZjlrGeoboXupPz4xUf6AsitVXuXpC7sGdbrkFvOoWP4hxGAsZ9itq55qlxmEZWKOnbHA6Vuw6/qq38H9b346hn3ZUV2NEnyC40CCnDY9VOx9wz89TZqTUrimGZUl3KXSGhvuSTtUg684OWm3uNrtVvaYS16qUpQBgfNUK66kCRrPSuioSCXZ1xCnEgfFabGVH9Irpc0F2SFq2VoaOE7FWb0RIYs+jA49hI8MKPz0wpWsXJOs0222NFTLzKvEQkZyAN8jzHy04dQyfsZZjBQ4AhKQo/wAkCmDwKir1Hqa5are9aM08ppBJ8k962je6F4ew4I5fskZYYqqN8coyDzW31DZ4glNyLOy6hMjP3hQzhQG/SfZ3ODuPkor3ry+Idungwk+GFKO4OO1FWjbe0+5U9M2KWMPI6k7qmLx2OWyqrHzU8pjad+EAYB6qNlCk1ClT2rwqrwC8VDkkVCvB37eVKHzryltTriG0JPUtXSnHtO399ZccAkpZjS8hreZVlOGXKzpbV+hrTqW93m7MSriz4y2460BCQScYBST8XFOocmvDrGDe74r/AL1v/BU06VtIsWm7VZ0YCYUNlk49qUAH9IqkHMZzrcdtGcw184S8IdP6YlWvT8aKqVIuTTi3FvuNBxaQUrAAHUke3aqdN8u1XUuZTSO3JwB4ZXqaLSGm7XbmTV0DBwtHE4+ONyfqpju3JVpZ5kqsur7pFfHxfSW0PI+cAJP6arZxP4a6h4T6hb07qRMdRkoU9DksKJbktg4JGQCFDIynyz3I3q8PAPiBqXifwssus9YWBi0XealxMmMwtS2upCynrbJ36VYyAckdsnvVV/hJNawIOqOFGj7bISq9PTZ051tBypuH0Ib9YexSyMf9WfZThZ9S3GGsbT1LuME4IOMg/NNGpNC2Sptj663NEbg3II5Ec+X5p5cJOVbTWueH9p1XfrxdYky5Ice8KOpsICCtQbO6Sd0BJ7+dO/8AgTcP1DB1NfvrGv8ABUJufCF3Xhpbrbo6ycuVwvUW1QmYqJLeoEtBQQgJ+KY5x29tXg0le5Wo9L2jUM61Ktsm5wmZbsJTniKjqcQFFsrAHURnGcDtXNc7zeqWoeHSOaCTgbeKcbBprTNfRRujiY93COI+eOvVQUeSLh6f9Jr7/Ta/wVDnNHwb4ccvPD6Hq1F8u8ibc7vHtEJp5TZS464layNkg7IaWe/lT+5n+fQcu/FiDwmtXCGZrOfKsjN5efj3dMRMcOvPNpbKS0vJwz1ZyNlDaqwcWeNfEPnr19wz4dQuEszRkG1Xh6ZIVIuSZqX3VIShC9m2+kNtl8kb56x2xuUF5vMkjZXSOLAdyeWBzW9201puCF8LImNlI90Dnk8sbrd8MuE+tOLFwEPS1uHhIAMma+SmPHB39ZWCScdkgE/NuLQ6b5H9CQo7Z1RqO6XOQR988AiM3n3Dc/STU4aB0FYeHWl4WltPsdEeKn1nFbrecPxnFnzUo7/oGwFVk5pPhCtM8DdZHhTw+0e7rrWrKErnstyfBh2wqAKEPOAFSnCCk+GkDAIJUMgFS5arr7hN3dESxvTA3Pmf2SNk0Da7VSiW4tD38yXfyjy/c81IMvkr4OvMqRHXe46j2Wmd1Y+YpxVbeZrghpzgDGst3RrN2W1fpxgRosmOA8FBBWT1pOCAB+KPLvWLZPhJuYJt1ErUvL7p+TDVgluBdnmHQPlWlYz81R1zQ8xcXmj1lwzTYdKX2wxtNNz5N0iXNtHqynC0lvoWhSkrSEoXg7H1twK6bZW3+CrjbOXlpIzxDI++cfRIXm2aVqaKV9MGB7QSOE4OfkMLTdx1DsffUy8tfAu28abjfGr7cpsOBamWD1xSkKW84pWB6ySMBKFfSKhw9sYAxtUm8Lua9XLdpi5xrfwrk6tlXSYh9amboIvQhKAkJwWl5weo/wA6p7qCSrht8jqIHj25dNwqw0rDRT3WNteR3W+c8icHA9fwVj/4BfDX/WrUP9Nn/BQeQnhqf9K9Q/02f8FO/la5irtzIaSumrLjw0k6ORAniEyw/cRLMj1AorBDaOkDqAxg1nc0vMRbeWPhQ9xMn6ddv7v2Qi22HbG5YjrlPPLxgOFKsYQla/inPRjaqodqG8sf3bpnBw2x/oK9o9LWGRglZAwtIznphRrduRrhXZ7ZMu03VuoG48KO5JdcLjICUISVEn1PIA1RXQzr/Ex6GjRlsmTXLkrEOOlHU6sHtkDtt3PbvUt8V/hKdY8TuFmqeH9m5dLnZJOqbPKtLVyXqBDoiiQ0Wy50COkqISs4HUN/OrH8hfLxD4U8JrRqi9Qk/bHeYiHAVpGYkZQBQ2n2FQwpR94HlT/b9R3G2xPluHE7IHCDtv8At1UauelbVdZY4LZwt3JcRvhv79E1+HHIQqTCbuPE/UjsZ93c262dJKB5BbxBBV7QkYH4xqRXORbgcpgtpRfkPEYDguGcH246cU5eZ/me0Jyt6FGrtVNPXC43B30WzWWKoCRcXwMkJzslCQQVLIISCNiSAal6H+FD4mXDUkeTrfgRBh6WedSlx2BcHFzI7ROC50rT0udIOSkBJNNAvd/ubzJC9x8mjAHon0af09amCOeNuT1fuT9St1xv5JNTaIt7+peHVye1FbGQVyYTyAJrKB+EjpGHgN8gBKhtgK3qrxUFkkHOa7LQZMW6QmLjEeS7HlNpeZWk5C0KAKT8hBFcxecbQUDhfzCyIVnYQxatWQBfYzKDhLMgrUiShCfIdQS57AXSBsBUq0pquoq5RRVpy7o78iorqvSMFHAa2gGGjm3y8R+ih9XvpNYzSqhnzpMjzqyVXAKSWMiklA0sR5UmoUFKtKRUDXgjalVJ99JqFbhLBIkb14V50qofopNQ99CVCSVSZpVW2x8zgVkWyy3a9yxCtNtlTH1EANsNKcUSe3xQaw57YwXOOAPRLxtdI7hYMkrCafciPtyWx67SkrT8oIIq/OvLNa9Y6XtWslJCzdYLchZ/21IBP68/PUJcK+SzW2qyi8a/mM6btLZDjrGQ9LcQN8dKfVbz7VHI801ZC9CLGsirA5HMNFtc9HYCk9KFMpSA2QSBn1AkE+1KvLFUd2qXKhuDIY6Zwc9pOSOnLZXh2V0dZb5pZJ2lrXgYB6891Ve9cOYUhxShHI9Y/gisrSvC1kv+ImP0Iz3CRvUxuwoC04Cg5g4UrbArPtcaCuOQzIbASAcZHckAbDfvgZOB76pdonl91gV4S1MEHvSHC0Nv02xao6QhtJKe2SAKcOgOHjOuNUNyJ7qfQbapMh5CRkqUk+qj2AZ75Oa10KaNUwTDt4DJW71qkP8AUyfDGCU57oVg7gZPrb4xvIfBqa1ZH7pb5DyVSX3WllaVAtq9XASnBPYd99zlR3Ua62W3ux3km5TNNeu+d3UGw8VuOMi1QLbDnNEtqjOoAAG3TkDH0GtVwltcQajulxQhCFKbHuwpR3/UDT+1vptrVlkXb3gVJX0rGDgnHln5qju6RUaCkr+xktxE6VGx0OqKkYT2yTsD+ymmVroqsSnl+yd6Sdk9vNMD7+4+6cPEV0sw3ngEYRk71UfRMZnVPMVLuz4Km7LELbWewW4ck/QkU8df8XdUNW2ZHeiKWgggugg+7A99angVoLUlk+yWutWN+FNuyvF8IqyW0fgg+/FdwkySStooA2MAHJTz4p3N6PYJxaP30tltvHcqOwH6acWgdJNcOeGMG1IWTMeYDj7h7rdX6xz85pgXacjV+vbNpa2AOpQ/6bLAVkBtvfHzqxT719rCNa4ym5rwZKEkp32wBnPyVrnIwEkQ6ME+v0UU65uyIl2HiudDUdP31wqwOo//AHoqu2t9ZzOJd5dzIQ5a2XV+C2woFYIPx1DON98Z8qKeYLaHMBcd1HZ7yWyENblT6e1JqpU14IGa9UhfOQHZInzp18JrH9svEzTFo6OpK7g266kjILbZ8VYPuKUEfPTWV2qaeUqzC4cUF3JaQUWyA6sZ8lrwkfoKqb7xP7NQyy55NP4KRaWpfb7zTU+NnPGfl1Vz8AJwDgAVER5V+Aj+uLxxFd0QmRfr9IEu4yXbjKcS84AACWlOFtIwBslIHup58VdVzNB8MdW60t9veuEuxWSdcI0RlBW5JeaZWttpCRuVKUEpAHma5Q8A+XXjhfolnutsvfEW26lWpDqZSpUtpMdz8ZZXsANyQrv7D2qmrdSTVD3PheGloznOF6svtwo6GFjauMyB5ADQ3i3+S6gcW5PF/S2hXm+X3Q+mbtd4zITFh3SeqGwhIGAlCUo6SRthJWhP+0K5dwNJ8TNRcSrxxQ483iTP1s+8WH48hHhiCE9mG2hs0hI2CR7cnJJJ7DR0vBhsSFdToSAtWBufPYVze5nNTRJfODqjTlrW0pqHZLaZqUDHTLKFKPV/teGpr5sU7aUdCbkGzN4ieR8Co72hMqv4G59I/gaMcQxzb4eS0+nLUb1qa02VsDqnzo8XGM7uOJSP/i+iuncdpuPGbjspAbaSlCQPJI2A+iqC8sthF/4zWQPNpW1bvFuDicd+hBCT/TWg/NV+JshqHEfmPKCG2GlOKUeyQkEk/opy11Px1ccPwtz9T/4TJ2R0nd2+epP9bgP8o/dcoOMN5Guec3ilqIrK2bQ9HsbB7hKY7KEKx/P6z8pNWC5L7C3cOK0q7OtJUm02l1xCsbpdccQgf2S5VSOE89eqF6k1871lWp73NuQKzlRQ68pacn5CBVuuTK/R7XxRmWqS4lIu9scaZyfjOtrQsJH8zxD81PYgdTaXcGDct39f0UcdVsrNctdKfdD8D6DA+6uHrnUZ0foq/wCq1Mhz7C2yVcAg9lFppSwPn6a4zcGrQ/cok/iHqFZmXzU0t65TJL3rOLddWVrUT7SVGuzestOR9Y6RvekpTqmWr1b5FvWtPdAdbUgqHyZzXNGJy6cX+FsRGjrvoW6zDCPhNTbZFclR5KAcJcSpAOMgfFVhXuqN6N9nFa505AIG2dt1OO0g1brYyOmaS0u97AJ2TdUBjcA/LSBaa6/E8NPUM743qUNMcunGPViwI2iplvZJ3fuaTESn5Urws/Mk1GsxMdi5T7exOZlegSXIq3GjlBWhRSce7INWpFX0tS8xQvDiN8ZzhUdLb6ymhbPPGWtJxkjGUgoA0ktIV7/Klj2pMNuurDTKCtxZCUJHdRPYCusuwM9Fzs94tHjyXQ7lD0+bHwNszy2vDcujz89YPmFLKUH50JSfnqtnwql/M1PCjhu04CJt6kXl9vzKWGvDQfpeXV39EWFnS+jrHpxrHRbLfHiAgd+hsJz+iubPPnfvtr5xoGnWloWzo7TEcLHmh+S4t0j6vwT89UfSD+J3oE78Tyfvlel6nFo08R8EYH2ATM0pZWr5qax6byEpuVxiQMjYjxXUo/8AmrrjEisxIrUWM0lpplAbQhIwEpAwAPdXJTS94Tp7VVl1CpBKbVcYk8gDJIadQv8A+WutNvmx7jCYnw3kux5LaXWnEnIUlQyCPcQaknaBxiSD4cH1yFEezAsMdR8WR6brk5zt3eVxM5z7nbrk4t21aDtcW3Qo6iehDriQ86sDtlSlgE+YQkeQpprQlLZR4YIO2An9QFWE5q+WriLb+O9+4q6W0xcL7YtWMx1uKt7Cn3okptsNqQtpAK+lQSFJWAU7kHBxlfl85W9dat1hb79rbTUyyaft0hMh5NwYUy9KUg5DaGlAK6SQMqIAwTjJ7PGm6+htdn797wCMkjO5PQYTZqqguF3vvs7GOLdgNtgOpyrzcMrXJsfDnS9mmEl+BZoUZzPfqQwhJ/SK5/8AwlF0Yd5iuHlrZdBkRtNy3nkDuG3JCQgn5S2v6K6OyJUW3RHZcx9uPHjNqcccWrpQhCRkqJ8gADvXGXihxVPMTzJ6w4uQ1qNhjFuyWDI+NCj5CV/94suO+7xMeVQfTUclXeI3MHXJ+SsLUssdFZXseenCPM8l9IHcUke1LK88UmU4q9wqDBSJ70mrtSqgN68KA9lZSrSkVd6TWMUqqvCqyEs0pJQpJYwD/wAGlj8hNWd4B8D7LbrRG4haxjokzpDQkQIjo6mo6Duh1aTutZ7gfFAPmSMNN6vVPY6Y1M+/gPEp7stoqL1UdxBt4nwHVMvgvy+O6jLGq9fRHo1oISuHBOUOT9/jKOxQ19Cl/g7b1azTtlt1idbtlptVvhQ20gsIhsJZbOfwsJwCDnO/y1jsSHJLscPqbcfkFZRkpBTjOBg7JGB7MnBIrJkKltQhJejeIlbimfGZyB05JGck+zB32Axsc1Q171FWXqcvldhnRo5enU/NXjZrBS2eEMiGXdXHc+vQfJOWXeh6Im2IZfZbXlBW2SnrAyD0jufZj6PPDQ1PIMoTYybq0+222VsMqcS31AEkAdeArYnc5A6sds49wpS5YkFRU6GgsIX0+KW1JzkHAHlsfk333pdmPClWiQy2gvSUMKb6i4FdIcCuoZGOkpwFYBzTATnmnwEjko+9KirW7M1FJtLzQUvxMSfDwskBQUgEpVtg7pKT5V6sa7PdLfcLusyA1GStDz0aSliOoKUQEIUno9XqycgHBIO22MxOldPw3R6RbkSJ0xPiKZmMp6R0pPxQs5wdzkny39h3ryPsRGNkRHhwoIwtwNgNMeXQVEH1tgPikZKTitcY5LYuJ5pjRbTe7059k5zDzVpjN+KIfhPNqkJVjqLqlI6zulJJVjqBHVW5SiX6fEnQ4jDrbDhW2ll30dIbGRglKgOrYZxkdQODttsYEhDDz0i6Q2pAKOjobYUQ4VAYUoqCj1ZzufZuc4pK4y/DkFUyai24bCI8RiKXF5CRlGOkjBypWSSMjHbasncYWM7jyU06O1THv1qWjKWXoyuh5rxErUhQ2GSn2nP91YmpG4CgUXhMdSHR0qCx5VGujp64UlyYkL6kKIkyCo5WDunrHqo23+KkDBHlimbxIRxM1tdG7bp95kNOBXQQ6UrKR3wnvn/j30y1tK8n+7CklpqISS+V/DhIcQ9FcE5/jMXW8vxEE9YbZkuDrV32SDvvUU611nrbS/hM2G5fZa2rR4ban0lLwTjbJHc4qXIvL3ZIFoRcrrMmXe8oK+p1az0NOA4ICBuQcdzn5qbWqbNCtsVak2Xw0dJWVNrSFoGMZAUkgp/+m9ax2hxAc9y7nanii4o2M4vNQND4xXPTEuTPj2Bxc1vpbWtPWlxIPfJwSQTjy861Gs+MN11MZEW9xXIba8NJUH8lwEZI3xgb4Pn5Vv75Z2ZsgJNzuSA0ShkBKUZCicAkAg9u3yU3XLElp3xBbVP9PZ+SOsNnO5HUAkH3YPangUsWQ4jcKNPuVS5hYXbFa7ReklzXAZzYgREoIbb6RheexwcFWw89h76KkK3LDTSHI0VQkyM/flHqcwPJKcYx7/ZRXRjHJcAke3YKQFV4PelVDFJn216UXgNpSSgasfylXHS2nLdqK+6i1DaraqQ+1Fa9MltskhCSokdZGRlY+iq5HvTd1borT2tIiYWoIKJLKSCEqHnTXe6B9zonU8bsE4+ylGk71Fp+6x18zOJrc7fMYz9F0z/ypcMun1uIumB//Lx/8daHUPMXwA0ntqTjfoO2KI6ktydRRG1qH+ykuZPzCuXCuXThPn/8rxfd6gpRjgHwviqC2tMxwQdsJAqCnQtZnd4V1HtetRzwxPz8grV8dfhOOGdit0rTnL2y9r7VkhBZjSWWFotsRasgOuOKALvTjPSgYO24G9VO4YaS1JBkXXWuurm9cdT6llOT7lLeV1LcdcOST+oDsAABsBTss+jdM2BOLVaI8c+1KBkY99bZQ8qk9i0vHaJRPI7ieoHqztBm1FD7JAzgjzv1JU+coErTtj1HftQ6ivdutqGYTcZlcuShkEqWVKwVEeSE1JvNrx10TpXlo4kXWw65skm6L0/JgwW4dxZdeMmSn0dopSlRJwt1J2GwBNUe1Hpmz6pgqt17iIkMK7pUPOmaxwF4ZxJCJDGnIyVtqCgQgDBrhvelqi51pqY3jBxt8k8aS1/RWG1ChmjcXAk5HXPithwstQs2hLTBCAkIjpP0gU8rdd7tYLlEvdimqiXCA8mRHeTv0LT2yPMHsR5jasdmO3GZTHZSEtNgJQB5ChQ2qaw07WQCBw2xgquZqyV9Y6rbs4u4h885Cuxwk5xuGWt2Yti1reLfpLVRCGVQ7hIDMeW6dv8AkzqyEr6j2QT174wcZqfw6yWw+HU+GR1dfUOnHy1yTvWn7Tf4qod2hNSWlggpcQCMUw5fAXQ8hHgJblNMEnLDb6g3j2dOcVXdfoaQyF1G8cJ6HorltHajB3AZcozxjqOq6b8fOb3gJwY09d2L7xOsi9QtxHvRbNCkplTnH+g+GktNEqRlWPWX0j31zN4PQprOi40q5uOOTJqlSH1L7qWo5JPykk0rZOC2gNPOB6FY2SsY3UM0822Wo7aWWUBKE9gBgAU+6Z03JZ5XTTuBJGMBR7WOtIdQQspaZhABzkrwoeynJwugQ7lxI05FuMhlmKq5MKfcdWEoShCuokk7AYTTcPakJLKJDSmXAChaSkjHtqWzxukicxpwSoHSzNhmbI4ZAOV1Q/yncNG8tq4h6ZT07YN2jjH9quSGpNVJ4l8x/FviSy82/Gm6jfgxHm1BSXI0QJisqBGxBbYQQffWjlcFOHct9ct+wsl1xRUtXSMk/LTisWmrTpqGLfZ4qWGB+CPbUIsOkprZWiplcCBnCtHUmuqa8240lOwguxnKzXOxCRnHvqy3LrzjW/h3Aj8PeLrzqLNHwi2XxDanBGbPZmQkZV0pPxXB5HpIHT1GtZFIPsoebLbiQpJBBBGQRUpvFohvFN3EvPmD4FQ+xXuexVInh3B2I8QuuGldZaQ11aWr9ovVFqv1tfGUS7bMbktKHbZSCR3BHzVp+IvF/hXwktZvHEviBYdNxU5CFXCa20tw9JV0toJ6nFYBISkEnB2rjrc+FOkbjKcmphqhyHT6zsZZbUflIINa2NwQ0MxL9NfhLkPZypbqypSj7yd6rx2gq3j92RvD91a0faRbnMy5jg7w/dTrzcc9V85j2H+D3L6mfbNGSVFq+395osv3JoH+JZSfWbZPdROFL2GychUT6a07D0xaY9rhN9KGkgEjuTjvWxg2iBamfAt8ZthsDHSgY2pdQ9lTrT+nIbKwnm88yoHqHVM9+eGY4WDkP1SKgaTIO9LKFJkeVSUKOApFQpMg70qQd68KHlWyVaUgoHNeD3pVQpNSTmjOEsCtjpWyDUuqLRp0qKRdJ7EMqBx0pccCSc+WASav6pqLCZEdtLLESM34TA9bCQQQCCPLAGMjOB3qlnAeE5M4t6cKEqUI0lUpQT3w22pQx78gVeKaw8l170ZlDaE+uhKzsoAjqODgbEAnf2VT/aXUOfUww52a0n1P7K4OzeENpppiObgPQfutY2yXVNqeiONtMhXUCsj19kjPvJKvL5zWS6WmovpYecPQFBnDBSRgKyMYznG3kTv7aUkBp5a1MuNsYSHGXFrOEo8tyMZIAI2OPn3xI8h6O6t30VElsKU04oLKEZSnq6s5Pqnyx32PbaqxVlLDdglK/SW0HLrZdWpJSVd+3SNsEADffBBHsra2W6W1KnrPbX2ly0Dx1kOBQRj4yT2AyO3kCrz3rVypEWIh92ZDbWxKThtUMFtxS848xg+fcY95zms22MN6fhOSrnG65LpDrLBCQtxtRwR1HB3GcDON6ELTXSVBt0lyW8DLKUpwwtaA4cBWFDKU7kkDPUkknbGwogvM3WIuRIjxJpdkofZU48etgKJAASST8UHzONxvX2U47JV6UfGiIZUD4SWU+KlPTj1CB98z6vfB798itiILEpxp9lLK40xgyVoW6SFJyfWUrcJBJ3+QnehC0eqLnb2IsWCgdDgUG0LaB++lIAyhRWoHBwcDbOBjcUpCtFq9DSyEzIcqYroSt57DhJz05UQANyCkdPbAG+DXqX495jrcE9ktpkBOUrSgJZLZwhKSCVKBSUkkg46jjbNblNqlRLa3GEZYCEJJdWofeW8gJQVd+rGBsB3Pc70IWJLtzFn01LS9ag4ZraldRWVFKFHpx05G3rEesSM5NGkk+lLkSpt0C1LcQ4WSoEYTjPVkAue3G42we+2gul3ful3iWlK4T46v49t1ZeDeCMErHSg5IGxG2DkU4bMyv0B91HochEV8CQoudBdU2lJPSo9WU7gD5VUboQNURLZfGIUuU28p1gJcQhXR65UchI8gMJ237q32NabVVvZmKdCGi4wVFYStGC2fZ7cH5cZrXa9dmp1Nam5LbTKmw4hp55PgoX1II6UDfxFbZzgbHIJ3rCvuo5cHFzfjrXGSjwn0BzA6wN/bj2jy99KZWDtyUWa30jb/AEhVzZlyYbyMJIYTsFY26k4P/Bppu2V8BLi3mX1FPiFHUcqx3zmpquDVp1NFXcrOUrbKMrbCR1nAx0kH3+/NMpcANlwRogUpRKQ4v1UtqGd8bn/g0ZWMqNXoVzgyFzGWkeIsYCvFSQj2422HltRThu1muaJDjrPhNkjoLv4A9Y7A9+3uooysJ1rGTSZHlSq6TPevSi8BtSah3NJK2pVXnSagK2CVCSV7a8KHlShHek1d6z5JVqTPak1d6VpMjzoHglxyXlph2S+3GjtKcdeUlDaEjKlLUcBIHvOKdKuDvFUb/wCT6+f1NdbHgVp/7ZeL2l7aUnoanJmuEb4SwkujPuKkJHz10NUUISoqxsMk1ENRalks07IImB2Rk5z+Ss7RGhYNT0klVUSOYA7AxjwyeYPiFy2uttn2a4P2q6xHYkyMroeYeT0rQrvgjy2IpWx6av8AqmYq3abs8u5S0tl5TMZorUGwQCogeWVJ+mmTY9W3PiFxC4g62mylvMXHUs8xcnKQyl1SUdPu6UpPz1cjkf08l25ao1U40AWmWLcwvz9Ylxwf2WqcZ706C0i4cPvYG3TJOE2UmmGVGojZRJlocQSOeAM/LKgWXwh4ow47kuVoG9MssoU444qKrpQhIyST7O9MoELz0kHfbHsq+nOlrWRw/wCV7iFqKJJ8CWbWYMVwHcPSFpYRj35cFVn5JuCUTiLEY1BrZCpVttDLPUwo7SpChkJX/sgbkeeR5ZFNVs1camCWerYAGAbt652x6qSX3s8FFU09JQSFzpCR72NsDJOw5Jhac4ea51kjxNL6UudyazjxWI6i3nz9bt+mt9J5eeNUZovOcOrqUgZwhKVn6Aa6MqFm03alur9EttugMlalnpaZYaSMkk7BKQB8gAqMbZzccsV4uv2GtvHnRL83rLQaTd2clXsBJwfmNM8mvKovJiiAb55J9VKKfsroWMAnncXeQAHocrn3erBfNPSRCvtomW+Qc4blMqaJx3x1DcfJWRprQ2sdaB/7U9M3C7ei9If9EZLnh9WenOO2cH6Kmr4R/igpE7hNobSs6PITf5k68SX47iVhUeO222gBQ2IUqQojG33upd5HLB6Dw4ut9UjCrpcyEkj8BtCUgfJ1FVPn9rHvtJrwwBwIbjp+vJRo6EZHfWWvvSWFpdnAyAOnhnPyVVRwG4yrGU8NL/8A1RVa+5cG+K9pYXJuPDu/sto3KvQVkD6Aa6e3a/WOwR0yr5eYNvYWelLkuQhlJPsBUQCa9Wy72a+RhLst0h3COTs7FfS6g/OkkUxN1/Vg+9E3H1/VSs9ltDzE78/T9FyMWhSHVMuJKHGyUuJWOkpI8j5ik1CukHH7l401xesUiTCix7bqiM0pUG4Jb6etQ3DT3SMrbJ+Upzkew83W1OlT8SUypiXFecjyWlfGadQopWg+8EGpvYdQwXqM8I4Xt5j8x4qAai0vVaeeOMhzHcnDb6EdCvBGa8KFKnvXhQFSIKODokFikiNqXVSShWRzSwJKRUKTUKWUBSagK2S4SKhSSge9LqFJmtglAcJFSaSV7aWV514UkHYCs8t0qHKYeVO0idxPdlKV0twbc64pQUQR1KSnIx8pq3U9tDDrwV0qVHCWirpCyCcbJ3+Q52GcedVn5LIvj67vi1BHq2xIV1AH1C6nqO/sAzVkZVydkKlyvAStUgqKVJASUkD1SBtkgBXYZOe2aorX0pkvBb4NH4K9dBRhloa7xcfxwsOU5GchKBTJU43gNplDqyo57EnKe4wTvsNtqQsyGyy5CS4GgmKHfBQQEJIIwlXYkk74Gwx5Ghl52O0uM+31IedDri/WGFbfFG5x22H7aFv+lSFPMtqZS+0VMPAlwuAHY7Z9ZWVbnHvJI3gynBRHS4sImBlx9phQjqbdV0AJJ2AGCdyU7n1cHunY1qLvdp10mKZh25ltoPNtYC+pTuOkqCc5SSE49VXq7DJGSBslSHW5ExtyP1RkNFkmSULQQpHT6xIA6/Id85Gd+2KxFNihmSyp5+U8vKooCXVJwVH1SO2FKPsACcHbFC1ykoMaZIuERxTweQFhlTDiwUJWenBBVn1RgHBSM759lZ1w9Pl3JMZCUDpdKnWm8oSFZ75BA2Ue4H4Yx2OFZbCYjDl0tyktL6+pQGQku9I6glWNikE7gfGI28zrLXLnS0iO62iQVKU4+fAbUps5ACQPPOU5Jx5ZzihbLZNlyfNS5NSmQ8G0JCXAotsp7BQCk9IGcbAbe4HNfY0UQI70+63BSFOLSUgpHWooyno9XOx2JP4XfJzWRHuEdwuMxVrTJW74RJay0OnBKcJAGQd/JPxtj5sy/X2UzPfhqf8AAiLUGlYdGcdW5LeRhPX3Pcn1QFZGRC09ijy7vqOfJhwfCTGCklpISBjpIKinurPWcfEGxB2GKkVgRY1tjROsPSZKglxrqPWM+GMDpByAEr326vWwO5qPNI28WKXcUWxgzV3CQtxBQOptlTeDgKKsDJbOx2IJBIGMyG5EkW64Q3ogjsrba61rUttppjPUCodJJ6Rj4u57HAOaEKMddQ1T+IeloUcOsvvKSp4Jcz4bWMKT1rwkDITsk7ZzmtJxE1M7pFJeS3KuLbi1NTGQvqbUyPjLTjJ6gACMDsTnBxWh1VfW18U7Lp6U9LmobZV1oUhKkFavV/AUoq3SrJOcdIwcCnRxFaDZ9HdZjvGYpLjzSSFlpXxSdxvg7YwNj5+WcoTDblP2aS5cdNJKxuorbdI9Q5wpSTsodt962Nr1xHmOZ1BGSzISN5DSfjZAxkeWR8vs2pivrGl7bLs9wmS0pMjMabhJbihQJUlQ7j1wc4BGM7+R1DOtZsCYiNfbMzJhEf8AO4SukknvkkdK87bjH91bLBCmH7W2L4+3Otd+glC0nKcBBA8uoH3g43/+hWgsOq9LtFAhwZaVpB6itGM7eZScEDcD3/PRWcLVbdVIq70uR5UksE16UXgFqTVSavOlCKTUDWQl28kmqkyO9KqFJqrZKNSShv2pM9qWV50mR50JVpU88mtl9N4hXO8qb2tttLaVeQU6sf3JP01ZLjtrhPDPgrrrX/UnxNPaen3BoE46nm2FFtPylfSPnqKOSu1oZ01qG849eTORGBx2CEBX/wDpWl+Exvki3cq10sUdKirU94tloV0+SDIS8rPuIYx89U7qeU1V4ewdMN9B+q9Sdn1O236ajkd14n+pP5KjXBK0Ks/Dq1IdH3x1vxFk9yTuSflNdIeT+xm1cJEzVo6V3Sc/KJx3AIQP0IqhmnYXoFigw20FQbYQgADOTgbfL2+mum3CvTzmkuHOn9Ovo6JEOA0l9PsdI6lj+kTUk1a8UlrhpG9cegH6qD9nULrjf6mvfybn1ccfhlVS+FQ1WqNwv0Nw1iPgSNX6rZceazuuHDbU4vbvgOrjb/J7afXIrcrc3om8aabWgTIcxEhTfUOotqaSkEDzAKSKrr8IHqNvWHNTonRMZ7rb0jYXJryM7NvSnQd89iUMt/TTYsWp9WaLusfUuhb4u13WGrLbmym3Uk7tOoOziFdiD8owQCG+yWV1xs0rY/5nOyPon3U+pWWfUtPJJuxjSD5B3VdGeNvCy18buFOpOFF6uk23Q9SQzEclQ19LrXrBQI9o6kjqSdlJKknY1zr1/wAjcvgvZwq46bh3qyMp6DdYjRUE+wuoO7efbun3+VWv4G86+n9eXuBoPiTY1aV1PPcEaI4kly3T3z2Q26d21qOyUL7qISFKJANlpLDMplyPIZQ4y6koWhaQoKB2IIOxpgoquosFSWzRA55hw5jyKl9xoqXVlGHUs5GNw5p6+Y/Jcbrfw6sNturF2i+L/wAjSpEZtbqlIZSTkhAJwkE+zFdSeW6yfYHgrpRhSAlUmEJyvf4xLg/sqTVEOLulYOmeY7UfCPTrYQ25IiPQGk9m0zEpUGwPIJUoge7FdM7Rb41otUO0xGwhiFHbjtpA2CEJCQPoFSDVNdTTUEApRwteS7HoPxUU0RbaynutUa53E6MBgJ357/kudXwp8xjWvEjhbwmkqcXEjxp97lspPqrK1Iab6h7QEOY/lGo95YLXK4Q8Y9Kz9B3SbAZuFzjW24wQ8oxpkZ5xLakLbz05HV1JVsQpI37g5fNZehrLnb1UUKLjOk7VAtCfWykOFrxl43x3eAOPMe6pK5TeHUvWnFeBeXoqlWzTShcJDhT6pfA+8IB9vVhXyIrrtFBSx2KWpqW8wcE+gXNqC6182p4qOheQAW5A5eZI8MZXQse8beVckuLTjETmW4sWiIQI7F/U8AOyVLbQtQH85RrrLOlx7bBeuE59DMaK2p55xwgIbQkEqUSewABOa4v2HVR4l6/19xTwRH1Tf5UuKTndgrIbO++6AmmbRXEbmODlg5Uj7Q+6FnPHz4hj/XyTlWNq8EZpUjypMpO9XOFQrUkRikljal1Ck1CspRrsLHV2pM96WUBSagK3ylmuSKu1JqTnelikV4KcVkJUJBQPsrwoZBHuNLKpNX91ZSjThTrya3JMLilPiLQFol2OT1Zxj1FIV5+7Iqx1wPjy3sl9OEFRSpRUpxROw8wCB2yMdzuAarLylR3TxOkSWkFS2LW8oYVjAKkZ37VaBxoRrj4b8tac/ektI6Uq8RWMD1ic91bHvkb1RnaCWtu+3PhCvXs+LjaBxcuI4WujzGi22lcB1tTpX1OvbqyMEIIKupRwQcY7DfG1ZMpwSoke4ejJLAJ8VTTikqCRkAkkkZOE9gQCRtjcIhtcCQGbnMQpMYh8sORuhTRycgqOykkAnHuG+K8ATX4CB0eM2lJCm2FNtJSCn1wcEqTk9hud+29QVTwnxWG/Gjz3HGJKUtwnnw220l3oQRkFKllB6ydtyR2O+QKzY0B+3LfjeM08hlwuNssO4YcAAyVOLA89u4x37YzjouTL6BFbjuNPuqKG+tGWwSBjoAAJ2Tk5ynGO2c1kOob/AOUx7n4Md510EpYfwfBwnJCfEUDuVkDv7D7BaheJDjrS3pNs9GiPMoAbDqSohxWc+GFZDhP4wB3AGBg15bEmFOSYjji5SkqW40Gi51dWM5J6gCO++4OQQK+tsH0lLbAWFFtzwY77TeFDpR1Kz8ZISB236c7nNY0ZiKZLbkS5BcxtYbWnrKfCdcCQpCfLqx0j1ie/bvQtlk3ye/bI0qSWkx5T7iW222lBwpVj45cPxdu6Qon1jgZ2qO7sg3N9qFFkTX3ZLa1FEh4dDvUPEUlKs7Dr3HnsO4pyahvwt6lw33nXMFLcdKulSwrpz1Aj1cKAUr4qlYVtscjSWy8W+5z350tDyTCCg0hjZpSkjrKFdIOFbLyFKyTkbGsoS1hsrqlIh3Zoxwwj71EjkqQpI9UNpKs9WOkE4+MSQfNIkhqNZ5i3Zc5TkpTDCWSgOpSkA4PTk4OM574ORgZ3y0dLwZc9r7J+N0szFh6Q82UK6fVyget1etgDbsrA2ORlyX+3v3OPIFvWkkLbUthbyGkkIBUhIWoHCTsD2xjORvWEKsWq37ieP0VcODEMlptLy/Qj4aGWT7jtjfyx3OcYp+vNQ1QE2pV1hMXtbalutub9SCdwrpCU9OejGMH2lXcRZqdvHH5X2VdkMdEch0ob6lwwFdPg7EdJKApRJ9YJIx5mnJqeemHru0WxtT7sWSw8suuRwkqQFIOfikqGFgggnG/fNZwhNC8KlXFiZaL4hLxeeUW3E9P3xISS10kfipATncHp3J82naGTpxC4Hpjd0t5UCmM4kpSySfXCTkZx33J3OcbU+L7bGod9kP8AjXEyHQXPDSEdCcknt0kAq6lKGcDcj2Cm56HbZF0QltptD0ZIeU94OFrOB1dSHQQSQSQUgDcH3VssFOS3PQpakuxrY4GUMgOFCklJWSTglRxtke/JI7AUUtp5A9YOyXix0FZZClessq6uyQMYStPbbY+3YoWqdR70mralSB3rwoA16VXz/YUiR5UmralFd68KGTWQlwUkoUmoe+lVdqTPetkoEkoV4I8qVIHak1DzoSrSrQcmutbUzHvGgJUpLM55/wCyUVCiMvI6Eoc6faU9CSfl91T9xB4daP4qaXk6N11ZWrlapKkOKaWSkpcQoKQtCk4KVAjIIOa5syG5HisSoM6RCmRnEvx5UdwodYcT2UlQ3Bp62vnN5o9BtJiSdP6Z17DaT6rsouQphHl1ON5QrA8/Dycd6rXUmnKp1W6upBkO325gq/NB62t7bcy1XFwaWjhBPIjplW90hyw8JtF3Vi82+1SpUqKoLj+myC8lpQ7FKdhkeROSO9OPi3xZ0TwQ0DdOI2vrs3BtNra6jkjrfdPxGWkk+stR2CR/caonqD4Q3mturYiaW4G6QsTqxgyJs6TO6c+YSkNDPy5FQTqaycYOOmoYmqeYTX8m+mAS5EtqEhqFGUe5bZRhAJ7FWM+WcUyMs93uso78O26uUtfqPTWnYD7I5g64Zjc/Rb/gc7qXj7x3m8YNZQjGna5v7KmYZV1iLFC0paYBI3CGkpSTgZIJxvXR3WnLFwl1usynLQ7aZixvJtjgZJPtKCCg/KU1QeyyZul3YsvTMtdslwMGO+zgKaUOxFPK3863Nno4mPLtGj9aRWyelcthyHKIzsOtpXQdts+Hk4zUmu9ouNFHCLeThg6HG+cqFac1HZ7tNUm9hodK4EcQyOEDAGemPFWs0ZygcNdJakg6mfnXe8SbY+iTDbmra8Jp5BBQ5hCEkqSQCMnGQDipkv8AqCx6Wsc7Umo7rFtlqtkdyVMmSnA2ywygEqWtR2AABrnlePhHOZ2UwY+n+AGk7fJIx48u6yZaE+/oSlo/2qgriTqLmP5kH0R+N+v+iwodS6bDa2vRoeQcjrQk5cx5dZV2z3qNPtV6u0wM7STyy5TiO/aa07TkUsjWjnhpzkqS+BGqlcyfO9deLcKMv7Cz7yj7GhxsoUqHDbw0sg+Z8NKvLvXUojYdPauU/C/Vd44EPJvnDm02t2fEjLjx25zS1sjrAyohCknPl386cR59edQKIGkOGZAOM+gTN/8A3mnG9adr2GKGFhcGtxt453TXprV9rm9oqqmQRve/OD4AABXXk8pvAeXqq8a3l6KS/eNQTFTrjIdlvq8d1XclPVgDYYAGAAKkfTmltOaOtgtOmrPFtsJv1/DYbCBnzUfafea5rTuevnemtqaj2Th1BJGAtq2yFFPv9d8ioy15r7mu41QnbPxM4zS2LPIT0SbdZ20wWXknulfhYKkkbFJJB86bmWG9VDWwuY7hHQnYJ5k1PpyleakSNLz1A3P1U5c+fObb9dwpnLRwFvSbo/c1GLqi9wV5YjxgcOQ2nRstS8dKynICepOck4gbStgj6ZsUSzxUJCY6ADt3NI6Q0Dp/RMVMezQ0tqA3cx6xpwH1e1WNpuwCzML3nMh+yqfVmq3ahlDIhwxN5Dx80gRvXlQpVVeDUp5KItJO6RI8qTUKWUO9JqArZKpBSfdSRG9ZKk7UkoCshKtKQKcZ3pNQpdQGKTI8q2SzTlIkUmtPljvtS6kik1DNZCUGymjlPKUa8ui1lIT9h3AerZOPER337e2rLMrmSLyu3yYba5AS4pQX3A8z15SMeqBjGw3wRVZeVKQ01xFnR3FoQXrPJCVK7DBST89WQ9LDSLg9a1REZj+JJclLOEI+MkIBSfNXn8nuqi+0MEXgn/har37PXB1nAHxOWNOkIlvqjMwXmespcSqO6HWAEkYylQOxGQflPY4rDbS83dB98WzhBW0WllsDqGc9QyQnvvjBwe2ayok5i8hopQ034ZK/SHivoXnPSjt07kpwMdh55wPn2Vub0xM2aI0qKACpAR96JUkZ6e+427DbpOwztCFOQcrYvPlLaPsba573SUpVIbCVKVkFQB9UJJwOncD2Y8qx5KmUNIAjqSXkeH4Sgnr6MgLKiVHrV0LHqpwNu3esNi6SblcPCj+jsstFRcCiVKcT0qJKj05wnYDfHbbyPxsQ0pkzJLqQ26y4hlKDg4UVA+eSoEEk+rsB7CRhZWXJmw4iy5c47UkJAUyy2sJQpwDBLnrZSnsSSpOenHyY7zTttkuTbWhE1UhxAS2lBCFO9IPSkZzsMkkDbOfPb34qWrd9jn5r0rwVFb8dlweG2CCE9SVDY7nvgbHt076bWJkNoctNtcjtLcJX4JWjqxsrYqJyeoqGMbAHJ2OcrITM1DBcfuExUR9tUGGUqdkxMNrxjpA61qWDjsSCMEeWaXhRiYCbPAkNRG3SHCHJPQ8WkkjJT1et1dKtsDGSc5Timy/Ft8ZDYCnmlJ6pcxLckhtIUAkkBJOTkI7JGxPY7F8wbvbLi1bo1oQ3cZbr3QlpDavBaAQ4QrJyFLKSAokdyDncCs8lsntpSY+VN21tzriQ4/U6+4yVpQk9ZJ/jB1FSSUkjGDjvjBwpgmOWZqBFlRih2Ut0q6cqQEkZ6grGwCeo+vn5s5+pMuKuJboiZynUOiU8t1xXorbylkpbTtnvuCrzxjatHriLckWeOtcILZ6BHKl9XUpBypzoKUk9SspGDt2xk5xgoVc4sTUSOLE+Yl8LUwkl1LLoSlkuHHWpZPxQE56j7ifbSPF65zrFxC0jcpE1l5ZmFsOuYUlYUlHqhStt+n8H8by80LsEN8VZCYWn34gQ+0nwVvl0uqTgYVkZXsQdzuduyd0OYhyPE0ML9HgOx7jGltSXXw8egKSonPSE+qpaVLBJJypI9lbI5KSrq62tEyO8yyqTIe+8EDpcjnoSoJd9XO/bqBA9YD3VGl1ERlbMJuc9GiOqS4CVffHlrKz0ZwkY32znsKeGj1R59hcur8N9aLihD3jqc9dhwspV6hI39b8DIwEnB26TH9ysd4+yjS0xAjPiF7re6UqSAFJAUUYBwUH1Rjbv3NC1J2TysjEMoZeu0xxppoKZSWjnIyVDdJPtycZ3NFJ2tKn7IyxBmlmS96xcGAspBP4qRjuB81FC1ynsa8HzpVSVfin6K8FKvYa9Jh7fELwEIpB/SfQpBYFJntS6kHzFJlCgcdJrPG3xS7Y5D/SfRIqHupNQ77UspKt9jXhSVd+k1njb4pQRSfCfRIntSSx7qXUlQ8jvXgpVj4p+is8bfEJVsb/hPokD7aTVvj3ClVJV7K8KSTnY0cY+JLNik5YOEipI79IyO21JkDGMCl1IUN+k0mpKvxT9FbCRo5FKCJ46H0SRGDsKSVmlyhePin6KTKVfin6KBI0cilmxv8D90iruM+VJEbYxS6kLOfVNeFIXn4p+itu8YeZSwZIRuP8AXosdWwwO1JkADAGKXUhfboV9FeFNr79JrPeM8Qt2xvI3BWOdjttXhQ6t1DJ99LKbV5JJ+akylW/qK+g1txs5ZCVEbuWEioZpNQ77VkFCs/FP0UkpCh+CforIe3xSwjeTy+xSCgPZSax7BS5QruEn6KTKF4+Iforbjb4pUMdnl9ikFD3Umoe6l1IWDuhX0V5U2o/gK+isiRvilgx+OX2Kx1edJqAPlWQUK80n6KTU2fxT9FZ71vitwx46fYrGUnFJ9ORWSptXmk/RSSm19gk/RWwlaeqVDXeH2KQUKTKcVkltWPin6KTU2r8U/RWe8Z4pZrHnp+KkPlyubVs4yadTI6fAnuuQXcpB2dQpI2Oc+t0+VWqfta2pYaXBWXX1vJC1P/FJUSVLyNsdW2N8E9ziqo8v8dR4xaZkFoqRFkqkLBScYShXf3ZIq3V0Uh/UE5q1PtokkKdW46hJxnCkoyRkDJyrbG4371TfaOWPr4iznw7+pV1dmweygk49hx7eg/NaOC0tTTTbkgri+KpS1us9KSckp6QoKOclHkNgfeKVcYvqXpPo7T7Md1Sw/ICvEddHUlKUqOQensr2BWPOsZx5NxU3GU48ppxXirW2hzwsnKgopyekZUopG2cgfjYxpzSGGnJlrjIZfcaSlxxD3hhxQIBUe43T1H1j7PLeq85qxhss0SmnFHwWW+hbSSoPNhLq0KbJCR59Q6ukEnYDse1ZcAWyIt0tvOoC/DPWtxXW0n1TkrA3A3BSMeYGxrCkymZK2AmOlpaU+s3CWUo8Mg5wrGVKyrrKicn1/Wx39MeEYa3E3B51KlKWhHSAGsJ2B6d0jp6T3IUe5JowVkFfLMFvQ0NPRpCUQHHEtpZSrp2SjsMbdR6gVpBwCdz2EY6sksXS5vSnIz8fwCvKEZV4SyVJKEK6zuBnCiEn1Rgex/36/OWm1y/S5j4ElgJC4s5CFdaSrOR09OTk4zvkEHAIzGMZ6BOgN3GZFuKIzL3ShlTHU1JaUrpSVKcIJ3O2dhjy2FZAKyEjbLvCugj+iuR40lCiWW5AR4qchZysqASCdyPWJyE9zipCsDV2KY7T7bD02MpLqXlXAAYKgPFXlI6lbjukdtidjTCssqBJdltybO22pzCfQWCRHS0sE9unC8Hp6VApCQVYA6qetgTFjSVXH0MLjpjpcfZhsJQepIwApxBBeSkjJyo7dwRmggrOVumUoc8WIudOW8t9a3pKlrLTi0npT0gZySlAG4G/nvSHEC5XC1WtD785awholDC1AhoE98dW/wCCflz82dEu0uRPBiLU8tS0BJU2EtlxIG+AMYOOojORnBydhruJVyNq064J0xiW4pXiJzHQtShgEpRgEpwc7536iRk7DGCjKr3ZZLs3XSJs2DIdfcU6ZSW3z4iAs+qlKjsrfJVg4GRv51uOMthjX7hlOtXQy7IeiraQFZKQejp6koKcJIGASd04IAOSQ39IXW3y57zkpqQHVSF+AGlZUpR6T6+4JySnAUoJBVuBk079URFzrXKtMRlLaFDxSuUjDq1OYx0NgZSc9QB2SMHcAknYZQSCoc5bdZydXaFNpnvEyoLbTDrZU2rKW2sDCVkdylPY5BwcECt5qlbKRGSY77DMZ9SSyXFkp6k4ByryxjudwoYzmoS4IokaL456o0P4XWyZKn4rb6UqBbUTggEdIPSsbKGPL3GZeJbylW9x42Nm3upKXGkY6kq6z0hZSM9wlJGRgf7JrZzcLTOQt9w6egvPtGTES28G1s9RIQvbBB6Qcp9XpGNvb54orScM7tEbtIuEhtqUqK4tpTjrKnEpzgDq9VRHmPLskY2FFYwsLnd9tOpfy9cP6wv9tH206k87/cP6yv8AbWropz76T4j6pt9lg+AegWz+2jUh7364H/2lf7a+/bRqP8u3D+sr/bWrorPfS/EfVHssHwD0C2f20aj/AC7P/rK/20fbPqP8u3D+sr/bWsoo7+Uf1H1R7LB8A9Atn9s+ovy7P/rCv20fbPqL8uT/AOsK/bWsoo7+X4j6o9mg+AegWyOptRH/AD5P/rCv20fbLqH8uTv6wv8AbWtoo7+X4j6o9mh+AegWy+2XUHnfJ/8AWFfto+2XUH5bn/1hX7a1tFHfy/EfUrPs0PwD0C2X2y6g/Lc7+sL/AG0fbJf/AMtz/wCsK/bWtoo7+X4j6o9mh+AegWx+2O/fluf9er9tH2x378tz/r1ftrXUUd/L8R9Sj2eH4B6BbH7Y79+W5316v20fbFfvyzN+vV+2tdRR38vxH1KPZ4fgHoFsftiv35Ym/Xq/bXz7Yb953qd9er9ta+ijv5fiPqj2eH4B6BbH7Yr7+WZ316v218Oor7+WJn16v21r6Kz7RN8Z9Sj2eH4B6BbEaivv5YmfXK/bQdRX0/53mfXK/bWuorHfy/EfUo9nh+AegWw+2C9+d3mfXq/bR9sF7/K8z65X7a19FHfy/EfUo9ni+Eeiz/s/e/yvN+vV+2j7P3v8rzPr1ftrAorPtE3xn1Kz3EXwj0Cz/s/e/wArzfr1ftr59nr1+Vpn16v21g0Ue0TfGfUo7iL4R6BZ/wBnr1+VZn16v20fZ68/laZ9cr9tYFFHtE3xn1KO4i+EegWzZ1LfmF+Izepzah2UiQpJHzg0r9uOqySV6muys98zXN/01p6KTc9zzlxz80oxrY9mjC2/236p3xqW67gD/njnYfzqDq/VJHSdS3Uj3zHP21qKK0wFlbZOrNTJBCdQ3MA9wJbmP119GrtUpBA1JdQD3AmODOO3nWooowEZWzVqjUbgw9f7isd8KlOEfr99A1PqIJCE364hIGMCUvH661lFGAs5K2Z1PqFWSq+3Ak47yV/tr2nV2qm0BtvUt1SlPZImOAD9NamijARkrbI1bqdo/etR3RGO3TMcH6jXn7adRqV1L1Bc1ZxnMtf7a1dFGAjJWcL5d0rDiLrMCxv1B9QOflz7h9FKnU+olbqvtxJxjJlOH++tZRRgLGVl/ZS4B8yxOkh9QwXfGV1kfys58qUcvt5dGHbtNWMAYVIWe3bzrAorPNCzW7zdWQpLVyloC/jBL6gFb5339tFYVFYwEIooorKEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIX//2Q==" width="307px" alt="bitcoin into usd"/><br />
We are affiliated with SRO-member VQF, an officially recognized self-regulatory organization according to the Anti-Money Laundering Act by FINMA, the Swiss financial market supervisory authority. Easily and securely spend, send, and manage your transactions—all in one place. Crypto’s automatically available as a payment option as long as you’re able to pay in full. Start with as little as $1 with the funds already available in your PayPal balance. CEX.IO LTD serves residents throughout countries all over the world in which it operates. Thanks to all authors for creating a page that has been read 315,371 times. Our trained team of editors and researchers validate articles for accuracy and comprehensiveness.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">NFT news.</p>
<p>NFT Marketplace OpenSea Hits Single-Day Record 6M Of Ethereum Trading Volume &#8211; Benzinga &#8211; Benzinga </p>
<p> <a href="https://t.co/FQcIRrZJxg">https://t.co/FQcIRrZJxg</a><a href="https://twitter.com/hashtag/NFT?src=hash&amp;ref_src=twsrc%5Etfw">#NFT</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://twitter.com/hashtag/money?src=hash&amp;ref_src=twsrc%5Etfw">#money</a></p>
<p>&mdash; Crypto&amp;NFT&amp;Metaverse NEWS (@additionalrules) <a href="https://twitter.com/additionalrules/status/1521428725304369154?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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]]></content:encoded>
					
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			</item>
		<item>
		<title>What Determines The Worth Of 1 Bitcoin?</title>
		<link>http://ashoksawhney.com/2021/08/04/what-determines-the-worth-of-1-bitcoin/</link>
					<comments>http://ashoksawhney.com/2021/08/04/what-determines-the-worth-of-1-bitcoin/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 04 Aug 2021 17:54:16 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2467</guid>

					<description><![CDATA[The Bitfinex mobile app adapts the total functionality of the Bitfinex platform for seamless ‘on-the-go’ buying and selling. UNUS SED LEO provides utility for these seeking to maximise the output and capabilities of the Bitfinex buying and selling platform. The Bitfinex REST and Websocket APIs are designed to facilitate entry to all features of the [&#8230;]]]></description>
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<p>The Bitfinex mobile app adapts the total functionality of the Bitfinex platform for seamless ‘on-the-go’ buying and selling. UNUS SED LEO provides utility for these seeking to maximise the output and capabilities of the Bitfinex buying and selling platform. The Bitfinex REST and Websocket APIs are designed to facilitate entry to all features of the Bitfinex platform, allowing full integration with traders’ own merchandise and platforms. Bitfinex has a bespoke offering expertly tailored to meet the precise needs of professional and institutional merchants including sub-accounts, expedited verification, and dedicated customer help. Bitfinex offers a collection of order varieties to give traders the tools they want for every scenario. Discover extra about our most advanced Algorithmic orders sorts. Bitfinex offers order books with prime tier liquidity, allowing customers to easily change Bitcoin, Ethereum, EOS, Litecoin, Ripple, NEO and many different digital assets with minimal slippage. Interactive chart tracking the current and historical value of Bitcoin in U.S. The present worth of Bitcoin in USD as of December 31, 1969 is zero.00. The following currency pairs are available to sell BTC with our off-ramp service.</p>
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" width="300px" alt="bitcoin exchange rate"/></p>
<p>It began climbing rapidly, reaching over $140 in April, and topped $1,000 by December of that same yr. Danny Bradbury wrote about bitcoin and different cryptocurrencies for The Balance. He has gained awards for his investigative reporting on cybercrime. &#8220;Ex-boss of MtGox bitcoin change arrested in Japan over misplaced $390m&#8221;. &#8220;Transaction particulars for bitcoins stolen from Instawallet&#8221;. Geuss, Megan &#8220;Bitcoinica customers sue for $460k in misplaced bitcoins&#8221;. &#8220;21Shares brings first crypto-currency products on Bitcoin and Ethereum to the official market&#8221;. &#8220;Bitcoin worth rises over $1 billion as Japan, Russia move to legitimize cryptocurrency&#8221;. &#8220;Japan OKs recognizing digital currencies as just like actual money&#8221;. In December 2017, hackers stole four,seven-hundred bitcoins from NiceHash a platform that allowed users to sell hashing energy.</p>
<h2>Features Of Bitcoin</h2>
<p>The course of is known as Bitcoin mining and the people engaged in it are Bitcoin miners. People exterior of the cryptocurrency world most likely have a totally incorrect concept, of what a cryptocurrency mine is. Because, in fact, any house, the place the excavation equipment is solving complicated mathematical equations could be known as a mine. The idea image of a Bitcoin miner as a person with a choose in his palms can be put aside then.</p>
<p>The quarterly GDP development of a rustic doesn’t impact bitcoin, nor do the natural recessionary and inflationary cycles. Sure, bitcoin’s change rate is influenced by some of the similar elements. Bitcoin’s exchange price works another way than traditional nationwide currencies. Based on the answers to these two questions, the value of bitcoin will rise or fall. The Chinese Yuan, meanwhile, had a fixed exchange fee for decades, although the Chinese government is now transitioning to a versatile change price. Today, the Yuan’s exchange <a href="https://bitcoin.org/">bitcoin exchange rate</a> price adjustments much less incessantly than currencies with a versatile change rate, nevertheless it modifications more frequently than currencies with a hard and fast trade fee. The Saudi Arabian Riyal, for example, not often fluctuates in opposition to international currencies as a result of the Saudi government uses a hard and fast change price. This exchange fee only modifications when the government decides to vary it.</p>
<h2>Cryptocurrencies</h2>
<p>Reducing the prize for excavating BTC eliminates that problem. Another daredevil, that came into the view in 2019 was a German speaker and blockchain and cryptocurrency marketing consultant &#8211; Jörg Molt. During certainly one of his conferences, held in India, he introduced himself as Satoshi Nakamoto. Of course, this declaration was met with a fantastic criticism of the cryptocurrency neighborhood. What’s particularly attention-grabbing is that all through <a href="https://www.bitcoin.com/">https://www.bitcoin.com/</a> the last decade, there have been many claiming it’s them, who created the most well-liked cryptocurrency in the world. However, none of them was capable of present proof sufficient sufficient, to show their phrases. Let’s then wonder, why Nakamoto wished to remain anonymous. Well, cryptocurrency is a kind of a treat to existing monetary system.</p>
<ul>
<li>You can easily assess the market cap of the world&#8217;s greatest cryptocurrency — and on the prime of every web page we deliver an perception into Bitcoin&#8217;s dominance.</li>
<li>Bitcoin’s value plunges once more, continuing a rapid drop in December 2017, and resulting in yet extra speculation of a permanent bubble burst.</li>
<li>Some bitcoin wallets allow you to add further network fees to your transaction.</li>
<li>While bitcoin could be the most nicely-identified cryptocurrency, there are tons of of different tokens vying for person consideration.</li>
</ul>
<p>GPU’s work particularly properly with the logic required to apply hashes to Bitcoin’s hashing algorithm. The ASIC amplifies the frequency that a hash could be utilized to a nonce. This offers the miner better odds of finding the proper hash that can mine the a block. Satoshi Nakamoto invented ‘‘Nakamoto Consensus’ and added the feature to Bitcoin’s protocol.</p>
<p>A lot of trade candles come in at zero worth if there&#8217;s no trading exercise. Others will repeat the final candle if their API is down or there’s no buying and selling exercise on that market. It’s good to know that there is a consistent approach to expect the info. Being capable of go through kind of a single provider that normalizes these after which sends out an anticipated response is great.</p>
<p>In early February 2014, one of many largest bitcoin exchanges, Mt. Gox, suspended withdrawals citing technical issues. By the end of the month, Mt. Gox had filed for chapter protection in Japan amid stories that 744,000 bitcoins had been stolen. Months before the filing, the recognition of Mt. Gox had waned as customers skilled difficulties withdrawing funds. In January 2014, Zynga announced it was testing bitcoin for purchasing in-sport property in seven of its video games. That similar month, The D Las Vegas Casino Hotel and Golden Gate Hotel &#038; Casino properties in downtown Las Vegas announced they might additionally start accepting bitcoin, according to an article by USA Today. The article additionally stated the currency could be accepted in five places, including the front desk and sure eating places. In November 2013, the University of Nicosia announced that it will be accepting bitcoin as fee for tuition fees, with the college&#8217;s chief financial officer calling it the &#8220;gold of tomorrow&#8221;. During November 2013, the China-based bitcoin change BTC China overtook the Japan-based Mt. Gox and the Europe-based mostly Bitstamp to turn into the largest bitcoin trading trade by commerce volume.</p>
<p>After accepting 50 BTC deposits from customers within the BitcoinTalk discussion board, he paid out curiosity on a weekly basis. The operation was halted on August 17, and Shavers tried to disappear with 86,000 and 500,000 bitcoins from traders. Mt. Gox’s buying and selling quantity surged as a result of consumer exercise on the exchange, although it was first mistaken as a DDoS attack. The change was pressured to close down because of the demand, which triggered fear by the Bitcoin group. Following the clues, the Federal Bureau of Investigation managed to arrest Silk Road proprietor Ross Ulbricht. The dark internet marketplace had established itself because the underground place for the sale and buy of medication, guns, and different unlawful items for Bitcoin. Ulbricht was charged with a number of crimes, together with pc hacking and cash laundering, and misplaced 170,000 BTC in the course of. Multiple exchanges had been concurrently his with DDoS attacks, shutting them down for several days. The exchanges impacted were Mt. Gox, Bitstamp, and BTC-E, amongst others. Newsweek, the news media outlet, published an article a few man named Dorian Nakamoto, as journalist Leah McGrath Goodman acknowledged that the retired pc engineer was the true creator of Bitcoin.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Can&#8217;t fathom why crypto isn&#8217;t gaining retail traction <a href="https://t.co/ZNaHVvbw7T">pic.twitter.com/ZNaHVvbw7T</a></p>
<p>&mdash; Dope Tugging Knob (@LizardRumsfeld) <a href="https://twitter.com/LizardRumsfeld/status/1375164098875428865?ref_src=twsrc%5Etfw">March 25, 2021</a></p></blockquote>
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<p>Wirex is the only platform that provides you the ability to change your crypto at OTC charges and conventional foreign money at the interbank price. By working closely with a variety of OTC buying and selling desks, we make sure that you all the time get a great deal. The market price is decided by referencing publicly available price knowledge returned from the APIs of a number of main cryptocurrency exchanges (e.g., Coinbase, Gemini). The ask worth is the value at which an trade is prepared to promote your base foreign money to you.</p>
<p>These settings may be modified to block the automated dealing with of cookies in the settings of your net browser or inform about their placement on your device every time. defining a user profile &#8211; so as to display customized-tailor-made content in promoting networks. We use cookies to offer our companies accurately <a href="https://en.wikipedia.org/wiki/Bitcoin">bitcoin exchange rate</a> and safely. Cookies are small text-based mostly knowledge sets that shall be saved on the gadget you&#8217;re using in connection with the use of this instnat web site. Cookies are created to be able to guarantee correct functioning of thes immediate website.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Good morning!</p>
<p>Last week was suspenseful for <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a>.</p>
<p>Technically, the Bitcoin-to-dollar exchange rate appears to be inside a falling channel.</p>
<p>&mdash; Vid (@fiduzzi) <a href="https://twitter.com/fiduzzi/status/1376437656779948033?ref_src=twsrc%5Etfw">March 29, 2021</a></p></blockquote>
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<p>Avoid FOMO, worry of lacking out – on purchasing BTC when the value is elevating, on selling it when the value drops closely. Emotions had been by no means and can by no means be a great advisor to a cryptocurrency market participant. In 2017, bitcoin’s bear market broke in a sudden and dramatic way. In early 2017, bitcoin smashed through the $1,000 mark – then didn’t cease. It stored rising previous $2,000 and $three,0000 and $four,000, breaking each barrier in rapid succession. Bitcoin’s worth hit a bump in August with the Bitcoin Cash hard <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin exchange rate</a> fork, then it hit another bump in September when the Chinese authorities banned crypto exchanges. By the end of the yr, however, bitcoin had officially become a family time period. Bitcoin reached an all time high simply shy of $20,000 in mid-December 2017. The world’s largest cryptocurrency exchanges accept in style fiat currencies just like the US Dollar and Euro. However, most cryptocurrency exchanges do not settle for smaller fiat currencies.</p>
<p>StartPeakEnd$434.forty six$978.01$968.23The market software program OpenBazaar was released over the summer season. It’s a peer-to-peer platform on which users can buy goods with bitcoin. Bitcoin’s worth, in restoration mode at the beginning of the yr, approached its former glory as it hovered round $1,000. Although bitcoin is a decentralised forex, it’s still affected by government regulation. For example, when the Chinese authorities barred monetary entities from processing bitcoin transactions in late 2013, the worth of bitcoin dropped hundreds of dollars within a number of days. Quickly swap between greater than forty cryptocurrency belongings or use your credit card to immediately purchase bitcoin. Use your credit score or debit card to purchase bitcoin and different cryptocurrency without having to confirm your id.</p>
<p>Large corporations like Tesla, Mastercard and BNY Mellon have proven help for cryptocurrencies. Further information on each change&#8217;s rules and product listings could be discovered by clicking on the hyperlinks to CME, CBOT, NYMEX and COMEX. CME Group is the world&#8217;s leading and most diverse derivatives market. The firm is comprised of 4 Designated Contract Markets . Subscribe to obtain updates on the CME CF BRR and CME CF BRTI, and to receivefreehistorical BRR information. Access whatever information you need by way of CME Group&#8217;s secure, fast API streaming service, out there on CME DataMine and the Market Data Platform .</p>
<p>Coins or notes made out of supplies that may simply be mutilated, damaged, or destroyed, or which degrade over time to the point of being unusable, are not adequate. Currencies must be easily transferred between members in an financial system to be able to be useful. In fiat foreign money phrases, which means models of foreign money should be transferable inside a particular country&#8217;s economic system as well as between nations by way of trade. However, as international locations left the gold commonplace in an effort to curb issues about runs on federal gold supplies, many world currencies are now categorized as fiat. Fiat forex is issued by a government and not backed by any commodity, however somewhat by the faith that individuals and governments have that parties will accept that forex. Enter an amount on the right-hand input area, to see the equivalent quantity in Bitcoin on the left.</p>
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<h2>What will bitcoin be worth in 2030?</h2>
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<p>In an exchange with Business Insider in May 2017, Liew said that the Bitcoin price can “realistically” reach $500,000 by 2030.</p>
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</div>
<p>There is a limited number of bitcoins , and all funds have a digital signature that cannot be replicated. Because the blockchain record is immutable and cannot feasibly be hacked or altered, it&#8217;s primarily inconceivable to counterfeit Bitcoin. Bitcoin’s price plunges once more, persevering with a speedy drop in December 2017, and resulting in but extra speculation of a permanent bubble burst. It’s been speculated that this fall was due to the launch of a Bitcoin futures market. Bitcoin’s worth recovers to $770 in June 2016, ending rumors of the currency being dead – for some time. Bitcoin has a powerful use case as a substitute for authorities-backed fiat forex in relation to making digital funds. E-commerce merchants typically settle for Bitcoin in addition to currencies just like the US dollar, and you need to use Bitcoin to put money into gold and silver. It was launched in 2009 by an anonymous particular person or group often known as Satoshi Nakomoto, pioneering a brand new expertise referred to as blockchain technology. Unlike a standard info community, which stores information in a centralized location, blockchain networks are decentralized and store knowledge throughout many various computers called ‘nodes’.</p>
<p>Author: <a href="https://www.beaxy.com/author/james-messi/">James Messi</a></p>
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		<title>Bitcoin Mining Calculator</title>
		<link>http://ashoksawhney.com/2021/08/03/bitcoin-mining-calculator/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 03 Aug 2021 12:06:34 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2780</guid>

					<description><![CDATA[Nobel-prize winning economist Joseph Stiglitz says that bitcoin&#8217;s anonymity encourages money laundering and other crimes. Bitcoins annual e-waste is estimated to be about 30 metric tons as of May 2021, which is comparabe to the small IT equipment waste produced by the Netherlands. The average lifespan of Bitcoin mining devices is estimated to be only [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Nobel-prize winning economist Joseph Stiglitz says that bitcoin&#8217;s anonymity encourages money laundering and other crimes. Bitcoins annual e-waste is estimated to be about 30 metric tons as of May 2021, which is comparabe to the small IT equipment waste produced by the Netherlands. The average lifespan of Bitcoin mining devices is estimated to be only 1.29 years. Other estimates assume that a Bitcoin transaction generates about 380g of e-waste, equivalent of 2.35 iPhones. One reason for the e-waste problem of Bitcoin is that unlike most computing hardware the used application-specific integrated circuits have no alternative use beyond Bitcoin mining. The development of intermittent renewable energy sources, such as wind power and solar power, is challenging because they cause instability in the electrical grid. Per researchers, &#8220;there is little sign of bitcoin use&#8221; in international remittances despite high fees charged by banks and Western Union who compete in this market. The South China Morning Post, however, mentions the use of bitcoin by Hong Kong workers to transfer money home. According to research by Cambridge University, between 2.9 million and 5.8 million unique users used a cryptocurrency wallet in 2017, most of them for bitcoin. The number of users has grown significantly since 2013, when there were 300,000–1.3 million users.</p>
<ul>
<li>Bitcoin started 2022 nearly twice as valuable as it was in January 2021, capping a year that saw cryptocurrency explode in mainstream interest and curiosity.</li>
<li>The prices given on this tool are obtained from openexchangerates.org.</li>
<li>In September 2019 the Intercontinental Exchange began trading of bitcoin futures on its exchange called Bakkt.</li>
<li>A decade ago, cryptocurrency was totally unknown to large criteria of people because its concept is very complicated.</li>
</ul>
<p>On 16 October 2021, the SEC approved the ProShares Bitcoin Strategy ETF, a cash-settled futures exchange-traded fund . The first bitcoin ETF in the United States gained 5% on its first trading day on 19 October 2021. On 30 July 2014, the Wikimedia Foundation started accepting donations of bitcoin. On 5 December 2013, the People&#8217;s Bank of China prohibited Chinese financial institutions from using bitcoins. After the announcement, the value of bitcoins dropped, and Baidu no longer accepted bitcoins for certain services. Buying real-world goods with any virtual currency had been illegal in China since at least 2009.</p>
<h2>Bitcoin Price Calculator Faqs</h2>
<p>This can happen if the project fails, a critical software bug is found, or there are newer more innovative digital currencies that would take over its place. If you recall Bitcoin was worth nearly $20,000 in 16th December 2017. But in 17th December 2018, the price of Bitcoin was at its low of about $3,200. Bitcoin is a highly volatile asset class and requires a high risk appetite. A Bitcoin miner will use his or her computer rigs to validate Alice’s transaction to be added into the ledger. In order to stop a miner from adding any arbitrary transactions, they will need to solve a complex puzzle.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup  &#8212; <a href="https://twitter.com/hashtag/businesstips?src=hash&amp;ref_src=twsrc%5Etfw">#businesstips</a> <a href="https://twitter.com/hashtag/sme?src=hash&amp;ref_src=twsrc%5Etfw">#sme</a> <a href="https://t.co/r87rwOo1fi">https://t.co/r87rwOo1fi</a></p>
<p>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1508219819795046405?ref_src=twsrc%5Etfw">March 27, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>On the other hand, the engineers and developers realized that the diminishing block mining rewards will need to be compensated by transaction fees. Therefore, in order for Bitcoin to keep its security, a fee market must develop as a financial supplement for miners. Transaction fees are included with your bitcoin transaction in order to have your transaction processed by a miner and confirmed by the Bitcoin network. The space available for transactions in a block is currently artificially limited to 1 MB in the Bitcoin network. This means that to get your transaction processed quickly you will have to outbid other users. Because of bitcoin&#8217;s decentralized nature and its trading on online exchanges located in many countries, regulation of bitcoin has been difficult. However, the use of bitcoin can be criminalized, and shutting down exchanges and the peer-to-peer economy in a given country would constitute a de facto ban. The legal status of bitcoin varies substantially from country to country and is still undefined or changing in many of them.</p>
<h2>How To Use The Bitcoin Price Calculator?</h2>
<p>On 25 January 2021, Microstrategy announced that it continued to buy bitcoin and as of the same date it had holdings of ₿70,784 worth $2.38 billion. On 8 February 2021 Tesla&#8217;s announcement of a bitcoin purchase of US$1.5 billion and the plan to start accepting bitcoin as payment for vehicles, pushed the bitcoin price to $44,141. On 18 February 2021, Elon Musk stated that &#8220;owning bitcoin was only a little better than holding conventional <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> cash, but that the slight difference made it a better asset to hold&#8221;. The decision resulted in the price of Bitcoin dropping around 12% on 13 May. Bitcoin prices were negatively affected by several hacks or thefts from cryptocurrency exchanges, including thefts from Coincheck in January 2018, Bithumb in June, and Bancor in July. For the first six months of 2018, $761 million worth of cryptocurrencies was reported stolen from exchanges.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a><br />
Bitcoin wealth is highly concentrated, with 0.01% holding 27% of in-circulation currency, as of 2021. An official investigation into bitcoin traders was reported in May 2018. The U.S. Justice Department launched an investigation into possible price manipulation, including the techniques of spoofing and wash trades. The first regulated bitcoin fund was established in Jersey in July 2014 and approved by the Jersey Financial Services Commission. Dish Network, a Fortune 500 subscription TV provider, has been described as the first large company to accept bitcoin, in 2014. Steve Bannon, who owns a &#8220;good stake&#8221; in bitcoin, considers it to be &#8220;disruptive populism. It takes control back from central authorities. It&#8217;s revolutionary.&#8221; Also In June, the Taproot network software upgrade was approved, adding support for Schnorr signatures, improved functionality of Smart contracts and Lightning Network. Because of its size and complexity, downloading and verifying the entire blockchain is not suitable for all computing devices.</p>
<h2>Bitcoin Price Chart Btc</h2>
<p>Only if the miner is able to solve the puzzle , which happens at random, then he or she is able to add the transactions into the ledger and the record is final. It has a circulating supply of 19 Million BTC coins and a total supply of 21 Million. If you are looking to buy or sell Bitcoin, FTX.US is currently the most active exchange. In order to secure and validation transactions &#8211; Bitcoin miners are constantly <a href="https://www.beaxy.com/market/btc/">1btc to dollar</a> trying to solve the next Bitcoin block. Bitcoin mining is the process of securing and validation Bitcoin transactions on the Bitcoin blockchain. Every aspect of our Bitcoin mining calculator has been developed for miners by miners. The article can’t possibly be concluded without including a mobile solution. Blockstream Green is one of the friendliest yet feature-packed wallets on the market.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px" alt="historical bitcoin price calculator"/><br />
Learn all about finances in next to no time with our weekly newsletter. People across many different industries also believe blockchain could be a game-changer and provide transparency across various industries. Bitcoin doubled its value in 2021, but in January 2022 saw a big drop that erased almost all of the previous year’s gains. We saw Bitcoin skyrocket to an all-time high over $64,000 in the first half of 2021, then just as quickly fall back below $30,000 over the summer. Bitcoin hit another all-time high over $68,000 in November, but by January 2022 had dropped back below $35,000.</p>
<h2>Current Bitcoin Transaction Fees</h2>
<p>Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000. Minutes from the Fed’s March meeting last week showed the agency’s plan to shrink its balance sheet by $95 billion each month to combat inflation. The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981. The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. Bitcoin started the week on a weak note, with its value falling nearly 3% over the last 24 hours. Bitcoin’s price tumbled to just below $40,000 Monday, sliding near $39,500.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Loomdart why don&#8217;t trade apecoin just like beaxy coin launch</p>
<p>&mdash; inversebrah fan acc.ust (@BabuGG7) <a href="https://twitter.com/BabuGG7/status/1504741220954030082?ref_src=twsrc%5Etfw">March 18, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>In 2018, a Japanese band called Kasotsuka Shojo – Virtual Currency Girls – launched. Each of the eight members represented a cryptocurrency, including Bitcoin, Ethereum and Cardano. The use of bitcoin by criminals has attracted the attention of financial regulators, legislative bodies, law enforcement, and the media. In 2014, Bloomberg named bitcoin one of its worst investments of the year. A 2014 study of Google Trends data found correlations between bitcoin-related searches and ones related to computer programming and illegal activity, but not libertarianism or investment topics. Throughout the rest of the first half of 2018, bitcoin&#8217;s price fluctuated between $11,480 and $5,848. The price on 1 January 2019 was $3,747, down 72% for 2018 and down 81% since the all-time high.</p>
<h2>Blockchain</h2>
<p>We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. When the Fed raises interest rates, it has the effect of lessening demands for more growth companies—like tech stocks—and speculative risk assets—like cryptocurrencies and Bitcoin. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="306px" alt="historical bitcoin price calculator"/></p>
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