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	<title>Bitcoin News Archives - REAL ESTATE EXPERT</title>
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	<description>ARIZONA . LOCAL KNOWLEDGE</description>
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		<title>Two Arrested For Alleged Conspiracy To Launder $4 5 Billion In Stolen Cryptocurrency</title>
		<link>https://www.barneymcshanerealestate.com/two-arrested-for-alleged-conspiracy-to-launder-4-5/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Tue, 16 Aug 2022 10:56:09 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1710</guid>

					<description><![CDATA[<p>The recovered bitcoin was valued at over $3.6 billion at the time of seizure. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/two-arrested-for-alleged-conspiracy-to-launder-4-5/">Two Arrested For Alleged Conspiracy To Launder $4 5 Billion In Stolen Cryptocurrency</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The recovered bitcoin was valued at over $3.6 billion at the time of seizure. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> and tokens. The Internal Revenue Service treats crypto as a financial asset or property and will treat properly documented gains and losses in crypto liquidation just like other assets. You may note that the 2022 Form 1040 includes a question whether you have ever purchased crypto, even if you haven’t sold any. Transactions in crypto are completely transparent to anyone sophisticated enough to review the blockchain.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">There is not much to tell&#8230; Beaxy is an exchange that got a lot of hype for months before opening and now is dead&#8230; Everybody thought that it was going to be the next binance 🤷‍♂️</p>
<p>&mdash; Rob Mora (@robmora7) <a href="https://twitter.com/robmora7/status/1510072140342644739?ref_src=twsrc%5Etfw">April 2, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>However, this type of move pales in comparison with the digital currency&#8217;s climb in its early years. In fact, you might be shocked to discover just how much a few dollars&#8217; worth of bitcoin in the early days would be worth today. Today’s crypto price volatility is absolutely untethered from any expectation of its use as currency. The volatility crypto owners experience now is the product of rumor and speculation. In fact, the only way to make money on crypto is to sell out when others are heavily buying in, since the coins have no intrinsic value and aren’t tied to any production or services. Every unit of a cryptocurrency, the “coin,” is the product of a created “block” . Any number of miners attack the puzzle at the same time, and the miner who solves it first adds a “block” to the “blockchain” that evidences the coins the winner received for the solution. Blockchain puzzles get solved about every 10 minutes, and the difficulty level and coins won for each new puzzle are dependent on the number of miners who attempted the previous one.</p>
<h2>Ice Markets Expiry Calendar</h2>
<p>“The Federal Reserve is committed to ensuring the continued safety and availability of cash and is considering a CBDC as a means to expand safe payment options, not to reduce or replace them,” the Federal Reserve said. The president ordered federal agencies to prepare a report within six months analyzing the pros and cons of a Central Bank Digital Currency. Saw $2.47 million worth of liquidations and Solana saw $3.17 million liquidated. Bitcoin saw $31.81 million worth of liquidations while Ethereum came a close second with $31.41 million worth of liquidations. From December 2011 through April 2013, bitcoin experienced a major price surge, from $2 to a high of $266, before stabilizing in the $130 range. The first bitcoin &#8220;bubble&#8221; saw prices jump as high as $31 in July 2011, before crashing to a low of $2 later in the year.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp" width="305px" alt="1 bitcoin to dollar today"/><br />
So if you want to withdraw them, you can do it any time by using different payment instruments. Say, if you need to send funds to your card, you can exchange crypto for fiats . The most simple way to do so is using the Instant Sell in the CEX.IO mobile app. By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card.</p>
<h2>Is Crypto Investing Really Worth It?</h2>
<p>However, keep in mind this value can change dramatically even the next minute. The Federal Reserve provided more information on a potential digital currency in a report issued in January 2022. In early September 2017, bitcoin reached $5,000 for the first time. As I write in September 2017, one bitcoin is worth just over $3,722 and one &#8220;bitcoin cash&#8221; is worth about $445. The blockchain is a digital ledger that cannot be altered, with each new block appended to the ledger in the order of its creation. The blockchain is available to anyone with the desire to download it and a server with enough memory to hold the entire chain. The blockchain is tested for accuracy through a “proof of work” protocol that verifies the blockchain by comparing the ledgers recorded across these numerous storage servers. If someone attempted to alter the blockchain to obtain cryptocurrency fraudulently, the redundant ledgers would uncover the attempt and discard the alteration.<br />
<a href="https://www.beaxy.com/"><img src='https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a><br />
Blockchain technology is an incredible advancement in the security and utility of information exchanges. And investing in more speculative alternative assets is certainly an appropriate part of a diversified portfolio. But we’re in the Wild West of cryptocurrency today and, like the Western territories in American history in which intrepid homesteaders traced the paths of the explorers, one must consider the inherent risks faced by early adopters. We set exchange rates for non-USD and non-EUR <a href="https://www.beaxy.com/market/btc/">usd to bitcoin</a> currencies indirectly using Open Exchange Rates. In the future, as digital currency markets in other currencies mature, BitPay will use those markets directly. BitPay has relationships with many digital currency exchanges around the world. When calculating our exchange rates for BitPay invoices, we only incorporate rates of digital currency exchanges which meet our regulatory, operational, and liquidity requirements. We also seek to ensure that our exchange rates are competitive.</p>
<p>From security to fee customization options, these are the key factors to consider when choosing a Bitcoin wallet. 1 satoshi is much smaller, it is one hundred millionth of a bitcoin. CEX IO EU Limited provides its card processing services only to customers from the European Economic Area . Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. “The Federal Reserve does not intend to proceed with issuance of a CBDC without clear support from the executive branch and from Congress, ideally in the form of a specific authorizing law,” the Federal Reserve also says. This story originally appeared on Ars Technica, a trusted source for technology news, tech policy analysis, reviews, and more.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Alan………did we meet in Chicago at the beaxy launch?</p>
<p>&mdash; Dale T. Goat 🐐 (@CryptoDale) <a href="https://twitter.com/CryptoDale/status/1509640811167817730?ref_src=twsrc%5Etfw">March 31, 2022</a></p></blockquote>
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<p>We also factor market depth into our exchange rates, which means that the demand liquidity for a given cryptocurrency can vary based on the size of the order. Adjustments for market depth are usually only noticeable on very large invoices. If you’re a CEX.IO customer, you just need a debit card or credit card. With our Instant Buy service purchasing cryptocurrencies made super easy. You just open the page, choose the amount you want to buy, and enter your card credentials.</p>
<h2>What You Can Find On The Price Chart?</h2>
<p>The simple answer is, “yes,” you can buy less than a whole bitcoin. This is true for almost all cryptocurrencies, but is particularly true for cryptocurrencies like Bitcoin, which costs tens of thousands of dollars. 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.</p>
<p>The case is being prosecuted by Trial Attorneys Jessica Peck and C. Alden Pelker of the Justice Department’s Computer Crime and Intellectual Property Section and Assistant U.S. Attorney Christopher B. Brown of the U.S. Paralegal Specialists Angela De Falco and Brian Rickers and Legal Assistant Jessica McCormick provided valuable assistance. Significant assistance was also provided by Trial Attorney Christen Gallagher of the Office of International Affairs, the U.S. Attorneys’ Offices for the Eastern District of Pennsylvania and Southern District of New York, HSI-Philadelphia, and former Assistant U.S. Attorney Jessica C. Brooks. Sending bitcoin is as easy as choosing the amount to send and deciding where it goes.</p>
<p>On Aug. 1, 2017, bitcoin split into two digital currencies, bitcoin and &#8220;bitcoin cash.&#8221; If you owned one bitcoin before the split, you owned one of each afterward. Today, we see many examples of blockchain technology being used to create non-fungible tokens, or NFTs. An NFT really is a token, a stand-in for any digital creation one may house there. It could be a photo in the form of a JPEG file, a video file, a text file or any number of other supposedly unalterable digital creations. The value of the NFT is not in any apparent uniqueness, since it can be readily copied, but in its actual uniqueness, because it is forever tied to its place in the blockchain. No one can say just how many such blockchain ledgers are stored for each cryptocurrency, how often attempts are made to introduce a fraudulent ledger or how such ledgers are sorted out if several different versions are created at once. The truth is that you can buy as little as $30 worth of bitcoin . Whether you have 1 bitcoin, 15 bitcoins, or 0.01 bitcoins, you own bitcoin, and you are equally exposed to the ups and downs. What matters is that there are only 21 million bitcoin, and you have a piece of that very limited pie. New enhancements to our digital expiry calendar help you easily access important information for the markets you trade.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-first.webp" width="302px" alt="1 bitcoin to dollar today"/><br />
Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. Biden&#8217;s order noted that “negative climate impacts and environmental pollution &#8230; May result from some cryptocurrency mining.” There would be no need for mining with a digital currency issued by a central bank. Two individuals were arrested this morning in Manhattan for an alleged conspiracy to launder cryptocurrency that was stolen during the 2016 hack of Bitfinex, a virtual currency exchange, presently valued at approximately $4.5 billion.</p>
<ul>
<li>So, if you can see a significant increase or decrease in the BTC price, but the trading volume pillar is lower than many others shown nearby, that means market participants will most likely don’t support this shift.</li>
<li>It is already undeniable that crypto is being used in money laundering, ransomware attacks and other criminal activities to avoid federal banking oversight.</li>
<li>Yesterday issued an executive order that could lead to the US creating a digital currency.</li>
<li>So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations.</li>
</ul>
<p>The post <a href="https://www.barneymcshanerealestate.com/two-arrested-for-alleged-conspiracy-to-launder-4-5/">Two Arrested For Alleged Conspiracy To Launder $4 5 Billion In Stolen Cryptocurrency</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<title>What Charles Schwab Buying Td Ameritrade Means For Crypto</title>
		<link>https://www.barneymcshanerealestate.com/what-charles-schwab-buying-td-ameritrade-means-for/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Tue, 28 Jun 2022 13:10:30 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1712</guid>

					<description><![CDATA[<p>Content Webull Crypto As An Alternative How We Make Money Such legal requirements are useful to prevent money laundering and funds being used to finance terrorism. This means that though one exchange may be one of the best ways to buy bitcoin, you do need to provide and verify your identity to do so. US [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-charles-schwab-buying-td-ameritrade-means-for/">What Charles Schwab Buying Td Ameritrade Means For Crypto</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></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">Webull Crypto As An Alternative</a></li>
<li><a href="#toc-1">How We Make Money</a></li>
</ul>
</div>
<p>Such legal requirements are useful to prevent money laundering and funds being used to finance terrorism. This means that though one exchange may be one of the best ways to buy bitcoin, you do need to provide and verify your identity to do so. US Citizens can only use trade spot products due to complicated regulatory frameworks. Other US exchanges, however, do offer futures products. They offer a world-class exchange that is available in most countries. Given their active users, the large number of cryptocurrencies they offer, and their good reputation, you can expect a very high-quality experience with the platform. Fees are based on the estimate of the network transaction fees that Coinbase anticipates paying for each transaction, and are disclosed at the time of transaction. Partnerships and most multi-member LLCs are taxed as flow-through entities. Thus, if the entities engage in an active trade or business or have acquired assets with debt, the donor-advised fund or other public charity may be subject to UBIT on its share of the entity’s income.</p>
<div style='border: grey solid 1px;padding: 12px;'>
<h3>Interactive Brokers will offer crypto trading by the end of the summer &#8211; CNBC</h3>
<p>Interactive Brokers will offer crypto trading by the end of the summer.</p>
<p>Posted: Wed, 09 Jun 2021 07:00:00 GMT [<a href='https://www.cnbc.com/2021/06/09/interactive-brokers-will-offer-crypto-trading-by-the-end-of-the-summer.html' rel="nofollow">source</a>]</p>
</div>
<p>When you see your DOGE in your exchange wallet, it means that your order has been completed. If your broker cannot fill your order according to your specifications, they may cancel it at the end of the trading day. The first Halvening took place in November 2012, sending the price of bitcoin higher by 2,135%. The second Halvening in June 2016 prompted bitcoin to shoot up 3,122% in 18 months. Well, let’s just say that one of our savviest analysts believes the Halvening will send bitcoin to $40,000. Investors seeking maximum security and privacy can open an anonymous wallet directly on the blockchain. It’s not for everyone – creating a wallet involves some programming knowledge – but it’s efficient and low-cost.</p>
<h2 id="toc-0">Webull Crypto As An Alternative</h2>
<p>A student of Austrian Economics, Kevin found Bitcoin in 2011 and has been an evangelist ever since. His interests lie in Bitcoin security, open-source systems, network effects and the intersection between economics and cryptography. Even something small like $5 will allow you to buy a few bits of Bitcoin. This will help you learn about this new technology and how to buy, sell, and transfer it. For example, Binance has created its token named Binance Coin . If you own some, then your fees can be further reduced. On the other hand, BitBuy doesn’t offer deposits with a credit/debit card. There&#8217;s no such thing as &#8216;one size fits all’ &#8212; not in shirts, not in pants, and not when investing in Bitcoin. Some exchanges may not be fully available in your country. You’ll find a link for each of my picks to help you determine if you can use the exchange or not in your area.</p>
<p>In 2017, a Californian court ordered Coinbase, a U.S.-based cryptocurrency exchange, to turn over names of 14,355 users to the IRS. Relations between the courts and cryptocurrency exchanges have been strained ever since. Foreign governments also view cryptocurrency with a mix of suspicion and indecision. China banned local cryptocurrency exchanges in 2017 while simultaneously urging technological innovation. Likewise, InvestorPlace advisor Matt McCall, one of the first to predict bitcoin’s rise, shared top investments for a bitcoin surge. If you come away from your research more bullish on bitcoin and cryptocurrencies, then McCall’s forecasts are essential reading for investing in bitcoin. It’s hard to get any straightforward advice these days. On the one hand, bitcoin fanatics tend to promote the cryptocurrency in a vacuum.</p>
<h2 id="toc-1">How We Make Money</h2>
<p>’, then you should know that the broker is a member of the Securities Investor Protection Corporation which protects customers up to $500,000 ($250,000 for cash). They also work with Lloyd’s of London and other London insurers. As there are quite a few features, it will take beginners a while to figure out where things are. However, once you get the hang of it, the app makes trading, research, and monitoring very quick. View fundamental information such as company dividends, earnings announcements, ratings, and more. “We’re constantly exploring these, especially exchanges that can support different tokens” such as Bitcoin and Monero. “Last December we purchased several blockchain ETFs,” including BLOK, the symbol for Amplify Transformational Data Sharing ETF. If you’re comfortable purchasing crypto such as Bitcoin, Ethereum, and others, an exchange is the most direct way. But the costs can add up, and it’s key to prepare for a possible tax bill down the road.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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eGhIANObBQ4j1fac3mlgdE9rSCSb7nmLju+PwUOkj0FlxYt6+zTt8SV0g8M9XOmKiOGjhygcij2jQ0c2bNA1rWucLt2tq59/JQkMTg4j75vuNxb9a6T4s/J0mmJCeLM/g59ym3aNBy8bnYqtaNsWm7b6r9q6X4s7/wCjH3J4tDa3gx9ys2ZYvTyOZ/NuBsRvce3qS0Xkk/e27Paul+LM2t4OfcnizP4MVBbX2HM3PDorgtGs+5VLwG5FiPvbgbLpLeGe9vBj7ljsQ4byRglsTgb7lQ1cKpbkaCGscA0m1jfYdyndpLQbAEWt7ld4pg0+FyO6Rh0DsG6xwJI3UpFFPsLj5rVfSfK58tiqb2gNHK+9/h/epLn9ah7VOks6l1axFERWMYREQBERAVqZ9IxzvC76S2wLeYP+Lqs/7Wa2uijn0gm4I+9N+7mrMbG6EARumMjGRs897jpaPaevuUcAlcupftcGF1O2o1jkHAabdalrJaWR0TKaERBkdnWLjqdc778trKjTPoZ3iNtbqcfQbcd+/wDcr9rcKhOksEzgCQXTAN9tt7qutE6WY9nRFr+kjvdp0nrDr8/cr6tfgZhkdSRTRyWbp1u2vc/qVpW4jHRygyYUwBp8ppJPucqP25wabS1kLo+2x3B9R5+xR6xcy2iRXpX0jIn+FQmRzgAwNB2Nxc7d11cVhwd9Pemjkjlve7uy5NviB7FbzU/Q+WHNex4ux7eRCo6W3uRdXTuroo9ivQyYQ2Jv2wgldKKmNxLeRh++b6yquLPwF7XPwmCqifqBAktpDQ0A+s3uefWrOw7AmkdikFxBPQxwkS0rXyXPlaja1ttu26jXuoJJmvo4+jjIubg9Z5bm+2ytrNH3oUNDb3sgLuKXDg4GopQ9uixAcRdwOx9ytXlpe4sFm32HYEIaeoJpCAu3S4ZGNQphL801tjqbeS+5Ivyt+YIrQNaPvQiAwSIiwljIYZ5knrCvlY4Z5knrCvllRVhFDlupmMfI8Rxsc5zuTQLkqQQS223ajmuY4se0tcOYIsVNEAZG7/fBAdH4e4DFUua8NN3c9l6JylkOOqp4w2O9x2Lj3DONhEXkHkF6v4bxxaI/IPJY2O0wHi0vb5jq7E8Wf8x8Fn8RzzjVJXVFLFDTFsUjmguabmxPPdW3jBx76Gj+of2r6+n9iczqwjUjps1fj1PPK/pQyPD1ZUZ67xbT22unbqYnxZ/zHwTxZ/zHwWW8YOPfQ0f1D+1PGDj30NH9Q/tV/YXNOsfH6GH81sh+f+P1MT4s/wCY+CeLP+Y+Cy3jBx76Gj+of2p4wce+ho/qH9qewuadY+P0H5q5F8/h9TE+LP8AmPgniz/mPgst4wce+ho/qH9qeMHHvoaP6h/ansLmnWPj9B+auRfP4fUxPiz/AJj4J4s/5j4LLeMHHvoaP6h/anjBx76Gj+of2p7C5p1j4/QfmtkPz/x+pifFn/MfBPFn/MfBZbxg499DR/UP7U8YOPfQ0f1D+1PYXNOsfH6D81sh+f8Aj9TEjhpbfoPgsLmHh6KaB7zFYW7FuPjBx/qp6Mns0FbDjrHYlgdNUEMa+anZI8gWALmglcnNsgxeTQjPEW952VmfRfZ77X5d9ppzp4K94K7urHjPPmVAXvigic+Q7BoHNcprMvTxXbTVEdRKwkSRNBBH9Enz/Z+bdemuIjKemZNDStID7h8h2c8fqHcvO+LO018gBPNcZH08muKNWcC0lrhYg2IRbBUR0tef4X81LyFQxtyezUPvvXsVh6uhqKA6ZWNMbiS2Vhux/qP6vfZSC3REQBERAEA1HSD5XYgBJAHWeSxuJYuyAOioyx5HnSg3t/R7+9VlLSrhK5e1NZS0QLJ3ufKf83GLkd5PUsdUVVViJZTuDGsa64YNw09u/NYVsjpZC/fyt73ub9qzFFRGYh4ikYb7lw5+26wuTlxMiVi+iwfEY4DUNrnRPb5bewjs23Cx9fjEj2ugq44n2t5Tbk+26hiNbUR6WsYNIGkO0kh3vWKfM17rzjWD96G2v7Sqt2LJEkdY+IuNO8tj++jO4+KmNUXNa3k3mB1i6PieT5MLbdg3UphkaTqY4esLG9y6fQzWD4o+MspHPLo5CGuB309hWakGiQx+j19q1GjcIJ45XA+S4Ei3UtmbitFVyExGRruVngbrNSlbZmOavuV0TyvvrX7kWwYgigo2QBALlEbz9aAq0/gupzarUBbbTzvcfqRSxQTTEtijc8jcgC9kQGvIiLCWMhhnmSesK+6iexWOGeZJ6ws1R09G+MSVFS+5uOiZGCbesnZZUVZQo6SaulEUDQTzJcbNaOsk9QWXidBQRugojqe8Wlnd5zv9lvY34lUzUxsiEFJH0MItcE3c89rj1nu5DqHO9Euvbu7FJW5fCvm09HJ0czPRlYHgerVcj2WVJsWFyyt1UjoXahvE+49zrn4q2196jG/51u/WEFzuHDfDoHCLoK9gc61mzMLb+0XC9VcOqalEcbHSF7g0DU0DT7L7n2gLypwzItEd77da9VcOXDQw2F7BU5kt7Gp46A3Ga5reXTv/ADlWKv8AHf8Axqu/r3/nKsF+icD+lpv5Y+SPxpmq/wCurP55eYREW0aAREQWQREQWQREQBERAL2XTcXeG5Uw6NgsBSRu9Z0N5rmS6Ri7r5Xw4nb+CR/oNXnnpB/oUX2vyPZPQ8396xS+WPmecuJLiOmJ6yV53xd/+UX+1eg+Jbtpbd6864s//KEnddeYxPdmUdXqVWKqdG0xOZHLC7z45Bdrv1+0K0196F+x3UkJkZsLE4MuHEuIFzCfPA/2fS9XP17rGua5htI0tI6nCyyLZCALOII3BBVcYjWWs+oMg6xK0PB9jgUJMKLnqKiOV/7lmHz0E401OFw39OFzone4HR/9VaVtFTNg8LoTLpa/RIyUglhPI3Frg+oboLmDxyodBRsY0G0zi0+oWK10ukOzSA39ay2PyOqKplK112wt1ED0nc/gAsXHC+x3BseQ5rWm7syx2JqcWJcQbA81lo8UipY7QQvc4cnFuoD2EkfBWtGyBthVSamg30MG59q3fImRqrNuINZFE9sIda4YXkN67Wvf1qkqkacbsy06cqktK4mkmmlxOZnRSTOdJ6XO/ZYbe5b/AJG4IZhzVNHKyhmMLjs8DbvXp/IfAXLtDX08T8CbM+FgNpI3SSSHtdvZo5r0jknKmWcFc6AUWH082m7dZDrf0WNFr78lzpY+LdonWhlc9N5M81ZC+w+wWGhZU4zTSySS31NksGt7PK/ULrN5k+xLyfXgGJsUMh8n5hhtbr3tZeqn0DWnwkxv6LqqK0WHcI4xa3rt7VicSpZW79OZGu5aogAR7Fzq9asveTOrRwdG1mjwDn/7Eauw6nknyzUPfKzUehk21AdhC851WD4nhVc+jq6eWCqhfpfHKC1zXD19S+quN4fFN840A6vQiIC8+8duDVNmKgfj9FQiPEIm3BAN3Ac9XuU4LMajqKFXnzMOOyuGh1KXI8hYfUuqIiJiBIzzj6XeruxvpAuTyA3VF1IcMxRkMkTi0vLJG7g9/Pkf2LPNrRTgR0ELKZtrOLTd7u8vO/sFh3L6iEro+TqKzLeHB6gAS1rm0rDya8/OO9TBv7TYd6q+A4Xbo2uqdR21Wab+zq96kc+5LzuSbklA/e6ymO5F2DMdtTYjASNgyW8bvefJ/wDsreXCcRhLS+le4X86P5xp/wCJtx8VX1G97/BTR1MsErZYZXRvabhzHEG6C5jwZoXv0OdG65aQPJPP+5FVZPTPmllrI3TOfc3LzfUTuSbohY1hERYSxkMM8yT1hZWndpYLd6xWGeZJ6wr+NxAWVFXuXWs9qaz6SoazdNXrUlbFfWfSU0T/AJ1u/WFbF571NC89Kz+kEFju/DMm0W/UF6s4c/xcfqC8ncMXm0W/UF6t4cu+aZ6gqc0P+1mtY4f8tV39e/8AOVYq9xv/AMZrv6935yrLvX6JwP6Wn+2Pkj8bZp+ur/vl5sK8ocIxjE2vkw3B62rZGbPdBTySBvrLRsfXZUaWkq61sj6OklqGxC8hijLwwdptyXcPsbKqbJ+D504m1dZOzDMEw0xRxCQtimqZN2XbexcCAAf9ta+Z4/7jhpVqdpSVtr8bu1jYyfK/xHFxoVbxi023bgkrt9tjhbmOYS17XNIJBDhYg9llKruujrXy+GV0MzJKwumDpGOHSXJJcCeY9StR52kO3PUOa3oSUoKTaOVODjUcIp+G5BFVlpqiGOKeaCRkc1+je5pDX2NjY9duuyldG+PS6RjmiaxiLhYPF7eT277bKdceN0PVTTs4sqU1FVVzujoaSoqHhuosijL3AdpA6rkKWppqijndT1VPJBI2145GFrhtcXB7l1j7G7LuJy8To8UqJqzC6LL9LJieKOu+IuhYLtieNrhztJsdiGlaFn/Ns2d86Yxmqsd5WJVb5Y2g+ZF5sbR6mBoXOhmEqmOnhoJOEYpuV+DfL/6darlcaOWwxspNTnJxUbclxa/3twNfRVqmkqqN7Y6qnmhc9utoljLCW9oB5jvR1JUinFYaecU7naRL0R0F3YHcrroqcXwZyXTmrpp7FErouME/JbDx/wClj/QC50V0LGTbK9B/usf6AXn/AKQf6FHvfkj2D0PfqsT+2PmzzfxKdbpvavOeMPIxCVeiOJbjaX2rzfjDz9sZF5jE94KWu3Wms9qt9ZUS/wBakrYra+9R1n0lb6yoh/rQWK2vvVelqpoJLwylt9jvzCstZVOrmMdHUPBNxEVD4EpbmtVWIyz1M8srtT5pHOJ7d1Xb0PR2hjLnabknYArFi75S5rSDe9h8FlsPjdPK2IbtNif8e1azMyNtyHkCvzZVxdC0iNzgHP07d5Xr7hdlDC8pU7IKKBkTmM+cmdbU/tJPV6guV8IRT0eD2ibZ99Xm7nuXa8s4ViWLBs9KxjQw3Mk13RMPbb753f1XXz2YVZyl6tH1GWUKUYesZ03Lj4ZXNdTQh4PnPBIaTbe56x610PCIp5SZPDjckWZSxBum3eb35Bc/wWmwDD4deYsy6pGjy2PmDB/wtbv710vKmL5RMELsNxCLo6hrmxFrrg2Fz6tiD7Vjw+Gqvc361WmtkZbDsPpquXp3SSzStbpvPzA/Mq9Xgr6twjMV3b2aN79llmKSiaJon0sjXxTNEgf1EK4x6ro8JiqpIiTOIiIXj7x3fbmuhGgntI1vXW+E4rxKzzlnh+0wYjAaqpA1GCCxsDyueQ3IXCMy8fYMTkZSwZTibROFpHPeRL3gWBW956wM5ikjirbAmRl3EeUWt3tbfe4HtAW5ZEyhkfDYm1U2B0zqgtLWSPjDjE3sBKpOnh4vSkYpTxE+DsjwnxSyxg2NTVeYMpls0dPZ9dTsI1wXOz7c9Jvv1g+xcvnaYpSwnmAWr6VcQOFuTscacYwvDIabEIWFpfGwN6aMgh8TwPOaW7b9y+e/FLKsuSs7V2BOaWwttNSuJ2dC4ktPs3b/AMK3sFXU5Om+Rx8ywjpxVTqzWtZ7VDX3qhrKayuocixcaz6SB1+ZVAP9aNfvzKBInhppp3ObHYlovubbcv1oqIkcCS15B5GxRCTAIiiN1hLF/hnmSesLJRQTyMa5kL3AkgENJuR/3V5kfJ2JZogq5aCemjFO9jXdM5wJuCdrArbYeGObYGtbBi1EwN5ATSW59mmyyJohpmkMhlkfobGS7Trt3dqTQTU4aZ4nsD7hpI2Nua3QcMM1tuW4rQgkaf41/K+481Qk4W5omDWzYnQvDLkapZDa/P71NSGlmkXCmid86y3aFuXimzD+HYd/zH/2VNFwmzCJGnw7DvOH+cf/AGU1IaWdA4YRSuihkbG4tJsDbmbL1bw6ZIIWEtIFgvP/AA24fZjoWxBmIUlha4Ej7for03kHKuJxxxiSqp3AC+znevs9arqV0LWTOf42b4xW2+nd+kVu/BPhnScQ8dr6zMNQ6ly1l6m8NxacG3kb2jB6i7S4kjqaeuy0rMMLoMdr4Xc21Lxcctiuo8Ec3ZWpsoZ14c5ox2PAxmanYaTEZGExskaCNDyN7bgj/iXumNqVqWUReHvqtDhu0na7Xcj8nZfRw1bP6kcXbTqm7N2Tkm2k2+rLOs4+ZkwjM8dZkEMwPAMPkLKLCIYgIHwi+87R/GPcNySSQeR611PMtXgnCngtgz8x0VNU4zmKukzEcGDdMDqmVxkYJWjlDC1zRo63NaOV1yXDsB4V4FmXB8JxLOUeMF9fFNX4jTxvZQUtOw3LGggulc7YX2AurvOmd8H4q8cabEsfxGOkyxFXxUcT5LiOOhjd53LbXYnu19y42JwFHFVIKhTapwTlJ2ac9PBdXd3fU7+CzLEYGjVlXqxlWqSUILUnGGr4pbbJJWW23/s3TjjjGYcy8MeG+E5kpYZs2Y4+SqZHBEIyGSOtE3SOXkvYPWCtOzIK/IWPUfCjhh0hx7VFT4nidMbVNVXSAEwsk5xxMuBtbfUTy337NPFHhRVcfsvZkZiT6/D8MljjfXnUKakibA9rI4mW8oCVwkdIe63Iqrk/MHBbJfGWozDJnODGqnFZqqrfiUkRjpaAOuRG0nz5HXtq5AAjYlaGGqVsNho05UJNWlNRSdnJt2T6KK5cXfgdLG0MNjsXKpHEQTcoU3LUrqEUrtdXN81t2mA+yLzqaXNuWsn4zEzHIspYfGa5r36RV1z4xqLyBctGlhI5nU4bLN8Y8zVmSsFyTi+Jw0ZzizBYm0jG07BFQF4Dp5ujAsHC0cbByGlzuoLnmJ4tw6zDxpocQqsUc/BjiclXiWLVOtorDr1tAZc6IwGtjaLXNyTzWscWM9zcSM+4nmUyyNpZZegpG+hTMNmWHUbeUR2krfweU+teGpuDUYRcpXurtv4ey+7fYc3Mc6VKGMqxmnKpNRha2yjzv2bWfXc67mLPGPYdwJq855jkidmTiPMzDo5IYmxnwCFpBfYdTgH+2VqpYLknKnCHI1BjWa8yYdg+eswQdPSTVlJJVfaynP30UbAfnrEeUbWJNuW9HjnnfhRXUeXYcs4m3HThWGQ0lBRQXjgomgtLpXuNtUha0NDNgNyVW4yV3CXilW4VxAdxQjoIocPjpqjCW0jpavU0k6WN2AJLiLu8na91o0KdTRCE4SpwqSk5Wi+Xwwtvta3FWfcdLFVKCq1KsJwqVKUIxhqlt719c73V5X6O+/UsYsz5Q4l43kbhG7FMVxqjpsUkmrcdxa7Jqpzmud0UYLi5rCQG+Ub7i3LfXOLGdOJuDvxXhNmeopWYdRVQdDTx0jIwIgbxdG4AeRaxHqWMwTLPDzMeEVuMYdn+PK2L0lcX09HirnkGlAaWPZKxpJkuHHYcwLDkTbcZOIEHETNVNicUhqG0GGQ4b4W+Po3Vboy4umLebQ5z3WadwAO1dnBYSl9+hCnBunFO+pNWle6knw3vbY+dx+NqLLZ1Kk1GpJx0uDTUoWtpa4q3HfqaIOYK6FjLJHZWw/QwuPgsfL+gFz3c7BdYr8vYlUZTw18FRCzXRROuXEHeNp7FyfSC7Yeh3vyPq/Q/f73iv2x8zylxM1NEuoWuLj1Lzfi5/wAoyX71624i8PsZqTLorKLrHlSO2/8AqvPuLcKMwPr5HtrsPsD9I/8AsrzCMke7tM58CFG4K3XxSZi/DsO/5j/7CeKTMX4dh3/Mf/ZVtSGlmn+C1OkO6B9iQAbbb8lJIx8TtErS1w6it3dwwzYWNjdi1EWttYdK+2xv6KkfwqzHK4GTEKBxAAuZHn//ACl0NLNJuFK4B7HRvHkvaWn1EWW7eKTMXPw7Dv8AmP8A7KeKbMI3Nbh//Mf/AGVDkrCzRxWWCWjrHxGQ3DtJWwYTPDG9smkawR1Xvz/x7VlOIeQsWyuabEakwyQTHQ+SEkhrxyvcDmsLhcfSOjDWaiSLWP5lr34mWJ3nhFXSPjY2R4aJXgsDjy57e4racy8b8xsqpMp5MHRwU7yx08Qu57htstXwjL0+Xsr083lCq0gjSDfcWG67lwH4WYRhmGU2YMXpwayYdLpmbcNv1Enr3WhJU2/WNXZ2KXrHBUos5XhOWuKVe4YjiUdaY6ganGoO5Nudiu1cOsZrctMjgr657CDq06tgSLEfr/7Lq1a+LGmtwzDoIXkcy0dXKyxOLcFp4ojWAOe3n5G+lYZYi7903qeFVP49zc8L4owzQxxU9ZbS3SWl9tPcFcV+ZamqpSQ50msb6t+XeFx8ZIxGlkE1FKXaTu0OAHwXauHdHRYplqSKokHhMY0aSN7jbda06k5czowUFZJGm0OFtrMQdVVQswPAYXXs2/OyqZl4x5Uy7OMs4Bh9LUV7Wu11FZUeD00bWn5xxeAXFrTs5wbpbyJC284M6tY+niJpnaHk7XLDpO9hzsbHvXn/AIufYx4pnjFqHFsH4gy5VNHhDMCq42OnLKqkYfNa2F2pzXjzmvFibErJhIUpNyqPhy6mjjJ1Y7U1uZHPPEPOWQMfw+izzl2lho8YaJKXEMFrHVdK9ruVyWtNtwbjqItdc5+ym4ftx7JlJxAwqDpZsLt0zmjz6Z/b3NdY92py9CtyTBUZKwbI8FPJPRYPQwUUNVUD5x7Iw0XDfvSdAKz2IZIw2TKcuAOpQ+B8LoJIXjU18bm2Lbdm5VdUaFdTpcETKnKvhtFb4mfKZ4Mcjonizm8wepQuF03NPAvHcFzFiGG0+I0boYJ3NidK5+vQTcavJO9iFivE/mL8YYd9eT+wvpFNSSkj5GUJQbi1wNJjY+Z4jjaXOPIKdtJVGQRink1Eg6dJvbYfrC3WPhHmaJ4kixPD2PHIh8l/0FO7hVmx7g9+L0TnAWDjLJf9DuCakRpZo8EzKeR/S04k2LQHdRuPWi3M8IMxk3diGHEnmdcn9hE1IaWcnURzUFFvNYyTrvAzegxb+ui/RK6HO/EWyO8FgjkZYAXdY33v+pc84F/cOLf10X6Ll09sZd5QKF0Y41GL2OnDo3bbfPWuVF0uKi2ikY/lq8sAja7uv2LJdC/02p0L/TagMcyfEnhhNG1tybjXewtsVGGbE9+komam6C0iTZxJ3HsCyAgeOT27KLYHF7fLb5wQHSshyYgY2Xo2iS48nXyHf8PevROR3VYAa+NhZbzg/u/auCZGjd83uvQeSWEMbv1Kq4kS4M4xmi5zJibiLfwqT9JZ3JeQ25gy9j+csVq5qbCMvMi6Y08fSTSySOs1jASAOVy4na45rB5pFsy4pvsKuQfFbpwrz5mnhhhtZmSDCKfFcsYlUDDcSo5xqjkkDNbQfQOkusSCDuLdnvladeGWweGdpWhztfhdJ9WuHafkWjTw1TOqscXfRqneyvbd2bXRPj2GDqMpUeM4ngmGZAqKnFZscbpZTztZHPBMHlrmOs4i1hq1ctN1fY/lTIeUcamy7jmaMQrq+icIq2fDKRj4YZB57Gl7g6Qt5HYbgjmu35ap+F+AcXOHnEHLFEcJoM5UVZajefIpai2gEX80OcS0W26xsV514gYFiuW87Y9hOMRyQ1MWIVBPSNt0jXSFzXjtDmkOBHUVzsuzCeYVvUSnKEVG+9lJvU07v5bf77jqZrlNPKsM8UoRnNzttdxS0pppcfevffhY3vJvBjLmbs347lWnzhVNbhlIMRpqtlK1zKqmMcbwbagWu8u1lgeFOQME4m52dlMY5WULZmPkpJuga4uDQSdbdWxItyJ610L7GXBcRyxxFxqhxejDKhmWZamSB4vpEjY3ta8DcEtLSRz3Uv2M2baPFuLOF0sOQssYcXUs7vCKGCpbKz5s3AMk7226t2+1a+Kx+KorEqnUclCEWpe7x69t7G1gcqwWJeDdWCg6lSUXG0ndJqy7LXNWyBwnyxnzMeN5Xoc0YlDV4RFUSwB9JGTVtiIDgLP8l1+QPUe4rXsmcNMTz3g+acbwOSRtNl2l8M+eYNctySGGxsDoa4m1+Q7VleHWaRkzjdR4xJUdHT/bmWnqT1dFLK5jr9w1X9i6wcTw/g1xuockUlVEcHxnEayfEodtBZW2bDG7ujDQR3O71bGY7H4OpKnSbk5QU43ttbefjt4lMvyzLMfShVrRUFGcoSt83wP/AE737EcNoMrZek4f1eb8Vxmvgnirxh1NTMpWPZPM5jnizy4aQ1jbuJG2wHMBXWK8LcZwrhhhHE2pe4UuKVklMYNO8Ue4ikO/35a7q5Fvato4hZAdhOcMG4J4ZUiRseIT1LntcSLVEnzZJ7W07GEn1roWU8WyXxOpc9cLMJxLEJvtlR9LhUFRA1kMD6NrGRCIhx9CMnYXsb81NbOcRShDE023FvW+dqd7Llt1Jw32fw9apVwdRKM4xcIu9r1UrvnvwtZdTjvCjhxhXEYY7HiGO1VBNg9C/EdMNK2QSwsAuASRZ1+rlyUcY4aYc3hrFxRyxmGasw4Vv2vqaespmwzwymx6nOa4bjketbd9jPE+kxfO8c1MySWHLVWHQS30uIIBY4Ag22sbEdauZ6uh4hfY7V2MPwmDLvyUr2iKmw57mUVc+TRfVG5ziZAH89RPL1CuIzPE0sxcYzehSprk1aS3VuO/K3ArhMowlXKY1J0/+RwqPmneDVnfhsuKfE4Rcjzea7vI6YZQwcNAcPtfCTcfzbVwj1XC76WF2T8I/wDbqf8A6bVzvSGrUKF+r8kfT+h5WxeKXyx82cKz26tcZmxtibc+Tq5c9/guGVz8XNW/pYoQNflFpvtbnzC7/niIt6QLieJQE1cpDgLnrXlqPejDF+JCQN6JhZdoJ9YFzz6jdUzLjAuPBWE6rAtcDt7/AF/43WTELxykb2p0D/TapBZQOrnzObPE1rA27SD1+9JX1grI2wt1UxHlmw353uSRa23UVeiB45PbsnQO9NqlOxDVzH9Ji9t6eI8jqL7X23HvVSCSrc8+E07WMt1OvvdXnQP9NqGB53L27bq2rsI025mr5wwafM2F1OAeBSgSNBinBZpZIASHbu1c7DkuJZIiZDjtHT18XRmKoEcjXjcOB3Fl6V6Ijd0g5rjPFHLk2XM0UuaKaMmlxB7RIQNo52779Q1Dr7isVT3kXhaMk2d+xHDenoIXwBobdtthy2t+tbLhXECrZRwYaYtDoAGF1tthZYvJk1Pj+XKN4IJcxhv6rLIZjyFik+HTtwiMdLO0i4G4uFyJ+7HSz6Cg7y1IuYuMNfSZazPj+XqvwbDcrQCStq4oxJNUTuNmQRX8lu53cQQ0XNitg+x/z7lvj9Uz5TizFmqizBFgoxOXFaLEqmFlJUCSzqZ8cvzUtgQ7WGBpuQAtPyXw2pcu4EcEq8ErHPqYiys6OZvQ1QN7l7XA72NvUOXNdV4X5NpMjU1TFkbLNNl+PEGtFTMxxknmaOQL3ch3CwWWlVoUlpUUyJ0MTVqKTlZG1ZWw3MLcNr6LNPg8+I0UpbDXU+lsdbEBtIWDzH32PUeY7Bd5UxB2GY7NAJA3piAL9u9/is5RUhoqB7pDrfILl55m260Ssro6CudVGQdI6QNb6rrnVI6m2dSlLRx3OuzR1FLLBiMQD3SecVd+A4ZiUfSMhY1xFy3SDY2UMuudjWDGRha5zG63DsCs4quXDsTYxwOiQ8v1LHSbp7vgZqkVU7zKYbgvg5aJaZmnqI7FVxugjhgcQQAWkgrNU7mDS4EkObf/ALFYHNFcH0/QhzdgQQ3fnf8AuW3JRauzWjC0rnkDjng8dBmn7ZxRtDKpoa7SPvhy+H5lzbWF2PjxUNqNDIxfSQXd264xYdi6OAqOdHc+dzKnoxDtzKnSBOkCp2HYlh2LdNAqdIEVOw7EQHk9RbzUFFvNCh13gX9w4t/XRfouXUo3NZG9zgLN8o9vJct4F/cOLf10X6Ll1KHkbt2G5KF0WEGKzF4gqItEkjtTdR0eQ62kDnd1yRbr0lRZjRf0b2theZbaQyW5NyNhtu4atx1WWRikjmaHxPD2v2FjcFTg6hq1X6weooDFsxl0pHQ07XAx65HdJ5vmXHm87v8Agp8OxSSeeOKVkOpzbksdq3v2WuOXNZEANBsDbtBvZRYPnWHqDuV7daA6rkc36Mr0FkrzWepefcj7dEvQOSvNj9SquJEuDOMZr/lLiv8Avkv6Sr5fzrmTLNJV4fhGIaKOu0moppY2SwylvIuY9pFx2qhmv+UuKf75L+ksSv0ThaVOvg6cKiutMePcj8aY6vUw+Y1qlKTT1yW3ezJ4zmTHMxVTa/GcSlqJomNiivZrY2N81rGtsGAdgWaHFXPL/BvDMYbWuo2hlPLV0sU8sYHICSRpcPetSRZZYLDySjKCaXDbga8MwxUJSnGo7y478e823DeKuf8ABMTr8XwvMlRFW4o/XWVAYx0kxsBZznC9rNG2w25K0wLP+bcr4rU4zl7F/AayrN5JoYI2u67geT5I3OwsFrqKPuOGs16tWez24roX/FMZeL9bK8btbvZvi0XeKYpV45Xz4liMgfU1DtckgY1up3WSGgC/f2qtjWYsczDikmOYziMtVXy6C6dxs46WgN5crWFljkWX1FNW24bLu6Gs8RVaacnu7vtfU2WDiRnalzDVZthx2Q4xWDTLVujYXuaGaLC4OnydtrbbK3wDO2ZssYxNmDAcS8CxGfVrqIomB3lc7bWbe/UAsEixvBYdxcXBWatw5LgjMswxaaaqO6d1vwb595uGF8Wc/wCDVtdiGF4+aaqxM6quaOCNrpjYDyvJ35DblfdYrGs6ZpzDSR4djGNzz0kTtbKYWZCx3aGNAbffnZYRFEcDhoS1xgr9bFqmZ4yrD1c6snHpd2338yK9Af6n4R/7dT/9Jq8/L0B/qfhH/t1P/wBJq+G9IW2Ho978ker+h53xeK/bHzOL555yetcVxH7ql/pfqXa88Al0gt2riuIAmqlsL+UvLUe9lqOSilrbc/antQBEt7Ldqb9hQBWuJPrG0r3ULQZrtAu3UACRcgXFyBfa6ugCSdrW7VA7GxQFtTurXUkZmhZ09vKBdpaO/rXP855los24TiOBYdJTTOiNnRyB8cjXjk5pIsdxbkulC19+S1TNmR4I66pkpohaspGzXAsXeXe+3eAtTFVHTsdDA4dV1LqkXPAzOHR4PT01U4iWE9FIDe4I2K9WZSr6WthtqYdQ2F+a8CZYxiXBM01NG4aIJ3a2AHrGxF/UvTvDbPvgrYYagAgbB5PxWlUWpG/Qeh2PTOG4LQTFjpqdrrG9+xbTS4NDdjWWDL9XUub5azrT1JDelaARzXRqLMtE+mvHO07WcOtYUup0tN0VqzDukje1jSWNub89lwDO8s8WY3UYk8mIdLa3UXWXoGHFKXoQwz2BbYgOXmb7ITNEmS8zwYrEy8dZSvhY9w8kPDgRc+q6o3aSLNe6d34YZ8wnL7ZIq+eF94g17ekFwTb+9YriJxryDl9/htfi9NSQySCNrnSNsHE+SOfM9i+fVLjXGfM2Z5osGw58lNNJZoZK4Ei+zgb2+C9FcPvsWJMyYYzG+KMUlRVwy66aF87h0R56iOs8t1M4XjpK0qilK6PV+VszQ49l2lxainL6WoYS1w5Os4tJ94Wv5vxptJSS/OOF+R5q6ydh9DlbJ9Hl6iqGzQ0LHRtsbk3JJv33JWicRcQf4NIWHaxNgteT2sjYkrM49nnEHYl4W/zg4gC/VYrnpYLkBbrmD5nDZ5ZSNRaR6wVziB+YmaPDIqZzbjVba2x35772966mVv3ZI+czde/FmR0dxUdHIWO5sFi2y5mEzY301E5mvSXh5FmXPlWv2Abd6hPLmjW7oYKMtb/Fkki/cfK27L93euockyug9hRYeWpzOzYUFM67rAglwAte58rbsRAeZFFvNQUW80KHXeBf3Di39dF+i5dOjnibI6nfIA5zb6b76eRNlzHgX9w4t/XRfouW+s/lTFv/AKC7/qBWiriUtNu9Fy3C2NjdGKqUFwAJ3sLAi/bfcb9wUWYbEx7C6rlc1gA09wv/AHe4K+ieXveHse2ztI1bXHaFjhUzdMHyYo2OMSHybXJHU07dxRK5a9uBT+1UheC+re+1tzzB3v7yfiVloCyPo2B5dpIFydzbbdY91RWanNZWU+7vJ5+SOduW/V/jlVpzicwDzVwBpJ0kMJ31cjcdW/tU6V1Icuw7DkeRpMexXoTJQ8lm45dq8+5HuOjBO/WvQWSidLNzyWNcRL4WcXzX/KXFP98l/SWJWWzX/KXFP98l/SWJX6NwP6Wn+2PkfjDNP11f98vNhERbRoBERAEREAREQBERAF383OTcIsbXw6n3tf8AzbVwAr0CNsm4Pb8XU/8A0mrzv0hf0KPe/JHsvod/VYr9sfM4dniKQSSONS4gk3Gj8y4jidPMK14biD2h29tN7e9d1z657WSujZrcOTb2XBcRxHEfDB/k8uBcQ4hpGkaiL79Vt15Wme8ydimyCo0N11xdpka7zbbA7jbndXRlbbmqDaipf0WmDSHW13B2339Xcrr2D3KwTLFlPKyw8PcQLAjRvy7SouglJBZXFgtyay/51e9d1bVVTUwvY2GlMjSd3A8u63NHsS3YpshmId09c53Uyzdwrpr4wxrS8uLevTuVaGtr+kfagPkA2JBF7WsB2kgnu2V22R74NXlMeWXAPMFE7hO5HpI7g3O3aLK7nkhxOjgY9/8ACKPU0C1+khJBt6wVjKd1fFC01TOke5x803s2/NVZJH6C4B8bh32PwWKtSVaNuZsYes8PPWjkObMDmpsUfXUVKXiGXpA5hB8i++3PkVtGU8YmYdIfqLfNBWZxDDpMTkmIja9/Rk9hcdtrj1rToIKzAqoslp5YtDrN6RttY7u1c+VKpFWkjpqtTqyvE7lgOb5qTSJH7CxsukYDxIjaGtNSLEcrrzxhePR1MTdbbdRV46rnp5xNFNIB1aXWB9iwOJu061kercKzrBVlrhMXXNlc5lwLLOc6dlHjVDDVxAEhsjA6x7V52y/mmsZo8sg9ZPUt9os5zwwdLUSa7NuD5qoo7mzGtG1zZ8PwrK2VcWp6bB8Lp4I4narRDSepdbdmPB5ozU09fTSRNiJk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width="304px%" alt="buy bitcoin schwab"/><br />
It&#8217;s important to remember that there are no guarantees when it comes to making purchases with Bitcoin or other cryptocurrencies. Payments are typically final&#8211;no refunds&#8211;and some data about the transaction will be in the public ledger of the currency, depending on what coin you are using. The Motley Fool recommends investing in companies that are using blockchain as part of an overall business strategy. With that approach, you can benefit from early adopter gains without taking on quite so much risk. Coinbase offers $5 in Bitcoin for signing up for an account and requires a $2 account minimum as well as transaction fees. Anyone who wants to ride the crypto wave can learn about how digital currencies including Bitcoin, Polkadot, Dogecoin and other crypto currencies work and how to open and stock a crypto wallet.</p>
<p>Though you can get exposure to cryptocurrencies in multiple ways at Schwab—trusts, futures, and individual equities—you cannot currently buy or sell individual cryptocurrencies directly in a Schwab account. Cryptocurrency trusts and mutual funds can involve high expenses, with fees exceeding 2% or more of the investment. Clients with a futures account can trade Bitcoin futures contracts directly. 67% of retail investor accounts lose money when trading CFDs with this provider.<br />
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" width="308px%" alt="buy bitcoin schwab"/><br />
Its volatility is driven primarily by supply and demand, not inherent value. Bitcoin, for example, doesn&#8217;t have earnings or revenues. It doesn’t have a price-to-earnings ratio, price-to-sales ratio, or book value. Traditional value metrics don&#8217;t apply, so there are no methods for assessing its value that we endorse or find persuasive beyond the trading value. Considering its volatility and the possibility that the entire value of a cryptocurrency investment could disappear, investors who don’t think they could handle the market swings might want to steer clear. Whether you decide to invest in Dogecoin, Bitcoin or another cryptocurrency, remember the risks that come with buying a volatile asset.</p>
<p>If you&#8217;ve not been paying attention to these virtual currencies based on cryptology and traded on blockchain, now&#8217;s a good time to get up to speed. These nine questions cover the basics of how to get started and how to avoid scams. Why you might want to store your ETH in your own wallet? Well, for starters, you don&#8217;t control your private keys if you leave your crypto on an exchange like Coinbase. Furthermore, there are a lot of reports of exchanges banning accounts , and this could leave you trapped and unable to access your crypto. Moya from OANDA notes that cryptocurrencies remain a speculative asset, and when there is a market sell-off, Bitcoin and fellow virtual assets will drop in value, too. During the pandemic, novice and traditional investors started buying digital currencies in droves. There is the sell-off we are seeing on Wall Street over inflation fears that&#8217;s spilling over. There is also concern that regulators around the world, including in the United States, will crack down on these virtual assets. And then there&#8217;s Tesla CEO Elon Musk, whose comments continue to move cryptocurrencies such as Bitcoin.<br />
<a href="https://www.beaxy.com/exchange/btc-usd/"><img 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' alt='Bitcoin Exchange' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
Quotes on Canadian securities are provided by the Toronto Stock Exchange. Trade executions are through third parties who may execute trades on a principal basis and may include additional fees, a mark-up or mark-down as appropriate. Investing in these securities involves additional risks related to currency exchange calculations and fluctuations, economic and political differences and differences in accounting standards. Futures trading involves a high level of risk and is not suitable for all investors. Futures accountcan trade Bitcoin futures contracts directly. Traded contracts are settled in cash, not cryptocurrency. Digital currencies, such as bitcoin, are highly volatile and not backed by any central bank or government. Digital currencies lack many of the regulations and consumer protections that legal‐tender currencies and regulated securities have. Due to the high level of risk, investors should view Bitcoin as a purely speculative instrument. And in January of 2018, hackers stole almost $500 million from the cryptocurrency exchange Coincheck Inc.</p>
<h2 id="toc-4">Crypto</h2>
<p>It is a way to measure how much return an investment generated for the risk endured over some time horizon. The retail broker seeks further regulatory guidance before making cryptocurrencies available to its clients. As mentioned above, BBB ratings don&#8217;t guarantee that an investment app or any other company will meet or exceed your expectations. The bureau&#8217;s ratings primarily evaluate a company&#8217;s complaint history and customer interaction track record. Blooom provides automated investment management for IRAs, 401s, and other employer-sponsored retirement plans. It has closed one complaint in the last three years and zero complaints in the last 12 months.</p>
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<h2>How long will it take to mine 1 Bitcoin?</h2>
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<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine one bitcoin.</p>
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<p>Learn more about bitcoin and determine whether this cryptocurrency is the right investment for you. Billy Markus was a developer experimenting with cryptocurrencies for his own entertainment. Billy created Bells, a crypto based on the Animal Crossing currency. When Billy stumbled across a form post by Jackson Palmer about a “doge” coin, he reached out to make it happen. Billy forked Bells and made some minor updates to the underlying software. It’s proven to be a surprisingly popular way to invest in bitcoin. Thanks to the CME’s established track record and regulatory oversight, institutional investors have flocked to the platform in droves. Having multiple accounts will also let you choose the best price at any moment. The value of bitcoin ultimately depends on whether people buy in.</p>
<p>&#8220;We would like to see more regulatory clarity,&#8221; said Schwab&#8217;s Chief Executive Officer Walt Bettinger on a call with analysts. &#8220;And if and when that comes, you should expect Schwab to be a player in that space in the same way it has been a player in other investment opportunities across the spectrum.&#8221; The cloud computing industry is set to grow by leaps and bounds in 2022 and beyond. Rising omicron COVID-19 cases and Senator Manchin&#8217;s decision not to vote for the Build Back Better bill weighed on stocks today.<br />
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" width="309px%" alt="buy bitcoin schwab"/><br />
“In terms of crypto as an investment, I don’t have any opinion on that any more than I do an opinion on any other item that prices based on supply and demand, whether it be art or baseball cards,” he said. You can buy GBTC but it can trade at a significant premium and there is a high annual fee of 2%. Id only use it if you want to get crypto exposure in a tax advantaged account and try to buy when the premium is low. The information on this website is for educational purposes only. It is not intended to be a substitute for specific individualized tax, legal, or investment planning advice. Where specific advice is necessary or appropriate, consult with a qualified tax advisor, CPA, financial planner, or investment manager. Webull’s mobile app has profiles on digital currencies with ample information. Profiles have price tiles for other coins, and there are also news articles. Schwab charges $1.50 per contract on both the buy side and sell side for futures trades, including Bitcoin futures.</p>
<ul>
<li>Here are the three key factors that will determine bitcoin’s future.</li>
<li>These products allow investors to trade shares in trusts holding large pools of a cryptocurrency, although these can involve high volatility, hefty fees, and other risks.</li>
<li>We can get further insight into the make-up of the bitcoin market by looking at how much cryptocurrency individual addresses have accrued.</li>
<li>It has an A+ rating with the BBB, and it has closed close to 300 complaints in the last three years and nearly 140 complaints in the past 12 months.</li>
</ul>
<p>Read more about <a href="https://www.beaxy.com/market/drgn/">DRGN to BTC</a> here. There&#8217;s also the Personalized Portfolio Builder tool, designed to help you create a diversified portfolio based on your financial goals, risk tolerance and time horizon. Charles Schwab has the educational resources beginners will need to navigate investing, while sophisticated tools and $0 commissions will attract active traders. We believe everyone should be able to make financial decisions with confidence. Digital money or digital currency is any type of payment that exists purely in electronic form and is accounted for and transferred using computers.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What will be the next Cryptocurrency to explode?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>In the series of crypto revolutions, EverGrow Coin is set on track to become the next cryptocurrency to explode in 2022. It was the first major Yield Generation token that rewards its users in BUSD.</p>
</div></div>
</div>
<p>Yet, the startling growth of companies with crypto trading capabiltiies, including Robinhood and San Francisco-based Coinbase, means Schwab&#8217;s prudence is not without risk, Lindenbaum continues. It rallied to a record $66,000 for the first time last week following the successful launch of the first exchange-traded fund for U.S. investors. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website. This compensation may impact how, where and in what order products appear. Bankrate.com does not include all companies or all available products. The information provided here is for general informational purposes only and is not intended to be a substitute for specific individualized tax, legal or investment planning advice. Where specific advice is necessary or appropriate, consult with a qualified tax advisor, CPA, financial planner or investment manager. When displayed, thumbs up / down vote counts represent whether people found the content helpful or not helpful and are not intended as a testimonial. Any written feedback or comments collected on this page will not be published.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-charles-schwab-buying-td-ameritrade-means-for/">What Charles Schwab Buying Td Ameritrade Means For Crypto</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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			</item>
		<item>
		<title>ZRX price prediction 2022, 2025, and 2030</title>
		<link>https://www.barneymcshanerealestate.com/zrx-price-prediction-2022-2025-and-2030/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Wed, 01 Jun 2022 11:04:08 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1303</guid>

					<description><![CDATA[<p>Content What is ZRX? Historical Data 14 days How high can the 0x price go? Protocol Token Price Prediction for 2030 The relatively straight line represents BUSD, a stable coin that is pegged against the US dollar. All the machine learning, AI, and expert predictions often don’t compare to pure technical analysis when it comes [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/zrx-price-prediction-2022-2025-and-2030/">ZRX price prediction 2022, 2025, and 2030</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is ZRX?</a></li>
<li><a href="#toc-1">Historical Data 14 days</a></li>
<li><a href="#toc-2">How high can the 0x price go?</a></li>
<li><a href="#toc-4">Protocol Token Price Prediction for 2030</a></li>
</ul>
</div>
<p>The relatively straight line represents BUSD, a stable coin that is pegged against the US dollar. All the machine learning, AI, and expert predictions often don’t compare to pure technical analysis when it comes to realistic outcomes. By removing emotion and exuberance from predictions, and focusing only on the asset’s chart, more tangible results can be achieved when making forecasts. The protocol is there to serve as an open standard and common building block, driving interoperability among decentralized applications that incorporate exchange functionality. Chukwuemeka is an author and cryptocurrency news writer/analyst. Users can obtain ZRX tokens by purchasing them from cryptocurrency exchanges such as Binance or Huobi Global. Meanwhile, our long-term ZRX price prediction 2022 is bullish. It has a high possibility of surpassing its current all-time-high at about $2.53. However, it is impossible for ZRX to reach this level within this year.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">New post (0x (ZRX) Coin Price Prediction 2019: ZRX Will Lead The Cryptocurrency Market With Decentralized Exchange &#8211; USD / 0x (ZRX) Price Today / 0x News Today &#8211; Sun Mar 10 &#8211; <a href="https://t.co/ugGXtI0OtT">https://t.co/ugGXtI0OtT</a>) has been published on Crypto Ventures &#8211; <a href="https://t.co/03tC1tQZRn">https://t.co/03tC1tQZRn</a></p>
<p>&mdash; CryptoVentures (@ccryptoventures) <a href="https://twitter.com/ccryptoventures/status/1104721956820189184?ref_src=twsrc%5Etfw">March 10, 2019</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>According to the 0x Price Prediction model above, ZRX’s price in October 2030 would be $8.222. This price would however would range from $8.798 and $7.647. According to the 0x Price Prediction model above, ZRX’s price in September 2030 would be $8.069. This price would however would range from $8.633 and $7.504. According to the 0x Price Prediction model above, ZRX’s price in August 2030 would be $7.915.</p>
<h2 id="toc-0">What is ZRX?</h2>
<p>0x is one of these projects, providing a platform for developers to develop all kinds of Decentralized Exchanges . 0x has a lot of potential without a doubt; although it is not entirely impossible, we believe that the highest 0x may go this year is $5. Considering that ZRX is a low-cap token, the token has the potential to reach a price between $5-$10, but claiming that it will reach that milestone in 2021 is impossible. After finding the market pair of your preference, enter the amount of ZRX you are interested in purchasing and click on “BUY”.</p>
<p>Read our ZRX crypto price prediction to understand how it’s possible and what to expect from the asset next. There are also specialists involved in the cryptocurrency market analysis of prices and the execution of transactions online. This cryptocurrency is quite capable of generating tangible income, which attracts more users from the market. The ZRX tokens community has set higher benchmarks  for itself.</p>
<h2 id="toc-1">Historical Data 14 days</h2>
<p>In October 2022, the 0x cost may drop to a minimum of $0.40. HowTo Guides How to buy / sell / send Crypto guides.Crypto Questions Answering most of your crypto questions. Fundamental Analysis Key factors and information to perform crypto fundamental analysis. Take advantage of the 50,000 USDT on your demo account, leverage of up to 500x and crypto trading signals in our mobile app. Once you&#8217;ve completed your deposit, head over to the trading platform to buy ZRX. Technical Analysis ZRX/USD  has completed a 5 Elliot wave structure followed by a A-B-C correction structure.</p>
<p>THis price is probably fair for the coin as it stands, but leaves it open to growth substantially from this point. But 100x price explosions are a common sight in crypto, so a $10k investment in 0x could make you a millionaire. % change over the current price which hovers around $0.3116. Yes, 0x price will increase according to our predicted data in future. WalletInvestor has only optimism in store for the x Protocol Token price prediction, valuing 0x Protocol Token at $0.95 by the end of 2025. PricePrediction.net agrees with a positive forecast and predicts, in turn, $1.35 for the same period. On the other hand, TradingBeast’s team is more pessimistic — their 0x Protocol Token price prediction for December of this year is just $0. Below we have collected the most reliable price projections for 0x Protocol Token from popular forecast platforms. In the past 24 hours, the crypto has been decreased by -6.01% in its current value. If we compare the current market cap of the ZRX with yesterday’s, you can see that the market cap is also down.</p>
<p>ZRX is probably a good investment advice for the approaching years. There should not be any heartbreaks nor any complete joyous explanations required if you invest thoughtfully. The ZRX keepsake monetary value stabilised during 2019, moving between $ 0.15 and $ 0.30 for most of the year. Once someone finds and fills the 0x order, the 0x protocol’s settlement logic will verify the maker’s digital signature and make sure the conditions of the trade are completely met. If everything is in order, tokens will be automatically swapped between maker and taker. Currently, the ZRX price has lost nearly 43% of its value since the beginning of June’s trade. Therefore, it would be extremely difficult for the asset to recover the losses while the bears still hold control over the rally. Therefore, if the price halts the descending trend, then a rebound may be expected, else the asset could test new lows throughout this week of June. This year has not been kind to most cryptocurrencies as the market has taken a deep dive since Bitcoin’s all-time high late last year. ZRX started the year at $0.8 and proceeded to drop down to $0.5 by February.<br />
That illustrates the information and enables traders to create, fill and call transactions. It now expects the token to surge to its potential high of $0.675 by the end of 2022. Wallet Investor foresees, the altcoin to hit a maximum of $0.954 by the end of 2023. Ox protocol being the liquidity endpoint for Defis on a host of prominent chains. Such as Ethereum, Avalanche, and Fantom, amongst others, might attract newer chains. Moreover, ERC-20 tokens could <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> rise in demand by the second half of the year, following ETH 2.0. Wherefore, ZRX’s price might chug up to its potential high of $0.75. Based on our forecast, in short term 0x is a good investment and in the long term 0x is a good investment. No one should lose sight of the fact that the number of ZRX tokens is limited to 1 billion, which means that in the long term the price will only increase. Tesla lacks sufficient Bitcoin to fuel its factory cash burn.<br />
This chart is based off of The Elliott Wave Theory, Fibonacci, EMA’s, MacD, RSI, and Momentum. ZRX has just bottomed at Wave 2 and Wave 3 is just starting. We are currently crossing the weekly 10 EMA with strong momentum. In my humble opinion, although the market seems quite dizzy these days, the winter has finished for all crypto industry. If users are unsure about which staking pool to stake with, they can refer to the staking wizard for an easier process. 0x claims that centralized exchanges are expensive, slow, lack liquidity, and due to centralization, face security issues. Ox is an Ethereum-based coin that allows offline transactions to take place, which reduces the cost when the transactions are carried on the Ethereum network. The Ethereum based coin is made up of the combination of two strategies. First, using a state channel allows offline transactions to take place, which reduces the cost when the transactions are carried on the Ethereum network.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I liked a <a href="https://twitter.com/YouTube?ref_src=twsrc%5Etfw">@YouTube</a> video <a href="https://t.co/QmcbiNII56">https://t.co/QmcbiNII56</a> BITCOIN BTC ON NYSE? LITECOIN LTC, 0x ZRX, STELLAR XLM PRICE PREDICTION 2018 (CRYPTO</p>
<p>&mdash; MsQueenEarth (@MsQueenEarth) <a href="https://twitter.com/MsQueenEarth/status/993955945364512768?ref_src=twsrc%5Etfw">May 8, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>On the second week of April, 0x was trading at $2.38 and nearly broke its current all-time high. However, during the summer, 0x experienced a dip and its price fell. In fact, 0x is considered to serve as the heart of the cryptocurrency market. We will do our best to answer these and many more questions throughout this article. Because of its secrecy, the ZRX coin’s cryptocurrency price prediction acquired more traction. Indeed, privacy is a hallmark of 0x, which has been at the centre of all ZRX activities and has gained widespread approval.</p>
<h2 id="toc-3">Coin Exchange: How To Buy ZRX With Crypto?</h2>
<p>This is a short-term price prediction/forecast, includes only the next 10 days, updated every 5 hours. This guide provides step-by-step instructions on how to buy Terra Luna Classic, lists some exchanges where you can get it and provides daily price data on LUNC. This guide provides step-by-step instructions on how to buy Terra Luna Classic, lists some exchanges where you can get it and provides daily price data on . Following the ICO the price of the token rose to $0.42 at its peak, and then as expected, the coin’s price dipped back down before it was propelled forward by the hype of altcoins in early 2018. There were three distinct price jumps for ZRX with its all time high coming at $2.11 at the end of January. More so, reaching this level could not be so difficult for ZRX as an additional medium, short-term, and long-term price targets could be found to purchase or sell orders.<br />
We do our best to collect maximum historical data for the ZRX coin which include multiple parameters like past price, 0x marketcap, 0x volume and few more. If you are looking to invest in digital cryptocurrencies and want good return on your investments, make sure to read our predictions. The exchange of coins is at a lower cost and can be directly done through the digital wallet. It is a decentralized exchange of tokens that is based on Ethereum. The 0x cryptocurrency uses smart contracts that are shared throughout the network. According to DigitalCoinPrice’s ZRX coin price prediction, the currency will hit roughly $0.30 in July 2022, marking a strong bullish trend and a 30 percent upswing, and will reach $0.31 in December. According to the site, the average price of the coin will be $0.34 in 2023 and $0.36 in 2024. ZRX is expected to trade at $0.43 in 2025 and $0.43 in 2026. ZRX is anEthereumcoin used to power the 0x protocol and is one of the more decent digital assets.</p>
<ul>
<li>Throughout 2028, the ZRX price might reach a maximum of $4.62, with an average trading price of $4.03.</li>
<li>We’ll find out shortly in this ZRX price analysis 2022 article.</li>
<li>There are batch of good projects built on 0x protocol and have been doing identical well in terms of volume.</li>
<li>On the contrary, TradingBeast keeps predicting 0x Protocol Token price decline, quoting prices around ~$0 in 2023.</li>
</ul>
<p>The experts in the field of cryptocurrency have analyzed the prices of 0x and their fluctuations during the previous years. It is assumed that in 2025, the minimum ZRX price might drop to $1.31, while its maximum can reach $1.51. ZRX is a legitimate project that is based on the Ethereum blockchain. There are several good projects based on the 0x protocol that have done exceptionally well in terms of volume. It may be used to trade a broad variety of assets without requiring authorization.</p>
<h2 id="toc-4">Protocol Token Price Prediction for 2030</h2>
<p>The 0x protocol, like any other cryptocurrency, is the topic of a wide range of opinions. The price of 0x was $0.42 during the ICO, and by the end of January 2018, it had risen to $1.8. Since its birth, the token has competed complex and powerful against its rival cryptocurrencies. The cryptocurrency had the most significant price rise once or twice in 2018, although this trend did not stay long, and ZRX traded at $0.48. In 2025, the price of ZRX is anticipated to reach a minimum of $1.31. Throughout 2025, the ZRX price might reach a maximum of $1.51, with an average price of $1.35. The price of ZRX is expected to reach a minimum of $0.41 in 2022. With an average trade price of $0.43, the ZRX price can reach a high of $0.50.<br />
They require a good level of financial knowledge and experience. ZRX comes from the blockchain protocol 0x, which allows for decentralized exchange of tokens and assets issued on the Ethereum blockchain. The role of 0x and the ZTX token is for developers to be able to use it to create their own applications for cryptocurrency exchange. It offers a wide array of functions, such as the ability to conduct over-the-counter trading of tokens issued on the Ethereum blockchain. Decentralized projects have seen a huge development shift in 2021 and continue to attract attention from the community. 0x protocol focuses not only on creating a decentralized platform but also on cheap and fast transactions between Ethereum assets. Despite the crypto market staying bearish, the token showed a significant rise last week.</p>
<div style='border: black dashed 1px;padding: 12px;'>
<h3>JOE coin (JOE) price prediction: Can DeFi exchange rebound? &#8211; Capital.com</h3>
<p>JOE coin (JOE) price prediction: Can DeFi exchange rebound?.</p>
<p>Posted: Tue, 08 Feb 2022 08:00:00 GMT [<a href='https://capital.com/joe-coin-price-analysis' rel="nofollow">source</a>]</p>
</div>
<p>In decentralized exchange, platforms such as Radar Relay, Pradex and Star Bitex have used ZRX prtocol to enable them trade without storing tokens or assets. By the end of 2025, the price of ZRX/USD could reach $10, according to ZRX coin price predictions. ZRX coin is one of the most promising crypto assets for long-term investment. It may hurt slightly, but bulls will return to trade, and its 0x price might surge to an average of $1.010 by 2024. The 0x price prediction reveals the cryptocurrency to be a profitable investment.</p>
<p>Users can purchase ZRX from centralized and decentralized exchanges such as Uniswap, Coinbase and OKEx. ZRX appears to be a solid investment in the short term, with most experts forecasting a solid return from the token over the next few years. In the long term, ZRX could become a leading DEX, resulting in ZRX hitting so far unseen highs later on in the decade. ZRX almost made it over its 2018 all-time high last year but failed. As regulators come knocking on doors of centralized exchanges, decentralized alternatives like 0x stand to benefit. If 0x becomes a market-leading protocol, its native token will surely benefit.<br />
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' 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As of today, its maximum supply is $1 Billion, its market capitalization is $249.61 Million ($249,614,830.96), and its fully diluted market capitalization is $294.53 Million ($294,532,145.07). The summary for ZRX/USD is based on the most popular technical indicators — Moving Averages, Oscillators and Pivots. The ZRX token price prediction is bullish in the long perspective, though analysts don’t expect the asset price to jump higher than $1.3 by the end of the year. More optimistic experts consider ZRX reaching $2 this year as a possibility. 0x uses open-source, publicly audited smart contracts that work together to provide decentralized exchange functionality. Those smart contracts produce a flexible, low-friction trading protocol that can be easily used by the developers of other projects. The code for the token executing swapping is shared on the 0x main page. There are several cryptocurrency exchanges where you can buy 0x. However, different crypto platforms have different ways of buying ZRX tokens. The 90 days price change is around -62.97% and the price circulated from a minimum average price of $0.75 to maximum average price of $0.81 in the past 90 days.</p>
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<h2>Is FLOKI a good investment?</h2>
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<p>Floki is one of the riskiest investments you could make right now. It could be the best investment of your life or the worst. If it can achieve success anywhere close to Dogecoin or Shiba Inu, you will likely make a large return on your investment. However, it could easily crash to zero and lose the public&apos;s attention.</p>
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<p>On a bullish note, ZRX continued the year 2018 with a price of $0.96. Later with a price surge, the token progressively hit $2.53 to record an all-time high by mid-January. Shockingly, Ox failed to be stable and the price declined to $1.42 within a few days. Ox is an open-source protocol that promotes the peer-to-peer exchange of Ethereum based assets. It comprises freely composable Defi blocks and builds a protocol that needs liquidity and exchange for functions. The list of exchanges are only some of the global exchanges that trade this asset. The inclusion of an exchange on this page, does not imply that trading the asset on this exchange is regulated or permitted in a specific state or country. Nor the inclusion of an exchange should imply that we recommend doing business with the exchange. Our prices on this page may not accurately represent the latest trade/price on an exchange.</p>
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<h3>renBTC Price Prediction for 2022 &#8211; 2026 &#8211; CryptoNewsZ</h3>
<p>renBTC Price Prediction for 2022 &#8211; 2026.</p>
<p>Posted: Tue, 19 Jul 2022 07:00:00 GMT [<a href='https://www.cryptonewsz.com/forecast/renbtc-price-prediction/' rel="nofollow">source</a>]</p>
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<p>The co-founders are Will Warren as Ox’s CEO, and Amir Bandeali as CTO. Cryptocurrency analysts are ready to announce their estimations of the 0x’s price. The year 2031 will be determined by the maximum ZRX price of $15.47. The year 2029 will be determined by the maximum ZRX price of $6.69. Cryptocurrency experts are ready to announce their forecast for the ZRX price in June 2022. The minimum trading cost might be $0.36, while the maximum might reach $0.39 during this month. On average, it is expected that the value of 0x might be around $0.37.<br />
This year might mark as the benchmark year as ZRX value is predicted to surpass a new all-time high around $5 by all means. According to 0x price prediction, with mass adoption, ZRX is estimated to reach around $1.49 by 2025, a price increase like never before. After the analysis of the prices of 0x in previous years, it is assumed that in 2023, the minimum price of 0x will be around $0.63. Having analyzed 0x prices, cryptocurrency experts expect that the ZRX rate might reach a maximum of $0.48 in November 2022. For November 2022, the forecasted average of 0x is nearly $0.42. 0x&#8217;s purpose is founded on the principles of private and censorship-resistant transactions. Unlike other cryptocurrencies such as Bitcoin and Ethereum, where all operations and transactions can be followed, there are hurdles to secrecy. The encryption that drives the 0x protocol act as a safety cover, a barrier that enables all transactions while keeping all data secret and secure. Before we get into the specifics of the ZRX price forecast, have a look at our Ox summary.<br />
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" width="307px" alt="0x crypto price prediction"/><br />
We will cover the roadmap, milestones, tokenomics as well as the factors affecting ZRX. Then, we will give you a comprehensive ZRX price prediction from 2022 – 2030 based on both qualitative and quantitative factors. Finder.com provides guides and information on a range of products and services. Read more about <a href="https://www.beaxy.com/market/btc/">byc to usd</a> here. Because our content is not financial advice, we suggest talking with a professional before you make any decision. Get an expert outlook with our 0x price prediction, forecast &#038; analysis report. Investing in or trading gold or other metals can be risky and lead to a complete loss of capital. This guide should not be considered investment advice, and investing in gold CFDs is done at your own risk.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/tether.webp" width="301px" alt="0x crypto price prediction"/><br />
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. ZRX token powers the ecosystem, and is also used to pay the transaction fees on the platform. Those fees are used to incentivize the market maker&#8217;s liquidity. Nodes host an off-chain order book and offer the applications that present the data needed to perform the transactions paid in ZRX. The average price of 0x might go to $0.43 by the end of this year. If we estimate the five-year plan, it is estimated that the coin will easily reach the $1.93 mark. ZRX is probably a good investment advice for the upcoming years. There should not be any heartbreaks nor any over joyous explanations required if you invest thoughtfully. In the middle of autumn 2022, the 0x cost will be traded at the average level of $0.43.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/zrx-price-prediction-2022-2025-and-2030/">ZRX price prediction 2022, 2025, and 2030</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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