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	<title>Sylva-plast &#187; Crypto News</title>
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		<title>Find Values And Sell Your Rare Old Coins</title>
		<link>https://www.sylva-plast.it/find-values-and-sell-your-rare-old-coins/</link>
		<comments>https://www.sylva-plast.it/find-values-and-sell-your-rare-old-coins/#comments</comments>
		<pubDate>Thu, 09 Feb 2023 08:27:38 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[<p>For these kinds of factors, you need to be somewhat clued up, so an expert opinion is always advisable. With this in mind, a coin with particular historical significance might be detailed online, so it is often worth an internet-search. For coins that are already known to be valuable, provenance can be key. Just like [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/find-values-and-sell-your-rare-old-coins/">Find Values And Sell Your Rare Old Coins</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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" width="308px" alt="rare coin"/></p>
<p>
<p>For these kinds of factors, you need to be somewhat clued up, so an expert opinion is always advisable. With this in mind, a coin with particular historical significance might be detailed online, so it is often worth an internet-search. For coins that are already known to be valuable, provenance can be key. Just like a painting, rare coins are sometimes exhibited, sold at major auction houses, or owned by renowned collectors.</p>
</p>
<p>
<p>This is why uncirculated coins are usually more valuable than coins that have been passed from hand to hand. Uncirculated coins have always been kept in the very best of conditions, making their value much higher. A coin in flawless condition may be worth hundreds of times more than a low-grade version of the exact same coin. Individual coins that are above average in appearance for strike, luster, color, toning, and eye appeal are considered to be higher in quality and in greater demand than those that do not look as nice.</p>
</p>
<p>
<h2>Most Valuable Quarters: A List Of Silver Quarters &#038; Other Rare Quarters You Should Hold Onto!</h2>
</p>
<p>
<p>I’m going to explain to you how you can find the value of a <a href="https://www.beaxy.com/exchange/btc-usd/">coin value estimator</a> and all the different factors that go into determining coin prices. As Maryland&#8217;s State Library Resource Center, the Pratt Library has a broad collection of resources for coin and bill collectors. What we&#8217;ve mentioned in this guide is only the tip of the iceberg. If you&#8217;ve tried these sources, and you still can&#8217;t find what you&#8217;re looking for please contact us. Also, check the reputation of the dealer you are buying from.</p>
</p>
<p>
<p>Far fewer of both silver dollars exist today due to melting, but there are still many more 1921 Morgan dollars than 1921 Peace dollars. Although the Pratt Library does not appraise coins or bills, we are happy to provide assistance in finding the book value for your currency, using print and electronic resources at our library. Whether the coin or bill is a &#8220;general issue&#8221; or a &#8220;commemorative.&#8221;Some price guides have separate sections for commemoratives or other &#8220;special&#8221; issues. Multiply the weight of the coin by the percentage &#8220;fineness&#8221; of the coin .</p>
</p>
<p>
<h2>One Dollar Coins Values</h2>
</p>
<p>
<p>If you aren’t a seasoned coin collector and you stumble across some old or unusual coins, you might be scratching your head trying to figure out how much they’re worth. It&#8217;s actually super easy to find out the value of old coins and who knows…maybe you’re sitting on a gold mine! In this article, we’ll help you figure out what your old coins are worth. We’ll even walk you through how you can get the coins graded and appraised. Read on to learn more about evaluating your coin collection.</p>
</p>
<p>
<p>They’ll also take into account what similar coins have been selling for lately. The value of a coin is greatly affected by its condition. Higher quality coins are generally more valuable than coins that are blemished or damaged. Don’t expect to fetch mint-condition prices if your coin is damaged or in poor condition. While I hope this post has helped to educate you about the nuances of coin values, I’m glad to help answer any questions you may have about what your coins are worth.</p>
</p>
<p>
<p>If there are 1 million coins in circulation and if its current price per coin is $1 then its total market cap is $1,000,000. To know the market cap of popular crypto currencies you can use websites like CoinMarketCap where they provide enough data about a coin or a token. However all the new coins, tokens and ICOs are not listed on these data websites. This tool is for users who are looking to estimate market cap of such crypto assets. USA Coin Book is a great place for dealers to put their inventory up for sale online in front of a large targeted audience of collectors.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the best way to find old coins?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Best Places to Look for Old Coins:</p>
<p> Old coins are a common item in many antique shops. Where to find coins? Places that are generally empty, overlooked, or not often frequented such as abandoned houses, attics, beneath bridges, and posthole banks are sometimes a good place to look.</br></br></p>
</div></div>
</div>
<p>
<p>This will establish how much of the precious metal you have to sell. Coin Guides is a fast-growing cryptocurrency publication that helps users to understand the Blockchain Technology and Crypto Currency. We publish latest crypto news, coin mining guides, wallet setups, reviews, token guides, trading tips, online security and various other aspects of cryptocurrencies. To calculate market cap you need to know the circulating supply of coin/token and its current Fiat value. In the case of Bitcoin its circulating supply is 17,231,612 BTC and its current value in USD is $6,654.91.</p>
</p>
<p>
<h2>World Coin Search</h2>
</p>
<p>
<p>If you&#8217;re interested in paper money, refer to the International Bank Note Society&#8217;s grading standards. Rarity involves the number (or &#8220;mintage&#8221;) of coins or bills that were originally produced. Rarity also involves the number of those coins or bills that are still around today. Buy price is the price that a  dealer would be willing to pay you if you sold them your coin or bill.</p>
</p>
<p><a href="can ripple be mined"><img 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' alt='https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-ripple-xrp/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p>
<p>About 3-5 dollars, depending on the date and condition. Hundreds of millions of those exist, so they&#8217;re not rare. If there is no date on the coin and it has a really rough texture, you probably have a hammered coin, which are generally very rare and expensive. If the coin isn’t in English, see if you can identify the language first.</p>
</p>
<p>
<h2>Finding Values for Currency</h2>
</p>
<p>
<p>PAYMENT &#8211; You should expect immediate payment upon delivery of your coins. If you are shipping the material, allow one business day for the buyer to mail, wire or FedEx payment. The dealer must be willing to disclose their profit margin and buy/sell pricing. The PCGS is generally considered much more reputable than the NGC, but their services tend to be pricier. It’s not like NGC’s appraisals are bad or anything, they just tend to be a little less thorough. If you don’t feel like downloading an app, you can also upload a photo to Coins Catalog to reverse search for the coin.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="304px" alt="metal"/></p>
<p>
<p>Scroll through a catalogue to find your specific coin. If you have narrowed down when or where the coin was minted given your Google search but you still can’t really tell which edition or specific mint you’re holding on to, pull up an online catalogue. Scroll through the images from that era to look for your specific coin. Use the year and image on the coin to run a Google search. Enter your description into Google to see if your coin pops up. This is also why it’s important to learn about coin grading — it will help you better understand the value of your coins.</p>
</p>
<p>
<ul>
<li>For coins that are already known to be valuable, provenance can be key.</li>
<li>To see demand in action, look at the prices on eBay&#8217;s coin and paper money page &#8211; when more people want to buy a certain item , the price often goes up.</li>
<li>I&#8217;ve been a collector for over 20 years now, from BC to present day as you can see!</li>
<li>Click HERE to view our recommended coin pricing sources.</li>
<li>Note that a coin’s value is subject to changes in the market.</li>
</ul>
<p>
<p>Silver coin price calculator only figures total silver value and weight. Does not include any copper or manganese value and weight. The PCGS and NGC are the two most reputable coin grading services out there.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Silver Coin Value Estimator: &#9;&#9;&#9;&#9;&#9;<br />www.coinnews.net<br />If Silver Coin Value is available on eBay, you can find it bel&#8230; http://bit.ly/9bRctS</p>
<p>&mdash; Silver Buffalo Coin (@buffalocoin) <a href="https://twitter.com/buffalocoin/status/11222816248?ref_src=twsrc%5Etfw">March 29, 2010</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p><a href="https://www.beaxy.com/exchange/btc-usd/">coin value estimator</a> – All things being equal, Gold and Silver coins are worth more than Nickel or Copper coins. Many coins are made out of precious materials like silver, gold, or platinum. These coin values can be less volatile because the worth is partially guaranteed by the metal content.</p>
</p>
<p>
<p>The Crypto Investment Calculator by CoinStats will make your calculations of crypto profits and losses significantly easier and faster. With this straightforward tool under your belt, you can successfully plan your investments or even daydream about the profits you could make if you had invested in Bitcoin or another coin some time ago. More, but of course the data from private markets is never complete so it is impossible to calculate the sales for an entire coin market.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 12px;'>
<h3>Ways to Brighten Your Home &#8211; Real Estate</h3>
<p>Ways to Brighten Your Home.</p>
<p>Posted: Fri, 14 Oct 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiTWh0dHBzOi8vcmVhbGVzdGF0ZS51c25ld3MuY29tL3JlYWwtZXN0YXRlL2FydGljbGVzL3dheXMtdG8tYnJpZ2h0ZW4teW91ci1ob21l0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>A former educator and poet, his work has <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>eared in Carcinogenic Poetry, Shot Glass Journal, Prairie Margins, and The Rusty Nail. His digital chapbook, The Internet, was also published in TL;DR Magazine. He was the winner of the Paul Carroll award for outstanding achievement in creative writing in 2014, and he was a featured reader at the Poetry Foundation’s Open Door Reading Series in 2015. Eric holds a BA in English from the University of Illinois at Chicago, and an MEd in secondary education from DePaul University. Note that a coin’s value is subject to changes in the market.</p>
</p>
<p>
<p>ORIGINAL SELLER &#8211; rare coins should first be offered to the original seller. If the original seller is not available, not interested, or you are not happy with their offer, then consider the additional options below. Get your coin officially appraised by a coin appraiser. Professional coin appraisers and dealers can give you the most accurate, up-to-date value of your coin. They will base their appraisal on their expert opinion of the coin’s condition.</p>
</p>
<p>
<p>He specializes in capped bust coins and other federal issues. Census / Population Reports only reflect the quantities and types of collectibles previously graded by DOGE the CCG Companies, and are not an indicator of value or rarity. This Report is provided as a resource for hobbyists’ informational use only and should not be relied upon for the purpose of making a purchase or an investment. The CCG Companies make no representation or warranty concerning the accuracy or reliability of the information contained herein. Actually, that’s one of the integral purposes of CoinStats – We&#8217;re actually #1 in the world by the number of integrated wallets and exchanges!</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/find-values-and-sell-your-rare-old-coins/">Find Values And Sell Your Rare Old Coins</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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		<title>XDC Liquidity Mining Hummingbot A DeFi Trading Bot Leading the XDC Liquidity Mining To Boost Organic Market Making Developers Forum for XinFin XDC Network</title>
		<link>https://www.sylva-plast.it/xdc-liquidity-mining-hummingbot-a-defi-trading-bot/</link>
		<comments>https://www.sylva-plast.it/xdc-liquidity-mining-hummingbot-a-defi-trading-bot/#comments</comments>
		<pubDate>Thu, 26 Jan 2023 12:26:21 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5526</guid>
		<description><![CDATA[<p>https://www.beaxy.com/ run Humminbot Client or their algo-trading solution of choice, and provide liquidity to one or more of the sponsored token pairs. Hummingbot is open-source client software that you install on a local machine that interacts with exchanges and protocols. The strategy can be restricted to trade only within a specific price band, defined by [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/xdc-liquidity-mining-hummingbot-a-defi-trading-bot/">XDC Liquidity Mining Hummingbot A DeFi Trading Bot Leading the XDC Liquidity Mining To Boost Organic Market Making Developers Forum for XinFin XDC Network</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
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" width="303px" alt="exchange account"/></p>
<p>
<p><a href="https://www.beaxy.com/">https://www.beaxy.com/</a> run Humminbot Client or their algo-trading solution of choice, and provide liquidity to one  or more of the sponsored token pairs. Hummingbot is open-source client software that you install on a local machine that interacts with exchanges and protocols. The strategy can be restricted to trade only within a specific price band, defined by the price_ceiling and price_floor parameters. If the mid price is outside of this interval, no orders will be created, only cancelled.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">What’s your opinion on Cython in terms of latencies? I’m sure you’ll have heard of Hummingbot. They give you the ability to make custom MM strategies in Cython (now Python too, but I guess speed will be slower)</p>
<p>&mdash; zoom13 (@zoom1317) <a href="https://twitter.com/zoom1317/status/1584385612911898624?ref_src=twsrc%5Etfw">October 24, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Get a life license that includes unlimited updates and awesome support. Automated execution of your trading strategies can help you generate profits. Gunbot&#8217;s unique strategies, speed, flexibility, and amazing user community are what set it apart from other bots. Gunbot runs completely on your system, Windows, macOS or Linux. These tried and tested trading strategies make it easy to start trading. Unlimited bot instances, JSON-based config, automated configuration changes.</p>
</p>
<p>
<h2>Position Management</h2>
</p>
<p>
<p>Botcrypto is a cryptocurrency trading platform that focuses on retail traders. A trader can easily create and control trading robots that execute his strategies through an intuitive interface. These robots can be set up without the need for any IT knowledge.</p>
</p>
<p>
<p>Our trading tools are designed to assist traders in commodity, foreign and cryptocurrencies markets. Trades can now be reduced from 2 years to 3 months. Exceptional Value for Money, Objective Matrix Trade Engine while many bots, tools are possible without the additional costs enhancing your trading tailored to your needs. Our program operates in a transparent manner at all times, while still retaining its intuitive nature. All Profit and Loss are recorded, uploaded to our profit-loss database, and encrypted.</p>
</p>
<p>
<h2>Bringing your automated trading strategy to decentralised markets</h2>
</p>
<p>
<p>Shrimpy is limited to the ability to trade and read data. We encourage all users to use our Two-Factor authentication (&#8220;2FA&#8221;) service, which provides secure access to your account. You can easily create highly customizable automated trading bots for bitcoin/altcoin cryptocurrency.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>Cryptocurrency Trading Bot Platform Hummingbot Buzzes With $8M &#8230; &#8211; Crunchbase News</h3>
<p>Cryptocurrency Trading Bot Platform Hummingbot Buzzes With $8M &#8230;.</p>
<p>Posted: Wed, 09 Jun 2021 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMidWh0dHBzOi8vbmV3cy5jcnVuY2hiYXNlLmNvbS9maW50ZWNoLWVjb21tZXJjZS9jcnlwdG9jdXJyZW5jeS10cmFkaW5nLWJvdC1wbGF0Zm9ybS1odW1taW5nYm90LWJ1enplcy13aXRoLThtLXNlcmllcy1hL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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<p>
<p>All major crypto-currency exchanges support live trading and backtesting. This is where trading strategies can easily be purchased and sold. Our backtesting tool allows you to see how your strategy would perform under different market conditions. We provide an API that allows developers create fully featured trading algorithms. Our automated trading platform can backtest trading scripts written in CoffeeScript using historical data.</p>
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<h2>Community¶</h2>
</p>
<p>
<p>HolderLab can help you take your Bitcoins or cryptocurrency portfolio to the next level. Holderlab analyzes portfolios ranging from 5,000 to over 50,000 in search of the optimal cryptocurrency portfolio. With an efficient frontier tool, you can determine the optimal weights for your cryptocurrency portfolio. You can choose to set a time period for rebalancing, or you can select to rebalance by deviation by selecting threshold balancencing.</p>
</p>
<p>
<ul>
<li>We are here to help you learn and become a professional trader.</li>
<li>LATOKEN crypto exchange does not provide any investment, tax, legal, or accounting advice.</li>
<li>An algorithmic trading strategy, or &#8220;bot&#8221;, is an automated process that creates/cancels orders, executes trades, and manages positions on crypto exchanges.</li>
<li>Developers can build bots through the BotCamp, and run them on Miner to earn dividends.</li>
</ul>
<p>
<p>It allows you to monitor your local data and strategies, and can run backtests. Hummingbot, a California-based open-source DeFi market-making software platform, launched a 12-week liquidity mining campaign for XDC on prominent crypto exchanges — Gate.io and KuCoin. This XDC-based campaign started around 12.00 UTC on Tuesday. Significantly, this is a crucial move on behalf of the XDC Network to unify large communities to provide liquidity.</p>
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<h2>All you need to know about Hummingbot</h2>
</p>
<p>
<p>Visit catalystcrypto.io for more information about Catalyst. To maximize compatibility with existing trading algorithm, developer knowledge, tutorials, and other API features, we tried to minimize structural changes. For technical support and questions about Catalyst, algorithmic trades, and more, join us on the Catalyst Forum.</p>
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" width="307px" alt="trading bots"/></p>
<p>
<p>Buy and sell bitcoin for fiat privately and securely using Bisq&#8217;s peer-to-peer network and open-source desktop software. No need to wait for approval from a central authority. The proposal will provide reward to the community members who shared their expertise, experiences, and skills related to Hummingbot ecosystem via YouTube livestream or blog post. 2023 Technical Roadmap, expands Hummingbot’s capabilities to more general algo trading strategies. Published with each Hummingbot release, our monthly newsletter is filled with info about new features in Hummingbot, upcoming events, and updates about our growing trader community. It explains how it works, the documentations, and offers the latest updates about liquidity mining using Hummingbot.</p>
</p>
<p>
<h2>How does Hummingbot store my private keys and API keys?</h2>
</p>
<p>
<p>Hummingbot is an open-source project that integrates cryptocurrency trading on both centralized exchanges and decentralized protocols. It allows users to run a client that executes customized, automated trading strategies for cryptocurrencies. Hummingbot is software that helps you build and run automated trading strategies or bots. Its codebase is free and publicly available on Github under the Apache 2.0 open source license.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="book"/></p>
<p>
<p>Your <a href="https://www.beaxy.com/instruments/hummingbot/">hummingbot strategies</a>s will be up and running within minutes, with 99.9% uptime. Axion script was created to allow you to create complicated automated trading algorithms and indicators. Axion script allows you to set dynamic entry points, stop losses, and take profit targets. Each bot you run with Axion is able to run any coin on any exchange supported by Axion without restrictions or limitations. The Market Place is the best place for free and paid trading strategies.</p>
</p>
<p>
<ul>
<li>We want to create the trading platform of tomorrow.</li>
<li>With LATOKEN connected to Hummingbot API both individual traders and financial institutions may leverage Hummingbot trading bots to enhance their trading experience.</li>
<li>Hummingbot&#8217;s Github repository has more than 100 contributors and 4000 followers.</li>
<li>The basic strategy for market making is to create symmetrical bid and ask orders around the market mid-price.</li>
<li>Open and equal opportunities for different blockchain and artificial intelligence projects, to join the marketplace and offer services for GokuMarket users.</li>
</ul>
<p>
<p>Large institutional investors dominate markets where data and licenses are essential for competitive advantage. This dominance is due to a lack of cooperation between developers and private traders. We at Mercor aim to radically alter this dominance by creating an infrastructure that facilitates cooperation and aiming to democratize algorithmic trading. Automate your trading using Telegram signal groups and TradingView alerts.</p>
</p>
<p><a href="login morganstanleyclientserv"><img 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' alt='https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p>
<p>Our focus on ease of use, simple UI/UX, and customer facing features enables even complete newbies to utilize the power of automated trading bots and reap all the trading profits! Heck even intermediate traders will still get a lot of use out of our standard ADA and specialized bots. The Mercor platform can be used for free at the moment.</p>
</p>
<p>
<p>You can try different strategies and optimize profit. While installing, it will restart your system, so don’t worry about it. Once installed successfully, it will ask to set the username and password. Note that the first time WSL is executed, you will be asked to create a new default username/password. Check if you have an open position on Binance, it&#8217;ll stop creating a new set of orders until your current position is closed. To learn more about perpetual market-making, click here.</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/xdc-liquidity-mining-hummingbot-a-defi-trading-bot/">XDC Liquidity Mining Hummingbot A DeFi Trading Bot Leading the XDC Liquidity Mining To Boost Organic Market Making Developers Forum for XinFin XDC Network</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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		</item>
		<item>
		<title>Bitcoin Price BTC Price, USD converter, Charts</title>
		<link>https://www.sylva-plast.it/bitcoin-price-btc-price-usd-converter-charts/</link>
		<comments>https://www.sylva-plast.it/bitcoin-price-btc-price-usd-converter-charts/#comments</comments>
		<pubDate>Wed, 25 Jan 2023 07:34:11 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5189</guid>
		<description><![CDATA[<p>In our modern life, this new technology finds a lot of use cases outside the digital industry. 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. The Bitcoin price page is [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-btc-price-usd-converter-charts/">Bitcoin Price BTC Price, USD converter, Charts</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="payment"/></p>
<p>
<p>In our modern life, this new technology finds a lot of use cases outside the digital industry. 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. The Bitcoin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies.</p>
</p>
<p>
<p>These are the average exchange rates of these two currencies for the last 30 and 90 days. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. The anonymous nature of cryptocurrencies attracts scammers and bad actors. So the reliable crypto exchange should maintain the KYC checks and verify customers’ identity to prevent possible frauds. As a rule, verification takes a few minutes to provide necessary information and photos. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins.</p>
</p>
<p>
<h2>Bitcoin BTC/USD price history up until Mar 08, 2023</h2>
</p>
<p>
<p>When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy. To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">The service will work with Bitcoin, Ethereum, Tether, USD Coin and XRP balances on user accounts. Payments will automatically convert the balances of these initial cryptocurrencies into euros or pounds, depending on a user’s country of residence.</p>
<p>&mdash; Cointelegraph (@Cointelegraph) <a href="https://twitter.com/Cointelegraph/status/1632826380441501697?ref_src=twsrc%5Etfw">March 6, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Right after that you’ll have the desired coins or tokens on your CEX.IO account. 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>
</p>
<p>
<h2>Exchange</h2>
</p>
<p>
<p>This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. There is no physical BTC token so you can think of bitcoin as digital money.</p>
</p>
<p>
<p>This kind of fork requires only a majority of the  upgrading to enforce the new rules. A hard fork is a protocol upgrade that is not backward compatible. This means every node needs to upgrade before the new blockchain with the hard fork activates and rejects any blocks or transactions from the old blockchain. The old blockchain will continue to exist and will continue to accept transactions, although it may be incompatible with other newer Bitcoin clients. Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features.</p>
</p>
<p>
<h2>Statistics on Bitcoin (BTC)</h2>
</p>
<p>
<p>However, keep in mind this value can change dramatically even the next minute. 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.</p>
</p>
<p>
<p>The country&#8217;s president, Nayib Bukele, announced and implemented the decision almost unilaterally, dismissing criticism from his citizens, the Bank of England, the IMF, Vitalik Buterin and many others. Since the Bitcoin legal tender law was passed in September 2021, Bukele has also announced plans to build Bitcoin City, a city fully based on mining Bitcoin with geothermal energy from volcanoes. This negative sentiment appears to have been broken, with a number of corporate behemoths buying up Bitcoin since 2020. In particular, business intelligence firm MicroStrategy set the pace after it bought $425 million worth of Bitcoin in August and September 2020. Since then, many others have followed suit, including EV manufacturer Tesla.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="store"/></p>
<p>
<p>Intraday data delayed at least 15 minutes or per exchange requirements. 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. Sign up for an account in minutes to buy crypto using credit card or bank transfer. A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid. Since old nodes will recognise the new blocks as valid, a soft fork is backward-compatible.</p>
</p>
<p>
<h2>Latest Crypto News</h2>
</p>
<p>
<p>A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. Biden will propose changing the tax treatment of cryptocurrency transactions, which could raise $24 billion, The Wall Street Journal reported. Bitcoin, ether, and shares of Coinbase were among the crypto assets that tumbled Thursday following turmoil at crypto bank Silvergate. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 12px;'>
<h3>NZD/USD Price Analysis: Bears are lurking below 0.6150 ahead of NFP &#8211; FXStreet</h3>
<p>NZD/USD Price Analysis: Bears are lurking below 0.6150 ahead of NFP.</p>
<p>Posted: Thu, 09 Mar 2023 23:39:11 GMT [<a href='https://news.google.com/rss/articles/CBMibGh0dHBzOi8vd3d3LmZ4c3RyZWV0LmNvbS9uZXdzL256ZC11c2QtcHJpY2UtYW5hbHlzaXMtYmVhcnMtYXJlLWx1cmtpbmctYmVsb3ctMDYxNTAtYWhlYWQtb2YtbmZwLTIwMjMwMzA5MjMzOdIBcGh0dHBzOi8vd3d3LmZ4c3RyZWV0LmNvbS9hbXAvbmV3cy9uemQtdXNkLXByaWNlLWFuYWx5c2lzLWJlYXJzLWFyZS1sdXJraW5nLWJlbG93LTA2MTUwLWFoZWFkLW9mLW5mcC0yMDIzMDMwOTIzMzk?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>CoinDesk journalists are not allowed to purchase stock outright in DCG. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note that bitcoin mining at most accounts for 1.29% of any single country’s energy consumption. Just two months later, on January 3, 2009, Nakamoto mined the first block on the Bitcoin network, known as the genesis block, thus launching the world’s first cryptocurrency. Bitcoin price was $0 when first introduced, and most Bitcoins were obtained via mining, which only required moderately powerful devices (e.g. PCs) and mining software. The first known Bitcoin commercial transaction occurred on May 22, 2010, when programmer Laszlo Hanyecz traded 10,000 Bitcoins for two pizzas.</p>
</p>
<p>
<p><a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin into usd</a>s are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">When I feel comfortable with <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a>, I will porbably ape into <a href="https://twitter.com/hashtag/XRP?src=hash&amp;ref_src=twsrc%5Etfw">#XRP</a> thats a custom indicator showing funding rates for <a href="https://twitter.com/hashtag/XRP?src=hash&amp;ref_src=twsrc%5Etfw">#XRP</a>/USD heavily shorted &#8211; with xrp setting up such a bullish outlook against <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> bar bitcoin going to hell i recon this will be my best trade of 2022.</p>
<p>&mdash; Len&#8217;s (@Xaxx0721) <a href="https://twitter.com/Xaxx0721/status/1632626278359617536?ref_src=twsrc%5Etfw">March 6, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Because no one wants to lose funds as a result of an internet scam. So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Who owns the most Bitcoin?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>US-based software company MicroStrategy (MSTR) was the world&apos;s biggest publicly traded corporate owner of bitcoin. MicroStrategy said in its earnings report for the fourth quarter of 2022 earnings results had holdings to 132,500 BTC, worth about &#x24;2.194bn on 2 February 2023.</p>
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</div>
<p>
<p>The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. BTC 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. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="bitcoin’s"/></p>
<p>
<p>Market cap is calculated by multiplying the asset&#8217;s circulating supply with its current price. Bitcoin is an innovative payment network and a new kind of money. We employ multi-layered security to protect your funds and information from cybercriminals.</p>
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<p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Bitcoin price eyes $24K retest as US dollar dives into monthly close &#8211; Cointelegraph</h3>
<p>Bitcoin price eyes $24K retest as US dollar dives into monthly close.</p>
<p>Posted: Mon, 27 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiYmh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9iaXRjb2luLXByaWNlLWV5ZXMtMjRrLXJldGVzdC1hcy11cy1kb2xsYXItZGl2ZXMtaW50by1tb250aGx5LWNsb3Nl0gFmaHR0cHM6Ly9jb2ludGVsZWdyYXBoLmNvbS9uZXdzL2JpdGNvaW4tcHJpY2UtZXllcy0yNGstcmV0ZXN0LWFzLXVzLWRvbGxhci1kaXZlcy1pbnRvLW1vbnRobHktY2xvc2UvYW1w?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>With any Bitcoin price change making news and keeping investors guessing. The crypto-friendly financial institution has felt the brunt of rising interest rates and FTX&#8217;s collapse. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price.</p>
</p>
<p><a href="tradelikeagenius.com"><img 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' alt='https://www.beaxy.com/features/signals/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>
<p>We know <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> 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.</p>
</p>
<p>
<p>BTC to USD rate today is $20,093 and has decreased -7.5% from $21,732.80 since yesterday. Sign Up NowGet this delivered to your inbox, and more info about our products and services. To use individual functions (e.g., mark statistics as favourites, set statistic alerts) please log in with your personal account. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.</p>
</p>
<p>
<p>By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones. A hard fork is a radical change to the protocol that makes previously invalid blocks/transactions valid, and therefore requires all users to upgrade. For example, if users A and B are disagreeing on whether an incoming transaction is valid, a hard fork could make the transaction valid to users A and B, but not to user C. The most popular wallets for cryptocurrency include both hot and cold wallets. Cryptocurrency wallets vary from hot wallets and cold wallets. Hot wallets are able to be connected to the web, while cold wallets are used for keeping large amounts of coins outside of the internet.</p>
</p>
<p>
<ul>
<li>On the flip side, countries like China have moved to heavily clamp down on Bitcoin mining and trading activities.</li>
<li>May 22, 2010 is commonly called the &#8220;Bitcoin Day of Pizza&#8221;, or the worst investment in the history of cryptocurrencies.</li>
<li>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.</li>
<li>A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes.</li>
</ul>
<p>
<p>Bitcoin paved the way for many existing altcoins in the market and marked a pivotal moment for digital payment solutions. Bitcoin has LINK a global 24-hour trading volume of $46,057,494,472. Bitcoin can be traded across 522 different markets and is most actively traded in Binance.</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-btc-price-usd-converter-charts/">Bitcoin Price BTC Price, USD converter, Charts</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
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		<title>Bitcoin Price Chart in Euros BTC EUR</title>
		<link>https://www.sylva-plast.it/bitcoin-price-chart-in-euros-btc-eur/</link>
		<comments>https://www.sylva-plast.it/bitcoin-price-chart-in-euros-btc-eur/#comments</comments>
		<pubDate>Fri, 30 Dec 2022 14:12:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5455</guid>
		<description><![CDATA[<p>Prosecutors raided UpBit, the largest cryptocurrency exchange in South Korea on suspicion of fraud. The U.S. Commodity Futures Trading Commission has sent subpoenas to four crypto-exchanges—Bitstamp, Kraken, ItBit, and Coinbase—demanding answers on the subject of market price distortion. Cryptocurrency firm Coinbase has acquired the custody business of Xapo, a service best known for storing Bitcoins [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-chart-in-euros-btc-eur/">Bitcoin Price Chart in Euros BTC EUR</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
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" width="302px" alt="service"/></p>
<p>
<p>Prosecutors raided UpBit, the largest cryptocurrency exchange in South Korea on suspicion of fraud. The U.S. Commodity Futures Trading Commission has sent subpoenas to four crypto-exchanges—Bitstamp, Kraken, ItBit, and Coinbase—demanding answers on the subject of market price distortion. Cryptocurrency firm Coinbase has acquired the custody business of Xapo, a service best known for storing Bitcoins in a vault under a Swiss mountain.</p>
</p>
<p>
<div style='border: grey dotted 1px;padding: 10px;'>
<h3>Breaking: Shibarium Early Public Beta Test Puppynet Goes Live &#8211; CoinGape</h3>
<p>Breaking: Shibarium Early Public Beta Test Puppynet Goes Live.</p>
<p>Posted: Sat, 11 Mar 2023 16:58:46 GMT [<a href='https://news.google.com/rss/articles/CBMiUWh0dHBzOi8vY29pbmdhcGUuY29tL3NoaWJhcml1bS1uZXdzLXB1cHB5bmV0LWVhcmx5LXB1YmxpYy1iZXRhLXJlbGVhc2Utc2hpYmEtaW51L9IBVWh0dHBzOi8vY29pbmdhcGUuY29tL3NoaWJhcml1bS1uZXdzLXB1cHB5bmV0LWVhcmx5LXB1YmxpYy1iZXRhLXJlbGVhc2Utc2hpYmEtaW51L2FtcC8?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>China has banned financial institutions and payment companies from providing services related to cryptocurrency transactions and warned investors against speculative crypto trading. Under the ban, such institutions, including banks and online payments channels, must not offer clients any service involving cryptocurrencies, such as registration, trading, clearing and settlement. Chinese Vice Premier Liu He and the State Council said in a statement that tighter regulation is needed to protect the financial system. Fidelity Investments is spinning off a stand-alone company dedicated to bringing cryptocurrencies to institutional investors.</p>
</p>
<p>
<h2>What Is the Lowest Price of Bitcoin in EUR?</h2>
</p>
<p>
<p>In response, the Mt. Gox <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> temporarily halted bitcoin deposits. The exchange rate fell 23% to $37 on the Mt. Gox exchange but rose most of the way back to its prior level of $48. On 1 September 2020, the Wiener Börse listed its first 21 titles denominated in cryptocurrencies like bitcoin, including the services of real-time quotation and securities settlement. In October 2013, the FBI seized roughly 26,000 BTC from website Silk Road during the arrest of alleged owner Ross William Ulbricht. Two companies, Robocoin and Bitcoiniacs launched the world&#8217;s first bitcoin ATM on 29 October 2013 in Vancouver, BC, Canada, allowing clients to sell or purchase bitcoin currency at a downtown coffee shop. Chinese internet giant Baidu had allowed clients of website security services to pay with bitcoins.</p>
</p>
<p><a href="1btc"><img 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' alt='https://www.beaxy.com/market/btc/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p>
<p>In fact, a significant portion of all Bitcoins are held in the treasuries of public and private companies and ETF-like trusts. Because it was the first cryptographically secured blockchain currency. When Satashi Nakamoto posted the genesis block to the public blockchain, Bitcoin became the world’s first cryptocurrency, and that has been enough to give Bitcoin market dominance in the crypto world. The value of the circulating supply is measured in hundreds of billions of euros. Years after it was launched, it is still the most widely used cryptocurrency. Bitcoin users predict 94% of all bitcoins will have been released by 2024.</p>
</p>
<p>
<h2>about Bitcoin</h2>
</p>
<p>
<p>One of India’s biggest cryptocurrency trading platforms has lost about 438 Bitcoins worth some 190 million rupees ($3 million), allegedly due to a rogue employee. Goldman Sachs is abandoning plans to open a trading desk for cryptocurrencies. Goldman still sees the regulatory environment as ambiguous, according to Business Insider, which cited people familiar with the matter.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">How much does it cost to run a bitcoin node? <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> today! <a href="https://t.co/QwbVnMaWke">https://t.co/QwbVnMaWke</a></p>
<p>&mdash; Bitcoin News (@BitcoinCryptos) <a href="https://twitter.com/BitcoinCryptos/status/711992871952453633?ref_src=twsrc%5Etfw">March 21, 2016</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>The community is bullish as more than 75% of users are feeling good about Bitcoin today. Decrease from one day ago and signalling a recent fall in market activity. However, if you physically lose your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever. As such when setting up your hardware wallet, always remember to keep a copy of the key phrase and put it somewhere safe from fire or flood. The creator is an unknown individual or group that goes by the name Satoshi Nakamoto with the idea of an electronic peer-to-peer cash system as it is written in a whitepaper.</p>
</p>
<p>
<p>With a link to Mt. Gox in the text, the article starts an enormous upswing in price that beats all previous records, reaching over $31 per bitcoin just one week after publication. Promising consistent weekly “interest” returns of 7% to its creditors, Trendon T. Shavers manages the secretive operation for about eight months, accepting only large deposits of bitcoin (50+ BTC) and paying out “interest” weekly. On August 17, 2012, Pirateat40 announces a halt to the operation, and absconds with deposits estimated between 86,202 and 500,000 BTC. Securities and Exchange Commission files charges against Shavers for defrauding investors in a Ponzi scheme. Braintree, a subsidiary of Paypal, announces that it is partnering with Coinbase to accept Bitcoin payments on their platform.</p>
</p>
<p>
<ul>
<li>The percent change in trading volume for this asset compared to 24 hours ago.</li>
<li>Upon launch, the exchange was licensed to operate in 26 states and was able to &#8220;service both individual and institutional customers&#8221; due to its LLTC corporate structure.</li>
<li>A documentary film, The Rise and Rise of Bitcoin, was released in 2014, featuring interviews with bitcoin users such as a computer programmer and a drug dealer.</li>
<li>But while fraudulent credit-card purchases are reversible, bitcoin transactions are not.</li>
<li>One of India’s biggest cryptocurrency trading platforms has lost about 438 Bitcoins worth some 190 million rupees ($3 million), allegedly due to a rogue employee.</li>
<li>In June 2017, the bitcoin symbol was encoded in Unicode version 10.0 at position U+20BF (₿) in the Currency Symbols block.</li>
</ul>
<p>
<p>In this manner, the intensive consensus mechanism prevents fraud within the blockchain. The distributed ledger design allows all participants to view all transactions within the network. Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services. Volatility profiles based on trailing-three-year calculations of the standard deviation of service investment returns.</p>
</p>
<p>
<p>Simply visit a crypto exchange, create an account, and make your purchase – all without listening to the tiresome generic investment advice you must endure at a bank or fiat investment house. It’s as simple as ordering a pizza – and the transaction fees are likely to be lower. Simply define your investment objectives and trading purposes, then make your transactions. You’ll be pleased with the low trading fee for crypto funds compared to what financial asset managers and bankers charge. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of GAL other digital assets.</p>
</p>
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n7N1ivgeXl7WOibnLQXcvaVw5FGDVSv2HpQyuqqi3Pb6CATNFQTLFkYdFhriNiAc+tXzp+N0rIg6YPe0Hj8nJjGRn0geXiqzVRkbKHOpGOmaWyPbwhzs8989qg2abysVLKkGUdgeMHAxyz3LqWbTJ8q1+f7md5Wvvf33GtbbTPA2WnaZCX9W5jBlzT2ew77+CNoa+KSXyYSuMJw8wu4uE92yzI4KmminEXE3ro+rc7ByBnPZ34VtsppqBlP5GJgJDK93WFpzjA4S3duBlMctPOrdGzyZH0pmFLXyzxup66KKqjd5rmTM39/NaSq0xaK3ekqH0Ep+hP58R/rDdvtXSQ1bKy6zTVVOw07YeKVkmXEMYMDDufGTgZ8VheTMqWGohdHSQl3VtFTNs6TGS1pxyG257wu7T5M+HnTzfs/jocep7P0mpTWWFPzRztLpyqsla6eqg42OaRHPA/iaO/Yc8qs9lpJXvkMQLny9cSd8uxj3Lesqaq2TyU72mIg4kglGWO9n7wr4hprgf8GHVVPM073Z4vzD2+rmvpez+3Mc33WqW1+fh/B8P2z9GtZpr1Glluj6utHMmkZEzgjYGtznACxnwkHK30sBaSC3flv2LDlg25L6TaqtdD42OZ36XU1JZhRLcLNki4TsFZLPBVo6IzsxiCe0qJDu8rILFEsUNGimY4BadtvUtXUWGiqa01Tw7iJy9gPmv+C3RblQLFRxT6m2PPODuLo1EdioIJo5oontfG7IPFnPrysiShpZXh8lNEXDlliyy09oVMbKNq8jR6jJLlyNRLp+2yA4hMZP4jzt7FjnS9Fgfhp/Xst4QqEbKrxx8jWOszLpJnIyaYq2zOYx8Zi7JCefhjvQaZqeNofNGATzYOLHrXWkbKDm9yp3UTp/yWY5Zum5ohID5PPkYbl7m4Wunstwp8k05e3vjPEu4we5bfS9gk1HqCmt7OIRk9ZO8fQjHP37AetRLFGrNsOvzSlVXZ4+Rg7+4qJLe8L6E1Tq/Rdpuk9IzQFLc4aU9WalscYGRzx5pPPtWid0ldHXUF7ejmiL/wAR0cQz6jwrnaPZhNNWeLjGeYWXTMa543C9X/hP0B/qyov/ACvkV6LpN0ISOHo1pG+oRfKiJn06mg0fpWbUFdHS07WlxHE5xOzAOZK7289FD6W2Sz0tVFVuhGZWMGHDHPHP9y22j+kHSs9w8nprFDZOvbw9eCwDwBwBhdCHUOjqOtuFZcYpA+MiKJjt5O7bv/2roi+P7yeLlx+mvFc27qvLjxPmO70Pk8hGFzsg4Sutv1Q2aZ5GOfYuVl9IrLIueD0dFKTgtxYRVPNUWR3BERAEREAREQBERAEREAREQBERAERVQBXImtc9oe7haTu7GcK/BQzVDeINayP8eR3CPesmGmpI5B10rpt92w/MVKRSU0jZ2G2008RlfGJHZ5vG3sHaumZG2nYHSObHE3bLjgBaaghjyH0VvZDKD5spkc8t9h2ysyujuktJ1M0rizGHbel611Q9GPCPB1L7zLzLj1mbFqekpixxkBZnHCwcT/X3BZlv1tBUTPiqQIGk/g3l3m48fFcBUQmIkELEc8hR380X/wAXp8i6HrNTXcY2IIxtgrUzSF5WhsNxlfH9zpo3B0Lchx7B3Ee1bfmVssm9WebLSfV5uIAypBqqApAZQhsqOJpBY4tcDlrgdwR2r0i+t+/XQ1PqCJgNztrerrGgbuaPSP7HD1ledBuF1Ohb+LHf2sqHDyCtAhqGu9EZ9Fx9ROD4Eqk14rwN9PkVvHLozlwtbebq+3NYyKPileM8bh5rfiV2OrtPu07qGaja0+Sv/C05Paw/R9h293eueqaKnrY2sqY+Nrc487GPEKXco+iUio4ctZVwjhJ6iepeXzzPkdn6RVI3vjLjG4t4hg47Vt6/T09GJZmSRupm78TnYI7h61S2afqa9sc7i2OmcfTJ3I7cBc22V0e13+JQ3J8G6s1mEFK6Ssp4zNLjzXNB4WjkPX3qzqCkjhbSvpYZGVGeBhh2AA35BdGG8tsbbeCjJVQU87IZZerfIMtyNj7eS6njW2jwo6vI82/r6jirhDcIqenfWufxTjJ4vSIB2Du/vC14au21HRS1NDG5j4wI38XA88LnHwP7lyAYe0YPisJw2uj1dNn73HuINaWkEcxvt2Lq6XVDHAtqYMER5a4HPG4d47Mrm2sV+KHiI2SLkuhXPDHkXpom7rayofPLu95yc9ngPBZ9PSZxsp01NnGy3NJRlxaA0lzjgADmrxj4s482o/4ot0VvknlZFDG58j3Yaxo3cvQLbaKewBpLGVF1cM97YfV8VO3W9thpwxrWvuk7fOPPqW93xW5tdLFHK7jDZKlwzH1nouf4/uXxna3a71M/q+B1Dz8/4+Z9X2P2MsUFqtUrl4Ly9pZpKEyOkqahxlkYA6TvDe3A8FuZ+BtPMybEdNzgLCMH8Ujtce9WJ554xAZHE17X5bgec1p+i719yxooSZTHFG2aoB87P8XH6+8+AXhyzQ062pWz3pN5PSb4/v8AbEkkkrxWPc2nG2ZScZdjBI8T4KMUEk4HktK54/ys/mN9jRuVtYLXGyQTVDzUTj6bxy9Q5BZ4GF5eTUOTvqVeZLiJp47PK8fh6t+PxIRwD7N1dbZKBm5gDz3uOf2rZqhGVg8s34lO+m/EwvudRgbU0YH5oVt1to3c6eM/1VnkKON1n3kvMKcvM14s9IDmNroj3xvIVuW21A9CZkw7pm/vG62wCphR3814k97LzOYqqOB3m1UJg/KPnsP9Ybj2rDqLe1lHHT1UEk9MwudC+GQB7eLcgH0XA+PJdg9oIIIBB71rZbeYi59IQzO5icMsf6x2esLv0uvljfHHyNo574ZydVNGaYXCa2ipdPKYnsBcBSsb5rIxw7hxG4ce7xWvqWNilmdTPknoo3MHWkY4HOGQ0n8YbjbuXTzUrnyPfRyTUdaG+cxjsOx3g/SH7FoaukZNT0lPJWxUMVM09e2Q+kTu6Zv+ULthw8xt2L6LDnx6uO3pL++J1Y57fZ/f/SL0NbFXMbFWvaJfRjqnfS/Jk8e5ysVFK+KRzJGFrmnBB5hWKq3y07JamOHqoOESmhlfxTRwnYSPHcSN/wAXKzLfVsrI46Kd/nEYppnH/wAtx/8ASV7nZvaWTRzWDPzB9H5fwfIfST6NY9VB6zRKprqvP+TWSweCwnxcJW9mgLHua5pBB3zsVgyxbHZfYcNWuh+ZQm4vbLqawsUCzwWU6PBwVAsVKOlTMUtUC3HYsrg4iB7FjU8zamnbOwEB2Rgnlg4UG0W6stlverZZ2hZRYrZbuootGRjY71EjGckAY3J7FkObkLWXryhttkZTxvc6TzSQPQb2kqknR04Vvmo+Zb+69twSK2Mj2qzUXandbppaOpiM2MMDjjf1FcmYJAGnqngP9HLefqVkjflvyXM8sj3Idn4k7s3tLeqqtqKSneGiXrd5QObe4jkvXprjH0Z9HBuEjcXy9u4YGZw6NmOf9Vpz+c4Lz/oj007UOs2ySsb9zqGPrqtzx5v5Lc+JHuDlvOkG6Ra0udRUtLXU0TCyidnGGj6WfE7+7uVVulwa5I4sElNrjp7zze4XqeplIp5ZIYB6IBwT6ytQ7cnO5zur/V548uaC0d/P1K25pa4t7QexUfPU7IRjBVFFrG6uxv4SoEdqooLvk29NXuixust93e5mOJc8H4VxryTjKuptHNPTQbtoyaiYy53WE+InsWwp4HSkADK28VikkZkMKna5FXnhh4ZyToyOxWyMLoa21ugzluFpJY+AkYWcotHVizRyK0WEQoqm4REQBERAEREAREQBERAEREBLzds58VfjqXRAdW1rT2uIyT71jogfJefK+VwL3uce8lZ1AwOeFrW9iz6SXgcDlWiYZl6NI9u6MNO0d2rXOqm8UMEfWOYPpdwXevtti1ZTVNvitkVJM1hdBKxoBHYCcezZeNaM1jNpyuZUw8LhgtfG47OaexdvdulijbbKiOy2wUdTUNxJO5zcj1Y5ldLd9Dw4w2y583fFt+VPwNRX9BupqlxMVTawPypXj/2rVn/c/wCsOsDxV2jIOd5n/IuIuN1qZHnFXOB4Su+K1Dq+ryf8MqPbM74rCV2evp9qjwj1+29CGraevnqqqttj3yg8XDM/nn81bcdEOoh/0m3fWO+VeX2SCrbR9ZVVNXmQhwYZ3YLeYJ3W58oqM/8AGJ/rXLaClR5uqy4Hkdq/zO4/gj1EP+kW76x/yo/on1DFE5wmoJC1ueFsjsnwHmrihPUD/pM/1rls7Hfaux3imuDJZZBE78JGZCeNh5jfw5exWamvE5VPTN04v3mrIIJaQQQcEEclXGdjuu06QLNDFXwX63gOt90b1nE0bCQjJ/SG/r4lxwCvF7lZzZ8bxTcT0OIO1xoHqvTvNn3bnnKzH/uaP0mhefNHEAexbnSt7dp+/wAFdkmH+LnaO2M8/dsfYtrrmxstV6FVSgGhrwZonN5Bx3cB7+IevwVY+jLaaZvtsKyrquH+jOKuVC6uo+ojeGEuGS4ZAHbt3rMpadtNSwwMHmxsA27VNrVda1bKKuzhlmk4bPAg98cEZfM8MZ3uKxjcbW9r5HSte1ow7Mbjj7FnSdWxn4aRsYPIk+d7Fy1fbqqKeWaurOB72Hcnd+OTc9uyrOTXQ10uKGT7zo3EFbTzTPqKCjNQ6MZfM9jvNPY0Dnk+C5R7Xvne+VpbI5xLgRyK3VFqCSlhjhjpYmQsGMbkk9pJWJXTMq66WeNjmMedg52SsZNSV2ehhjLHJquPO7MJkWTgrZU1NnGyt08PE7OFuqSm5bKYRM9RmpFylpeWy7Ww0LLfSi6ztzKfNpoyO38b4LV2a2GtrY4eUfpSO7mjmusiY+512YGAQwt4Ym5w1rR255L576Q6944rSYusuvs8vz+R6v0a7OWpyvVZvuQ+LMm22+dzvKpad83GfPPFw59RPcrtVTmGoEUbxLxjLQOY8DjtV2d7IYXwujIA50s25Yfxo3dyt09O8ubTxktle3Mjx/i2Hu8SvjNTsxRUK5+R9x3km3NsnT0755HRwvIA2nqAd/FrT+0rdwU8dNEIomBrGjkEhhZBE2KJoDGjAA7FdXkzyOT9RyTyOXsCbKqKhQtvcGDJWBcbxR2uj8pqXuDONrAGtyS5xwAFmVA/BrkNaAfcSH/v1P8A/wBFppsay5owl0bNYQUlydeHtkblpyrbp42Eh7wD4qTI+AuPLdYFd/HewLHam6JhFSdF+ludLW1tXRwPLpaTg63bYFwyB7lmEbLldLf85tT9v4Sn/wD5rqyp1eJY57Y9KXxSZWcdsqRbIUCFcPJW3LmRKMOqpY6ho4sh43a5pwWnvBWlrqMVgMcoDapnnse0ekR9Jvc4doXQuWJVQCePBJa4HLXDm09hC7sGdwa5N8c2mcZST1lNUuhljNfc45C+iL3EYa4HrHvfyMe+S09q1lRbzam9W6obVQtk8nqSxjm9TMN+HffGNw7twe5dHe7WLnRyAsDZ2nDgOQcf/a79q1UYluNp6o8NOwRCKtrZRxTz9Tl/Vxxg+fwDHnc8BfY6TMtZi2y+8jqU+7e+PR9TMppzcaVwkdxVcDRxu7Zmdj/X2OWPJHtyWtgkntVwLAWyzUx443NOW1EThnbvDmkEf7Fv52ROa2aB3HBK0Pjce1pX0vYWsk70uXqun7f39D81+mfY0dPlWuwL0J9fU/5NLLF4LHLFs5Y1iPZgnK+haPjMeQwZmSmM9S5jZPxnjOPd2qzBSxUlO2CLIY3fJOST2k+tZ7mq0WrOvE6o5Xt2mKWq2W96yS1QLULKRjFqtkYWQQrbgoo1UjGljbIwte0OZzwRyPf61y94tr6mWSSGEmsZjrI2D+OaeUjR9hC61wW/0VYo59SnUtweIbTZKd8r5DydJucHwaBxevh71z5kkj1uzZyeXajD1G4dGPRVTaZhcG36+NMte5p3jjPpD3YYP6xXmNou8lCTDKeOlIceAn0fzfWs7W1/k1Rqysu7pS+OcgQAtI6uIei32dviSuedG4MDiMA+jn6S5VaPoMijljta4EMMtXVR09PE6SaaQRxxt3LnOOAB9i9OH+5/1g5oPlVoBPYZpNv7in0RWOkoI7hr29N4bbaGOFPkenLjcjvxkAflO8FwF81Lc9QXysutTUzMlqZC/gbK4CNv0WjwAwFDNUklyd2f9z7rH/O7R9e/5FH/AHvmsf8AO7R9c/5F5qa6s/zyo+ud8VE11Z/nlR9a74pySpI9M/3vesf86s/1z/kU2f7n3WDTvV2j2TSfIvLjXVn+eVP1rvipsr6zIzV1H1zviiJbR7Jbug/UtNIDNU2wtzzbK/5V6P5Dp7ThhtDrVHUEtHWzPaC452zv+5fNttu1VE9pNXU5BzkzO2+1ey2/pdopKSCS62ltTXwtAbO0tHF4nPJbQfn0PI1KVvZw+OWrVeJoek7T1NZ7q+KAYiewSMbncA5294K8crWgPIXeaw1ZNqCvlq5uFrnbNa3kxo5ALgKp/G4lRkNdFBqTa4V8GCRuqKR5qiwPVRRERCQiIgCIiAIiIAiIgCIiABVCKoCAqFdY7hOVaAVxjclSUZnQ1TmdqvurHcOMrDZE49ikYnAK6bOVwg2JJePO6ybVbzcawNdxCFu8jh2eHtWEWkc10Glpf+MwcHYH8WfZhTFXLkjPJ48TcToscIGBtj3KbR3qIGSrgGAus+absqAqhUA3UwFNFDv9FVUF+slbpCvkxxtdLRvO/AeZA9R872lcVUUs1HVzUtQwsmieWSN8QqUdXPQVkNXTO4Z4Xh7Ce8Luda0lPebVR6toGYZM1sdWwfQdyBPqPmn2LP7svUzqf2+H1x+RwoGF6DpxzNV6RqdOzvHltGOsonuPNo5D2Z4T4OC4BpGeYWXSVc1FUtnpZ3QzAYbIx2CMrSUdy4OXBm7qXpK0+puxobUmB/wW/wAfwrPirFx0XrBtIfILSTN3mWPYeGSuXvHSNqFsr6WkvlWzBIe8Sb7HbHd4rWt17qz+k1w+uWEssuh6eHQ4OJu/Yzds0B0gsfJIbTK6WQBpkdPGXNHgeLb2K0OjDWrnlzrLKXdpM8e/95a5uutVnnqW4fXK+zXOqjz1JX/XLP0jsfcrwM5vRjrIfyI/6+P5ldb0Z6vHOyv+vj+ZYTNbaoP84q8/2oWTFrHUz3DOoK4/2qstxjOWFeZs6fo51THjitDm/wBtH8y20GhdQsxm2OH9qz4rW02qNQPA4r5WH1yLdUV6vlTNHELrVFz3Bo8/vWtyhFydcHmZZ6WclH0uTOZb57Jb3wTM6utqXcPDnJawervW0pYRTUBgmbJFHUNDxI1vFgN7xz4d/wBiw6l8lwvLg0ulMY4Bk7uwNz9hWe6qpzUTVkUzjLKwsZCWYLMjHPkQBn7F+cZc71Gaeom+r+H/AKP0zSaSOk0sNPjXr/MOkidwvAdJT0zAxgcN5HZ295PLuW3t9MaeEmR3FNIeKV3eVrqODiqYoMebA3rZPF7uXuH7Vux3LwNTmc5f38icrr0USUgoqq5jAsyAdbv2hRJx2BYt4uUdsgZO+nqJ8u4QyBuSf3BahuraXjaKqgr6ONx4euni8wE95HJaR0uTIt0VaNIQlJWkbxziQdgB4LEnhim4BLG2QMeHtDhnDhyPsWS4gLW3e4stNrqLhLFJLHCAXMj9I742yqYoyc1GHU1ijLM0gPpKxI5zzlxyVyZ6QID/ADevX1Tfiqff3G7lp69H+yb8V6C7M1K/4/FfuaqNeBsqmwUstfLXNnroKiYgvMFS5gOBgbDZZtJLW0BAbXSVMQ5tqdz7+a1ts1RbbtUilZ5RS1pHm01XH1bn/m9hWycd1Obvo/Z5l7y6SlwzoIZ2zxhzdiRyKq5c1TSvlkkomyGN7wXQSA+hIOXsPar9l1Gy5MEFS0QVnokfReRscePguGekkk5R8DnlhlFujcvKx3nCuSOxkFYc0uMrKEbJhEx6otY4TcJIAw8D6TDzHs5j1Lmby2a11fWU74miaWN7Jnv4Wwyt9CXPcWktd3g+C3lTVcIJzvzWHUQsutllg2JjGAfyTu33HI9q9nRZpYJqfgdcY0uehylbFBSUNHXxXN1VKZ3QMa2IshDG+cerzvwtc7h5Y38Fv9P8VcyS2xN4nZ6+nGebXek32OwfatMDHV2qlaygo6cU0XkZq7nVcMQkzl/VsHNxJ4i45xtywo2iomtNfGZw6Kegn6uYZ3DT5rv3FfUTlLBlhqMfh/f4MNZpIa7R5NLl8b8v0Oyfpe8HlRE/12/FY0mkr47cUDj/AGjPisue63OGRzPL5vNOM8XNYUl7uo5XGcf119vGWTJFTi1TPxZx0OObg1O17C2dIX0/yefrGfFQOjr8f5Od9Yz4qhv13B/5Tqf01bdqC8DldKn9NRWT1Gieh8pfAq7RmoOy3O+sZ8VA6K1Cf5Nd9Yz4qJ1FeR/KtT+mrR1Hegf+Vqr6xR9p6jaL0XlL4EzojUZ/kx/1rPioHQ2pP9FuP9qz4rEr9QajlpHx01+qYZSNncX2eHrXMXDWWsbaaUVGpJ+JoGY458ucOeXZHsWU5zj1O7T6bSZvut2dLXaN1hD1Qo7A6oLj5xNRG0NHvUelW7R6b0xQaFoZGmeRjai5PYee+Q0/nO3x3NHetZVar1Dd7f5XatR3KJ7cgR9bjixzB8e5ecV1fU3Gslq66pfUVUpzJNK7LnHlv7gsMjk+p6mijghF92nuXDvqbOhrKQWpsFTSOqRG5xkPD/FA8j34J/esK3Wuo1HfqS2W2AMnrJRGxgJIj7z+aBk+xbHTFLKah1STilcwtcM7Sb4x7F6Doehg6P8ASN411cImmpl4qW1Qu+kCcAj85w/Rae9Vle1G+Db30or2mv6W7vS2e327o+szuGhtsbH1bh/jJOYB8dy8+Lh3LyVZNVUz1tXPV1UrpameR0ssjub3E5JWOQqo6m7ZEhRIU1QhSQQIVM4KqVEhQWRfjlLeRWSKxwHpLBDSeSuNicRyS2ZyhF9SctS5/aVhPdlZD43DsWO5uFDZpjSXQtlUUiFFVNiiIUQkIiIAiIgCIiAIiIAgRAgKqoVFJCCTBlbGkp+scMBYMY3C6CzxtdK3PetIq2cupyOEWza27T01UQ2KF8jj9FrclRr7FJTZD2FrhsQRyXvel2NsWhKaut8DH1NS78NIW5LdyPswPesjUtps19stJcL9UttkzvNMoAHEO7f1ZC2aSXTg8mM5ynSl6VXVcU/WfLdRBwEjCyLTcvubLJmIPZKRnfBHqXq1Vono1e8mTXbmHuyz5VjN0F0YvOG9IDz4Ax/Ksbp8HqKG/HU+hqWQ55bhS6k8yF6JFpfR4dE5uqHuZKwNjZ5u58Nu5X3aT0njfULx7W/Bdamj5yemyJ9V70eZcOFIc16FJpXRm/Fqhw9rfgsWawaCpWcU+seqHYXOZv8AYoeRIvHRZJcJr3o4lu5XVaX1V9wKero6qjFdRVAyYHOAAd289txj3BXRQdG45a5jz+c35VRlD0eggnXcTu8eaM/YqPLjlwzfHoNVjlujVm1GtbAeWj6X+58q1FZ0saXpp+rg0bTVAx5z2OjAHh6O6yZ7FoWqtcz49aGOD0HzMLdu/sWiGiejPbGvne+P5VnOUf8Aidumw5Xby17kXv4UdJvcXO6O6IuO5JMW/wDcUx0maTPLo7oh9V8isjRXRr2a9cfbH8quN0Z0cdmu3H2s+VU4Op715F5vSVpQ/wDV7RD6r5Fdb0jaWPLQFGPqvkVkaO6OuzXLj7WfKrjdH9Ho5a2cf6zPlVk0ZS731fAvs6Q9MO5aDox9V8iyYdeabe7DdEUjfHEfyrGZpHQI5azcfaz5VlQaV0Q05Zq1zvaz4KVtObI89cOPwM+HWFhkPmaSpW+oM+VbOlvttq2TeT2KGlfHEXiVoblvuCwIdO6SaBwajc72t+Cv1tFa7daKiS3V5qjJwsdnHmrj7XyRx6KbV21Xv4HZmPU5ddjhJxq+aqzHs752tnnhpzPIWEbN4g3i7SO3bKyafgqa1gNOyDhP4QNBAPbyPJW7dDTxW/r5myk8L3NMcvV4DMftLsK9K10Mlx/CvkLAY2vecuOdtz4L4LURlHTrnqfospJ5JV/fA2tpy6mdUO9Kd5kPt5fZhbIcljU7AyCNg24RhVqOv6h/UcPW483K+fk90zhnzIt+UV3WzDyJro2nzSJMcQ/esmGVk8LJYz5jxkZWIZqunjbJUCExjHW9WHZaO/2KbXCkqjG5wEM54mEnAD+0e3n71q42uCrXkZb2NlYY5GhzSMEHtWpuNA0WysiI4mOheMHt2W066L/Kx/pBWp3xyU8jA9hLmEbOG+yrCcotMQk4s11DltspASSRE3OfUsDU449IXXwiz9oWxh82njb3NAWt1M8N0hdsnA6oc/WFrhd6iL9a+Z1V6Sfr/U5MHxWTENhusUEEjcclmMIAHJevNnoyZSrpY66nMUwyR50bx6UbhycD2ELfMlkmoaaolH4WWJrn42y7kf2LBoKGWtkAa0iIbvkI2AWwr5YwAyL+LjbwN8VyZp7qgc7ackkYVK8/dSnI59aFpLiGx3e4sAwBVPxjs3yt1QvjhqDVzuDYaYdY8nb1BclJW+UTSTucwOmkdIfOG2T/APS6tNBtuulGsFeS/UdFTapfBHHT1YMrnu4Yn8WD/WPcB2rJkuVQ6d7ZIGsi4cte1/Fn28lxIk4+sq35LOHhjA7W/wC0/uWRTV1bTM4D1JjI9E580+C2noodYrkssMbtI3NXVPfnfAV7T1R/hxp3O2mBZv48vtAWqEpkga9zgSe5QpJzBcIpAeTgfcqvEtjiauFxaLOovJofLLfURyh5l8ppXxgYDnN4Xsdn6Jw07do8VGSeWtuvXzU/k8dwp2mJjn8RLA3gDyfHgzlbHWvVUt0p6t9LDVMIe3qpuLhdncZwQdlo6u509xukNxYyWCse4CeDPFEMAAGI8w3bHAfR7Mr1tPPvdIm3zXyMMfE00up6baL5Rmx0T6m2RVErogXSOxkuGx5jvCyHahtQ56fhP6PwWq0tTUNVbZYq2qNO2CeQMIxvkh371uH2fT5G95I9o+C+r7JnCekjd8WvH8j8s7cx6vD2hkjjcVG7V7b59pjnUtnB/wCbtOf0fgoHVNm/o3Af0flVx1k02TvfCPa34K2bFpj/AE+R7W/Beh9n5P4nnKWt/FD/AMSB1VZR/Nin/ufKoHVtk/ovTH9D5VN1i0ueeoT/AHfgoGwaV/pEf7vwVfs/J/E0T1n4of8AiW/vvsY/mrTH9D5VrbrrDT0EJqXaDo6sj0/NjJaO/di2TtPaT7dRuHtb8FB+ndJOYWjU7muO2ct2+xVkoNeJ0Yp6qMk24/A5eLpX0vA1/U6ApYts4Y6McR9jFeh6QNK1lO+rd0f2wtDvwuTEXtGd3EdWsOXQ/RqyZ7Ha7ewtOC0uj2/uqjNGdHDGTCPpDlY17cSYezzh3HzVy2vE9nZN8xaTL0nS7pOnJiptB0z4gSBw9WwH2cC4zpA1/LraahjiojQW6ijxFSh4d5x2LtgBywB7e9dKdD9GJ/6wne+P5VE6G6MD/wBYb/ez5VFm0cbS8DycqBC9a+8Xou/1hv8AfH8qp94vRd/rDd72fKlk92zyYNyq9XkbL15mgujJ3o6/e72s+VZTOjzo6cPN1tKR4FnyqUUk9vieKujICgGHK9pl6POjho8/XErfWWfKsY6C6MGnfpAeD64/lRlou+jPK6an4yAAuhoLBLVcIjjc9x5Na3JK76k0T0bMeOq126Q92Y/lXotit1q09p2etsEzbi5zw3ygjiLR3bdg5+1aQpnDqt8bd0ly/F+4+erjYJqQubJE5jhza5uCFzFVTljiML6c1vFHd9DC51sDIqyKQNY8NxxNJxj1dvsXzpdY+GR2O9TOKK6XM9yV2mrRoHDdQV143Vs81geuiJRVKooLBERAEREAREQBERAECIEBVSUQpgZKEF2Iect/ayWPC01PHxPC6yz258xaA0nfsW2NOzztbkjGPJ6BpjW9fYacxQFkkJOTFKMjPeO5a7Vusay+uDqmRvC3ZsbBhrcrEqbLV0UY66nliJGW8bC3PvXL3IvaSDldEqSuuTxsNzext15GtqZeOQrJt8IllaCFriD1i21rPBICVjHlnpZfQx8HtGkNNQXCwmvu9TKKaF/4Mg+cCB2Fbu46bgmomVdnMlRGfNLMZcFptG6ltrbM+03V7o4HP4mStHI+OPFbyo1RQUVH5DYahz3NPG+Yjc+oHn7l0Jz3cdfhR4s4ad47yVVc/iu/D1HI1emrw4kx2uqPqjK4bUmkdV1te1sGmbm+KFvCHNpzhxO5IXotVrW/MzwXEj+zZ8Fwd66T9cUF1mhjvjmRZ4mf4PH6J/qqmo31ydfZK0zneO7rxOdGgdYY/wCa91/VypDQWrx/Ne6/q5XT2XpB13duse7UkkcbHAZFLEeI/orEqulXWlPWyxQ3+SSNhLQZKaIHPsauba0rPa73E5uC6ot0umdWQ2Kqt79L3UulOWHyc4Gea140Nq0fzZun6uVuqTpg1hG5gqbkJYuTj1DA718lm1/SLqkSxi26p68yEAQmCPiyfHhwrK2jC8UJtU+efUc8zQ+rO3TV0+oKvN0Tqoc9OXL6graS9IfSDSMDqm5zRMJxl1NH8qgzpQ1m7P8Aw444/wD0R/KlSIcsLVoxWaL1QP5u3If2BV5mjdTA76fuH1JWU3pN1ied6d9TH8qvs6SdXu53l31Mfyqy3GE3h9ZYZpDUg52GvH9iVsKXSuoGY4rLWt9cSM6RdWHndz9Qz5Vn02vdTSY47o76lnwV47zizfVq5syafT15bjitdUPXGVsqikqKGydXUwPhfJOMNe3BIAVmDWN/f6VwJ/s2fBZldX1dzsbZ6uUyvZUcIJaBgcPgvL+kDn9Rd9LR1/Rr6q+1IbLvnrVFinulZRxBkFS+Nmc8OxB9hWbTvdLQF73EulmYXE9uXZK0Ln7c1u6M5tcbu6aMn3lfn+eUnBJviz9PzQilaXJ0E1U6B0TWwPl49vN7FIVpMpZ5PLxAZ4fNyB71ZkNWZmGnkjEXD5wcOZ/b3LEqg2OqY6oZTukk7erc4d3LK8yMIvg83ambM1TyCDRzEY5EN3+1YvBP1TYuGZ0TeTXxRuwOzmexY46n/J0v6vIqgRc+rpv1aRXjFR6fJhRrovgXeof/AJF36tH8VOGB/XszC4eJgjGPaDkLHxF/kqb9WkV6lEYq48RwA55tp3gj2nZS26f7B3X8EnbOI7irbxHJE6KWNkjHEEteMg43GQpzn8PJ+cVhXCsZbrZU18zZHRQNy4RjLjvjZZY4ycko9TVK0Zhq5PxY/qwoOrpRyEf1YXJnXFHj/km8fq3+1QOtaM/yVeP1b/au9dn6n8JdYl5HTz1U02A+Qlv4o2C5u9Xumt/mvZUTSYyI4Ii4n28gox6utlRI2F4qaSV5w0VUJjDj3Z5K/I9wyCTz3BWmPA8M130f0N8cK6HKVFwuNxj4Z4ZKeEnIhY1rwfXk7lWBA7tiP6vH8V1DmUxJbPTRyxOPnMI5+rxWqvFoit08T4WwOo6gcUDjG4nxacdoXqYs8W9qVGzaTpmBiTiaXtlcGHIHA1uD7D2I6Qn/ABUg9ytkMH+LhH9k5QIZ3Q+yNy2avqaIuMne1ziGlmDjftU452vnYQcHKxH8OcBrMnuaVSDPlUYB+l2JKCpsumdJrY9ZbaaTt4m/a0LiYnYmafFdnrTzLTTtPPrGf+gLiYz+Fb600K/+OZQ6I9TsFPLU0VUyGN0j+ua/DBk4Mf8A9LMfZriR/wARnP8AVVjTdRNQ2+pqKd5ZIZGMyBnbgV+v1ddqSMObWZeT6JY3ce5fV/R+WT6o6qr/AGPyj6XQ0ku1Wsm7c0ulUY7rJdCdrfUH+oVadY7sf5Nqfqysem17fHVhjnruFkmzMRN80+7tWydqu+AkeXH6tnwXtKWR+R8/LFosbpuXwMB1gu/Zbar6tWzp+8H+TKr6srOdq2/DlXn6tnwWsunSLerY2PNY6SR5zwiNno9p5Ksnkjy6NMWPR5JbYbr/ACKO07ej/JVWf7MrEr7Df4aKZ0Nmr3ylpDBHCSc9ix750k6rpJfJ4a0wte0PZK6FhcR6iNsFaN3SlrUcr276iL5VjLLPoeng0GndTt/A183R7qtnAGWOukzF1jsQnY/i+tYrtDasMYYNLXLi4s8Xk7s+pbV/StrbIAvhG3ZBHv8A3Vbd0ra4H8uv/V4/lXPye1HYag6D1f2aXuv6uVD7wdYf0Yuv6uVtj0s65H8vP/V4vlUD0t66/wBPv/V4vlVeTZOBqjoDWH9F7r+rlSZoHWGd9MXUeunK2J6W9dj+X3/q8XyqrOlvXRdvfn4/7vF8qcktxou2/QmpmvHW6duLBnm6Ahen2HQlDSWoVuoDJT8Z4WQAYd7e3vXB2/pS1fI8Ca8ucM/5GP5V6RZ9YW2+WhlJf6lzJ2OLmVAbji9w5+xbwuvV8TyNS8e511ri+l+s5vXOjaS2UUNwt8pmo59gXc2u7v2+5eQ10QjlIx2r2vXOpaCptcFqteTSwO4i87cR8PefevGbl58hx3qZr0eSunku8aj046dL8aMWlmDJAfFek6S1vW2FpFM9ro37ujkGWleWsy163lt4nEAKuN+DNtVCvTTpo7vVWs67UEYZUOY2JnoxRjDQe/xXl9zPFI7K7uGyVdZA58VPNK1vpFkZcG+vC5a7290ROQr5I8cGGkyrfcnbZyMnMq0eay52cLisUhcjPoYO0RVFVUUFwiIgCIiAIiIAiIgCBECAqpt5qCkDgoQzaUA88Ar3nohoqZ8lZV9U2Sqp4gYWHvOcn7APavAKWXheu50zqmqslTHUUsxjkaMZ7HDuI7Qt4PijytXFqanV0fQUEj9Q2m4U96ibFTNZnrS3h6s777/i4yvO67Regpnky606s93Ez4LW3zpPud4ofJZXxRROHntibjj9a4aapE8uSc5K0a/I5MU9tWtzXi+p3rOj7o8ect10T6jH8FmQ6B0JFu3Wjvez4LTaK01937pHTZ4GcJfI/G7Wj/4F6NJovTtwilpLXPI2sjaS1z3Etd6+/wBirsrxLvUyn0ivJW+vsOcGmdDQjH3749ZZ8FYl0/oLjDv4QercORD2ZH2LnLro3UPEeosdfJv9CElc1UaI1e4nh0zdD6qcqJtrhM008IZPSeNI9Ojo9BthxP0gRzOz6bizP2BW3Wbo2q5GCTWlLI8HzOIsyD7l5UdB6xP81rr+rOQaC1h26XuuP+7FUeSXizqWjwp2oJHsT9JaM6iSKPVojLgcFnBsT28lop+jXQcEbp59dStbzc93V/BcfQ2DXtHws+9y6vhBGWvpS4gdwK3F90xqSptIZS2C5uMj25YKc5DefnK3EldnMlkw5FFQVPxRsotFdHEMrJI+kJvG05bxdWfswslmlOj9lQ+dnSG1sj/SLWxAH2cOF5+3Qurh/Ni6fq5WRT6B1bM8N+964RjOC6SLhAVF7TrnXVxR38undETxmOXpJle0t4SOOPBHjsrcmktAShgfr5rurHC3ePYewLi5NBaqiaHNsVwkBc5vmwOzt247j2KjNFaqHPTlz/Vyp58zGopejBHbN0b0fjlroH2s+CvN0hoEctb5/rM+C4lmjdUDnp25D/w5WQzR2phz09cR/YFT+ZlJ/wD4O1bpLQo5azz7WfBZkGmNFs9DVod7WfBcMzSWpBzsNw+oKzqbTGoWO86x14HjCVpH2nJlfH+0vid3FYNLt9HUoPtasmvoLfT6eqI7dXirDXh7jt5vuXKU9gvTQOK01g9cRXSWa2V8UVbDU0c8UcsOOJ7CBxDkvO7cxuegm911T9zLdj53i7Qxvua568nOuZKIBPwO6ni4OPGwd3Lb2yQSWapAOS0B+35LlgUdYLe6pkc4ukMfVspy3LJSc7vHIhu5x348VnWaWd1c9laxzDUsyCWcIc1wwCANscuS+F1GKPcqaP1LLKTTTXQ6Rs7Gwtke5rW45kq8JGj6Tc+tammDJ6NsU7c8HmkE8iNlkmClZGXvhia1o3PByXhyxpOjilFJmXNVCGEvBDn+i1oPpO7Asd8PA6OEF0tQ4Zc50rgAO07Hv2CpHJbmYla6naQOYAyFlUkbsOnkaRJNvg/Rb2N/+d6XsVmT9HoWBRTHsi+tk+KuwUczJ2OIjwD2SyE/acLNACk30gse/k+CkpOjT1B/wiX88rW33fSN4/7IftCzap2ambB24ytVqCYR6SuuTu6No+0Lt08ftYe1fM6knS/I1MriG5yeXescPd+MferlS/G2VjF/cV6cUz0Y9CszWTRGOdokjIwWu3ytlGzNkp5i4l8bzA5x+k0btJ8cbLVt4pJAxjS+Rx2a0ZJW7r4xb7ZS25xBnz10+Pok8gmRulH1lJv0kl1Na9yyJ2eV6Prozu6kkbMzJIxnny9qwy7PNZrHCHS96lOwcxkbfElR0arzXzIzL0fccsPNYJGBwc04e0uJz3hHPyNnZ7eapI7q5OL6JGHevsKsPMfYG+wL06s3XBSR3iq25hnuUTAM+dlWHuxywFutH0vlN3Erh5jNz7N/3JkezE5CUqVm31FFT1N+t1JVRmSmYZZ5owSOJkcZdjbf6K0V3tdugpaWWmt8tFVGeGKRhndI0l0DZX4DtxgvaOapqG7U8erRJOarEDcMNJMIpWP58TSQeW+ys+Uuud5oiK66VcLGcbBcQONmTnbBIIP43wXXpEsWiV9aONRk8sfI9GsFNROs7hXVYpY3Sktce3AAUKixaXmc50upQHHnu1Wq2210lpoIqajmlDWF7ixmcOdv8FoKjT97cDw2isPqiK97sODjoYty6tv4n5p27l7ztLI+63VxfJs5dMaLcfO1dwn1s+CzYaHR8cUcP32MeQOAOL25P2LjPvWvslQ0SWWvEedz1JWA7SmpDgiw3DI//QV6duPSRybI5FUsK+J6YbFpnOPvhA9rfgsC5aO0lcomNk1IY3sOWvaWZH2LROoL+x9OZbBcXtkhzIY4CeB+VlOsF4ztbKv6orXiXWRyKU8MlJYFf5mLWaQ0LLUO8r188zDzT1jmZGOzksQ6J6Ojz18B7Y/gtJftIailu00lNp+4vY4AlzYCQXY3WpdonVZ5abuf6u5cslz1PewyuCeyjvzozo9Nhw7WEZhDsCrzHkHPLOFqnaH6Njz6Qftj+C0dBpTVdLDJB97NwL5y3hLoT1YIPJ4O2PFYdbobVMzXVEenK5jzIWGnjpjhoHIj8YKGr5svie2TTh4nTHQvRp/rCx7Y/goHQnRn/rE+2P4LjDoTV/8ARm6/qxUToPV/9GLr+rFUOpP1HafeH0Zf6xR74/gqDQfRkOXSKPfH8FxJ0FrD+i91/ViqfeDrH+i91/VShf8AI7+LRnRvGQW9IgPtj+C2cGntAx46vX4d/XZ8F5aNB6xH817r+qlZlPojV7SOLTN0HrpyrRbXic+bFGS5imemu0voWoGPv3z6nM+CxZdAaClGXa0cPHzPgtHZ9F6gfKxs1krYuJ2MyRFoHrXpjdFaZpTHbayeZ9a8AGRuwBPLG2B6jlbbbXLPN7xwfEEl6+DhD0f9HbDvrsg+PV/BbCg0ZoKBwMOtOtPdxM+C5nWOn/uFdZ6NzgeA5a4D0mncFcvBV+TyZB7VChT6l3qO8i04Kz6TrKiawxUFFaKVppOAYcG8XWH2dp558V5t0w0FJT3aOWFjWSzw8crR2OyRn2/uWFaOlS6Wq3ClZJDKxowzrW8RYO4FcVqTUtReaqWpqZnSyvPnOKt0/vUzVzk0r5a48FXkcfWgB5wte7msupk43ErEJ3XNI9vEqiRVFUqiqbBERAEREAREQBERAECIgKqoVFUFCC6x+CsqKpLO3CwVIHCtZnKCZtBWk/SWRT1XnjdaUOV+KXBVlIwngjR67oDVLbFdGVLwXxFvBI0HctOOXq2Xpj9V6XtMU1fb3yTVUgIZEWkBpPZuNhn1r5rpa8xYwcLYG7v4PT+1bKafU8ueDJB+il1tWuj9R3t16UdUxPd5PduAZ7IGfBc9N0u65DiG30j/AMPF8q5KorHSk5OVgvflZTps7dPGcVUnZ2v8L+vP9Pn9Wi+VVHS9rz/Tx/VovlXC5UgVWjq3M7r+F7Xf+nnfq0XyrNoumPV0QLKy5ulY4/xjYY2uZ6vNwV52CvWtF2SyaY6P6rWmqrbDXCrc2K30czQeMZ5ji5Fxyc/itz2p05IpzVNkT0oagnlbb6XUbjLKA6OrMEZHF+IRw9y3411qQNA+6hOBzMUe/wBiwLRrrRtwq8QdHVJEYhxmQ9V5vd9FdENX6aP80YR+h8Fvj552nkaxOElBZq95r2a51EAAbo4+uJm/2K63XGoe24k/2TPgs4au012aTgH6HwUhqzTnZpSH+58FrS/AcLcv/sfM5K7a51rQP62O9ukp3ZPF5NH5ngfNWvZ0o6wP8tZ/sI/lXoB1Tpx7C12lYC0jcEM+Cti86SkwDo2j549CP4LN43fETrhq4KNTyq/z/Y4lnSbq487z/wCRH8FlQ9JOqnOAdd8/2EfwWxfrvR8Ur43aCp+Jji0/xfZ7FVuvdIHloWnH1fyrNew3mm1xk+ZOm17qJ+OK55/smfKtxQawus1TE2rrOsgLgJGljRke5YcGt9LP9HR0Dfq/gthFqzTz/R0xEP0fgrZMccuOWNx6qvecEnPHNS7/AKe0x62Nluvs7ZJOpilY+LrsZ4A8bO9h5+1YUVQylpqSFtS2rkgmc58kAc6KFjgBw8ZH4wBW3vUkF6t0dwp4zEwExPZndnd+5a1hudXp6oy6GKnllEG7mwwQxs3c4+LncI7TsV8Jp8b2z02RcxtH6jp88M+GGeL4dHQxFvlZePQqG9Y3wcNnD34PtWcI2yMLHNDgRuD2rnLHWmtoepa8OqIH8TCOTiOYHg4fuXRwSsmiZIw5a4ZC+X1WOWOVPwIypxdF5jGMaAGtAA2wOSugq2CpAridvqc7KVFR5PA57WtcR2HtWvfd5iwhjI4yduIcwp3Yy+RDqo3PJfvwjkuaqKsw5694iH5S7dPh3Rs6MGGM1bRsHzNaN3brBrjBWwmnqI+tgLmlzC7Adg5wcdi17LrRVFQIIauKWbGerYcnA5lSnqoqeIyTyNijzjicdgu+GCUJLjk7FjRsn19MdzaKInxYVaNfSj+RqD9ArTG8248q+n/SU2zsmjbLE8Pjd6Lhyd6lt3M49U/iSsMP62bU3qWJpbR0tLSEjHFDH53vK1L3ukcXOcS4nck81g1d5ttHKY6quiikbzYScha+TVlsG1M2pq38sQxHf2ldOPS5HzGLLJY4dDeAZOAMk93arN3uEZpIbVTuD2sf11S8bgu7G+xaF9wu1w2dE2303aAcyO+Cm3giYGMGAPtWy02xpyfJdLfySe/mseR2QqvesaR63hE1bohI9d5p6Blo09NWzea5ze33n9wXI2K3yXS6RxtbxNB3z2nsXSaulmqo4dO2ppllkYcgENAY3cucTsBzJJWWoi82SOnj49fYYZJLo/6jn4m6ghpqi6RUUM9FV/4RLDNFHNmPkJHRnzw3nhwW7tDYr7qiappI+CjJZT0rA3hDImgAYHYNifatXVVbKLUtfcpoKmiujYhFRUD488BdH1Ydxjbq2jPCPpbLrdJ00Nhs5rp2EsiaI2tBwXOPP7F369uOOOnx9ZOkjinmjhxT1GTikbSt1JcKfyttBV9TDA7DAGNOcesLnKjX2o2A8NzI/smfBb2fV2nm54tMRnPPdnwWun1xpZuztGwu/Q+C+tw444cMcSj91JH5anPLllk7/q78TQydJOqmk/8AC2B/2EfwVibpJ1dEeH7sjOOyGM/uW6dr3SA56Gpz7Y/gqQ650ZLLh+hqeNnNz+GM8I78YS/UdsU0r735mBUdImpprXHVUN3d1kQxUs6qMkflY4eRWr/hU1c2F7PusC9xBEhgj80Ds9HtXbnU+laOWIx6PpWwVA4OvYI+HfkDtyPetRctaaPtlWaeXo/pXHALXARgOH6KSXjQwSUntWW/FdTlXdK2sxyvZ/V4vlVGdKeuJZGxxXpz3uOAxtPHk/3V0H8IWinyCOLo8gkJwAOGLmfZ3rdUmodLR8Mz9B0lLM07AdWS32gKqTl0R05MscauUzhGdKmt6mtETL22Pjf6JgiAb7S1bd3SRqWW2VFbDqQkEGOEmljaGuG/dufWsmv6RNF01bUQTdHdM+QOw52IvO/urH/hO0S2N8X8HVP1byC5mYsOx4cKrddUXeOU0nGddDmv4XtdHf7vH9Xi+VRPS9rv/Tx/VovlXRO6SdDN59GlKDjtEQ/9qs9Ien7PddIWvXOlqGOkoXNENbSxMDeqdnAJA7Q7LT35aqnUk/M0R6Xtef6ed+rRfKonpg17/p8/q0XyriSVElTRCkztx0wa8z/y+f1aL5Vfi6Xdclw4r6T/AOHi+VcApsfg80oScqPXrT0o6okkZ5TdOsAOS0wsGfc1ejjVulK50d1qnyxVbGhzoA0nJHLkMH3r5pp6wx43ws77sSBvp/atoyjXkeXlxZXLzXk+TsNc6lF8u09Zw8LXYDGZ9Fo2C89nqvOO6rVVzpDuVrJJMknKpOXkdOn07XMurMo1ru9WJagvysYuUSVS2dscSRVzsq2VUlUVTZIoUQooJCIiAIiIAiIgCIiAIiIAFVUVUBIKoUFIKSpIKYKtq4wZKEMvxk5WQA4hVpKbrHAYW/p7M97AcbLSMG+hwZ88IPk55wKtEY5roKu1uhBy1aeaLhJCOLROLNGfQxlOPhL2h7uFpO5xnChjGyHbfkoOg67SOkPvp1nS2amqBUUuOtqp42kcEQ9L2nZo8XLddLeq4b3qRlpt/Cy0WZvk8DGei542c4eAwGj1HvXQUueivomdVu/Bal1FtF+PBHjb9Fpz+c8dy8aHmjwUdSX6MaPQLNb2W6hY0tAqHjMrgc+oLrNM6em1JcX07JOpiij45Zi3IZ3e/wDcVy9HHFDSQtpg4xFoLd8l2f3r0u4n7zNERWluG3W6DjqCObGdo9gw33ldblUUonzUcayZZZMnKXX9EBoW1f0soz7G/OpjQ9rH86qT3N+defNDR2D3K4OH8Ue5X2S/EYPPp/8Aq+LO/GibYP500nub8ykNF2zP/OelPqDfmXBDh7h7ldHCOwe5Tsn+IzefTf8AV8Wb+r6LqGsq5KiTWVIHPOcCJuB3fTVl3RbaYMCXW1CwnlxsY3P99apuO4KYDHbPiY785oKo8DfibLtSC47tV7TdQdHlnZjGtre71BnzrYw6ItbMY1bRu9QZ864mus9NXYkYGQzD6QZs71ha0wuoak08vVlwwct8VGycfEv9Z02ZcY+fK2ew26x0NDBUQC+UtVHOzh6sEA57CPOK5Se1tF0MM0YknBxEx7vwb5BuGuzth7ctz3kLnKWcAgjAI7uxdrK5mobN5Twh1VC3gqGDm4fjf/PFfK9t6WWnzLWx5T4l+j/T3H1P0Z7Vg29G1t8uTX1VRFbquI00xmlpcsqBEM9TBn8GJXDzeNhJZtzwF0tNVM2nYR5PMcuxyY8/uP7Vy8MMc9o+57pIIKKGMiqJ4WmJ4y6OpzzeHZ4HN92Mgq1abm22SRwvL5LbVAinknaGGVo2Pm5yG5zw+rwK8btPRrNFZsfkfXKO5OHijvuNSDlroJ+q4GOeXRPOI5D/AOl3j+1ZQevk54nF0YOJh3m1G5RB0E8kFS30SHENd4ED9q8/q2VEFQ+Cra9srPSa45Xp3GtfdrTTXenDJfNmaPwcwG7fiPBd+j1fd+hPp8jbDl7vh9DldPNY2nu7mMYH+TN3Dd/SWs1Ec2gg7jro/wBqhX0NVQPmt9XxsZKAXBjsNlAORv2jK1L6GmbuGOz4uK9vFCLn3t+TOyK6teJCRrON2GMA/NXb3Af4Pa+EAAUEWMBcG5/nuyc5Up3GrlElQ+SR4aGDLzs0bADwC2yYe8q2TKLck0ZdSG/dmt4mNO7PSbnHmp1nCNjj1LDjbHDngBGeeTnKkZFo49EjRF4yeKtvkVl0mysvkSMCbLj5FZYx9TM2GIZe44CiOOaQRxtLnOOAAu709YobTSG5XDhyRxND+3/YPtTNljgjb6+BWUqVsyKGCn0tYXVM5/CuZnfng/vP7PWuYglfVW2519e9zKW5BkZrqf8ADeR8L89XMwbta7b3Dmr9XNLrW41MTK1sEFMzrGxGN0kk/eWMbu7A3PgrNRcKWuEX3Nrqqa8vzDPWxU/k8c8BGC2VpJ4nflY37dwF0aDT9zF5833mcWRuT2Lr4mTbqWO6V1uoqJ76ijt0fVRTPaQZZHu4nuAO4YDs1vh4lejVdkoqyip6R17paSODILHFpLndpO48VoLZTxaWsLastHlMjSymaezveuRrKnjc5ztyc5J7V1dlYJazUvWS4jHiPrfn+R8p9Je08cEtFFbvPk7WbQ9qkz/+XUTfWGfOtfL0c2Z5P/5vQD2M+dee1czTnYe5at5ad+FvuX0st3mfNYO5rjH8T053RlZXfz6t49jP/wDRQ/gwsocHDXluBBzu2PH/AK15c7g/Fb7lYfwfit9ypT8zti8f4T2636JtMEckP3422cPeXhjGswM8xjj5LBuPRbbqxwJ1rSxwx5LGujaerHaOLj5LyGnqX0s8b4XtY5rsg4/+c10tTcnXOyTvt0MnlGQx8Y9JgPMjvCuuVTZzzUMWRShBc+N9DvrN0e2Sip5IotZ22dzncRcwMJx+mtgdDWs7nVdHj1N+deC+WVFNVOmjd1M2OB3CwN27iFmu1NVSU1RDMyJxlaQHMHAWe5RGbSqzTLpYTluUE79bPUZOi+x3GqnqXaytVQ5xAAa1mGDx4ZNz4rhNeacrNL3d9mfRweTsY2dlXCwgyM5Z3PYcg+zvWkt9xZS2sxGNo6qpY/YY4mnmD3r1Spkj6TujeWanZFNftOOJa0+d18XD/wC5o/SYs2/WdeOCcqUarpyePXKrdcbgHABzuFseQMcePBejdFde+119RpXUMPDZr+0xNa92zZiMY8OIbesNXmDqsvpRCWQ8H0XdX5w9q3MFfQPpqcVVPLDG0gsqGuJxK3njfPco4l1LbpYq2rgxtV6dqdJ6krLNVZcYHZjkI/jIzu13tHPxytIvoPUFLQ9JGgKbUHVRVFytreGo4Ru9n0iMb/lD2rx656eEbDPQkkDcxHc48D2qVF1YepgpKL4s51AM8lkQUNVUt4oKaWQZxlrdsrNfbWAk0sgnEbAZ+E5DHctj2jKhJmspxj1ZrmtcpODgFu6S1PmbkNU6mzvjZnh2V9jqzleqhuo5iQnJVglbCpgLCRha9wwVkzuxyTVoiqKqioNSiIqFQWCIiAIiIAiIgCIiAIiIAiIgCBEQFVUFURCCauxDzgrIKuRHGFJSXQ6myRMfMwFfQtnt1r01pugqn0EVXVVjOMukAwARnAzy2x9q+cLVWdTI0kr2LTXSVDR2iO33KibWwR/xWXDLfDcLpg+Dw9RFqbd064dXTOi1P0eN1FDT11ijp6Yzs4pI5CWt35EYB8VwlT0FaslcSyotQB75n/KresteVF+maWF1PBGC2OKN528c7ZPJec1dwq3PJFXU7nsmd8VSe6uTo0vd22l/fYd8egDWRORU2j69/wAi2+mOgy6W/UNLXalqLa61Uh6+ZkcrncfDuActA4c8/AeK8dNZW5/45UfXO+Kg6sq3NLXVU5aRuDK7B+1ZHpJxOn6RNXP1lq+puDHO8ii/A0bT2RA+ljvccn2juXKgqAKv0lLPXVkFHSxOlqZ5GxRRjm5zjgBSVfpM9V6FrW6vrau41+BaLV+HMjuXW4zj1ADiPs71dv8Ae5b/AHuouEmQ17uGJh+hGOQ/+d5V3X9fH0faLtWhLTM3yx4FVcpW/SOc4P5zhy/FaO9c/R1Iq6OKoaWnrG7hpzg9oW2F2zye1IOMVt6Pr7TMDsqYcscE9iuNfnYrqTPBcTJDv/tTDljByuBytZk4mSHK4HrFDlMPUmTiZbXb4Hb2LmrvdI6q4hsJBZCODjH0j2rNvla+jtMjo88Uh6viz6Oe1cWyThIwsMuTnaenoNJaeR/kdVTVPLddJZbzJbaxk8e4HmvYTs9vaFwVPU8t1t6ar5brOcYZsbxzVp9S08c8U1khw0eiXu1U1bSxXKjayWmc4PZxDIY7ta7wPIrDrZKO7P6ys6yqlfJw0dHE4NqmvPOnO2DCPSD9uEe0LBsGoXW6VzJG9dRy7TQnt8R4rb3azh0AuNrqHdTKwsZPGd2tdsWO7R3L47Lin2Xl7vJzjl0f6P1/M/QuyO1YdoY1GbrJH4mNb7jNaYTHVz01fb+PqZJ4HlzI3/iP7fzXcjjYrp4Zw2MSxPM9NjOQcvYPH8YeK8+o4DFRVFvp6eR9RJE6WvyeHip43B3VRc8l3MnH7Cr1HdTRUIuloE8dM2obTvo5ZOsw9wJHVP5u2G7SMjI55XFrOzI5l3mH3HtSVtqXU9EZM2Rocx4IPcealx+K52hvtBcJXRvL6KuacSRvbwnP5TCtn1k7AS6MSt/HiOcescwvncmmlCW2SplHjK3Kngr6cwVDeJvYRsWnvC88vFFLbpSx54mE+ZIOR/2ruJqtjmnhcCVzt3mZJC9j2hzT2Fd+hlOD2vodOGLXBxnWecfWpCRW6iIwuJBJjzsT2K11i+g230NLaMrrNuaiZFjh5Jw0EnuWVTW2urHBsUDz7FDSjyy1ll0nip0tJU18wigY5xJxkBdPbtEvOJLhM2Ng5gc1n1epbLpqEw2yISzgbuG5Ht7PYuWWqt7MC3P4FXOunJetthoNN0prbq9hlAzwOPL1/Baa6XYX5nllzqZqKydZ1cYhaHT1Thz6tvLhbtxE7DlzOErLdX3Ctjbc6pv3SMn4GgfCTTukaOPqHyZA43N7BnGQCQSsN1ZQ/gqWnoIrnbpHGqo6aWZzZaKRx8+J5G5Zkbt+kMHIyV2abQ93LvtS7l8EcbyubqHL/vQ1FXbKu2XSKFj+N5DZqWpp3ECVh9GRh5/AgjsXe6dsrY2z3m7ylwLusqJXDeR3cPWqWeySTvkvF6qMMaBxykcLWNHJjGjZoHIALX6h1F90HNgpx1VFDtFENvafFRDHk7Sy9zh4xrq/0XrPN7W7WjoMO3rkZC+3uS51jp3eawDhjZ+I3uXMVVVz3Uair57rUz1PEea+vx44YMaxY1SXQ/O4wnmyPJk5bKzT8ZO+yx3SKy6TKtl6izvhjouOerTnqBcrZcq2bKJMuVYqqWllEkEr43j6TThWC9QJUWaqHgzfx6qqmkmop6eYn6XAGnH71hVtZbqycObDUQM4MODS0+dlasuUM5UubfDIjp4RlcVRsXxUBpnTMdMBkAR9Y3jHrGF0miNS0+h9SUlykklDJfwVXA05PUuPN3cRs4AfvXEE+9TjilqJCyKN8r8ZIaMlVZtGO3ls7rpV0qzS+q/LaFrHWq6B1TSloyxpPptHqyHDwcO5ef5JAGTgcgSvatEsHST0YVWlK04r7U4SW6d45tHoj2bsP5Lm9y84uthpKGCWdz543MPCYSMkO5Y8N0jFstkywjJJ+J0vRhrqj0teYKWqMkdvqgIamSQ5aHE7Ox2AE+4ld1deiq+Ovs5tbreLU5/FCZJnCRoO+McOMDcc+5eBUVP5ZWwQbee7B9Xas27S1FJc5oIauoEQ9BvWuw0d3PsUpyXKKSxYZPu5K/E9Or+hDWlRVyvhuFvED9wx1Q8Y8MBuEo+g3VlLM1/lNs805BE7/lXkja2tzvWVGP8AtnfFZ9JcKtjwTV1Jx3zO+KhW2XmoKG2j6M09oaHTdFUXG80tPUzxbxxxuL247zkc8lW9S2y2X7SlXdIqGOkqaTnwDZw22OOfNcHovpBmsIkinb5XSTDEkUj+3vBK2OqukZtztLrfbqNtJR44pGtOSd+3AwBldCvxPHlt6R4VPird+Ds8nvMQZM4eK52T0itxc6rrZCc9q0sh3XPOmz19JFqCsgVEoUWZ2BUVVRCQiIgCIiAIiIAiIgCIiAIiIAiIgCqqIgKhSBUeSIQZcUxaRgrPjr3NbjK04KmHq6dGM8UZdTbmqdJzKq2Iy9ixKbz3BdppyxyXKojgiYXySHha0dpWkVuOHPNYVwcw6hcBnhKxpYCwcl7tV9ElfHb3SRyU8szW5MLCeL1DsXkt2o208jmnY5xg9ilxVcMpj1E9yjNUc2Rgr1fois1JaqS5dIF6bw0Nrjc2lB/xkuMEjx3DR+U7wXndns9TqC+0dooBxVFVKI29vD3uPgBkn1L0PpdvVLaaS29H1ldw0Fqja6qLT/GS4yAfHcuP5TvBYnpQXiedXu8VeoL3WXatcXVNVIZHfk9zR4AYA9ShQXOot0hdCRh2zmOHmlYOVUFSuDOcVNVJHf264R3GkEzBhwOHs/FcswHvXL6Ue4Pq2ZHBhrvbyXSgrsxyuNnzerxLHlcY9C615G6uB2fBY4KkCrnG4mSHY5qYcsYOIVJaunphxTzxxDGfOPNTuRVY3J0kYWqJ2stcceSDJKPs3/euTD1l324w3CtY+BzjHGzgyRjO/YtYHeK48kt0j6HSYHjwqL6mZHLwnZbCCqxjdaYPwrjJuE89kUqLTxKSOpp6vluumsWpai0yO6vEkEm0sD/ReP3FefQ1PLdbCGrxjdMsMeeDx5VafgcLxTxT343TR6xLb6K+QCvssr2yxHjMTXcMsDu8YWk8prKe6tqLlMQyKKVlNPFAMU87xjrnMbzd3nny7ly9FdZqWdk1PM+KRu7XNduF2dNqygujRFe4ermxjyuBvP8APavm83Zup0T3ab04eXiv3+Z9XoPpFjyJYtaqf4jQXaZ7bHBT1NdFc65k3WMngcZTTwYwGmTGfPcchp5cPZnClUXi46cuL6Ftb5QYGtbLxjZsmMvYD4Hb2FdC6wzQu+6Njq3HH/SKF3L85vxWpjlraS8y3KSmjlklgfFJJRtbFKHO5yjmOs55OO08lzPPp9R6ORU/X4H1GJqUd2JqS9RkU+uIamHjraJzmB3CZQ3jaD3Z9/ar4vGnK0EdY1hz2lwwtRda6C5wUdBLWzQQtlkqaqpno2tkLsBrG8Mez3BvFg7c+xYdxNBXSWqtouGKlidFRTU9URxMDXbSP4fSa9pJc4ciCO5Ul2XgfOOVexlo5GnyqOhNPpyQEiqjI/7QKz5FpaHczxH1y/AKNw0xbaZ99qxQ3COGKnqZaczCLycO+gWFrs7ZHD7FZtlvllnomT6ctjLJJCx01YQ1zgws3k67iyHZ3x2cvXZdlyXHeMr9aTVl9120zRfxQje78iMvz70l1HXkFlusda4iPrcSROb5gOOINAyQCQuHo6ippJY6immkinaPNkZsRnZbll5uElupCyqrTdqOtfNBUF5cRG9gDhk/lAeb3EqMeg06d5G37WaTeR/dRe1DJfoKKlqLu90Lapz+CkHmHhZjJOOWeLHfsrn3PbZLjJUvp5pdM3CNsXXOA4nQyt4mludy9hAO3azxVK6OpuLqOQ0lNa4qYOLGMJLTI53G5wDu92MN7MLdUumqiukdcrjI930nVdc4gAfkg7+7ZbvPgwcY17KMsicYbs0lFeJqqKuudXHBwRNdVwMMEd0lc50gj5Dga7zWOx9IDi9RXRW+w27TlGKu6u6vIyyL/GzH1dgVip1NbLKzq7RGKqqG3lUzMNb+a1cbcbvUV1Q6epnfLKeb3HK0xaDVa5qWf0IeXi/2PnNf9IcWJPHolb8/2N5ftTzXV4acQ0se0ULPRb8SuXqKvOd1iT1ec7rXzVOeRX0eLFj08FjxKkj5Pu55pvJkdtl+eqzndYTpCTlWXSZOSVAvRs7IYqLpeoF6tl6gXKLNVAuF6gXKBcqEqC6iVJVMqJKoShdIqXKmVVjHzSNjjbl7jhoHaV0FFpppjbJWyPa/OeqYezxKlRb6FMuaGJXNmmt1L5fXx0xeWcWckDlgLsLdQxW6Dq4x57t3v7T7e5VpaGlouLyeEMLhuc5J96vF+VtDHt6nkarVvK6j0M+x3WTT13prjStAMMmXMbsHtPpN9o/ct90p6ao66Slv1Ll1vubesEkZ9CUjOf6w+0FceSvQdCVkF/slfoy4PIErXS0Tz9B3Mgeo+d70mvEvpZt3C+eq9p5JarDNS3TrpCHRRDzHZ9I+pX9TUrnQ0bsjGXDGF0D6SairpqOpbwTwyFkjfELb01rguEfk8sTZeLZoxkgntC0jiTjSObLrpwzrJPwPKhROxnBwoOjdH2Ywvco+iG4eQcbpaYT8Oeo4t/fyXmN/s77fPJHLG5j2OLXNI5FYbVVo9OOpluSmqs5ttW5naq/dSVjZAx5AkbwOGeYWHUbEhUrGweZJA/zHjPATuw9oP7lm5M744ovqizLLxncq3GzrZOEOa3xe7AVsnKoqWdKjRcl6vzer4+XncXf4K2QdkVFBYIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAJlEQFVJp3UMqoO6EGxpH+cF650Y3mltl+ppqp7WR+cwuP0eIYyvGYpOB2VuaK5ugxh2MLaEl0Z5+rwuVSj1XJ9Xw0H3Muk97q7jE2iw55eX+k08gezA/cF5vdek3SkdRI6XRFLVEuJMj2x5dvzOW9q8sl1DM+ARmRxaOQLtgtLV1plJOcq03fLZz6bFKDqMaVt+fLPWYemfT1qkkqbVoKlo60RubHMx0bSM9/CzOOWV45VVc9dWT1lVK6WonkdLLI7cuc45JVl78lQysT1F0LgKqCrYKqCpIo6LS0mKydudjFnl3FdSHA8lyWl5A2unaTgui28d11AOy6MX3TwO0Y/be4vAqoKtB+FMOzyWp59E3Pc1j3MAc8NJaD2lcFU1k1bUGeodxSEY5cvALq73XeR254Y7E0vmMx9p9y4rPYsMsuaPY7NxVBza6lwFSBVrKrlZHouJdBUg5WQVUFCriZDZeE81kxVPLda8OVQ/CWUljUjeRVfLdZkVZjG65tk5bzWSypx2rRTOXJprOtortUUcwlpp5IZB2sdwroYtaTzgNuVJTVwAxxubwSD+s1ecsq/FZDKzxWObTafUf7sE/mUxSz6d3ik17D0f7r2KrHneWUh7ntbO0fscpss1FXRddSVFBM3PDlzXxEe8FedtrN+a3FjvBprgyN8pEEpw4dmewrh/wALp2/Rk1/feel/qLtLDBtVKvNHTnSbAfNp6L+pWgftCDSbM709Fz5urQf2BZJqN8Ep5RntWn+Aj/2v+/mcn+utZ/1R+JD7g09PG6WaW3xMYMk+fL+zCw3XO0UzcCasnPdFGynafbu5abUV4kNW6ijkxEwDrAO13j6lzprD3qv+G08XzJv++864/STtLNjt1G/JHYnVTqYuNvo6Wkcf8aR1kv6b8rCueqq240nUVEnFt5787uXKyVee1WH1Xiu3Dp8GD/bik/Px9552Z59VLdnk5e02UtZ4rDlq853WA+pyeasOlLu1aOZeGmSMmSoJ2yscvyd1aLlTKo3Z0qCRcLlEnxUCUyheiZKjlQyqEoWomSokqJKpkoTRIlRJyiE4QskbKxxudd4XgBwjPGQT2ctl2RfjIG/iuIsz8Xml3Ay/GT6l2ROFth6Hj9pL7RewkTlRJCiXKJJI8FscCjZVzleoq6e310FbTP4J4JBIx3iFik+9R491DLxtO0eqnpHsdfOZ6nSVPJUPxxyPcxzjjxLcrb23WFkkqInM0/DTecPwjOHLfHYdi8Xim4XBbmjry0jfdIwj0Iz6rOnca9yPcX27rL028iuhFG3zzJxfRxyzywvDOka70tyv1bUU2DE9/mkD0sADPtwtRfdVGasNPDIeqh8w4OxPauUrbi6Ykk5ys5SS4u/A7tPglNJ7dtu3zfJr6p2XlYRV2R+SrJXKz3YRpBUKZRQXCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAgREBIHCm2THaraIQ1Zkdccc1Evz2qzlVypsrtRPKqCoZVcoSTBVcq2qgoRRtrG4i8U+D3/sXYh64uxz9VdYhwg9Z5hz2Z7l14cunC+Dxe0o/aL2F8OWBc7rJbXRE0wlhf8ASDsEHuWVxbHhy52MhmdyubuF+bW0D6XyYseXAkl2cY7vFWySpGGl07nO2rXiYtzuBuFYZcOawbMYT6IWJnKtZVQdlzXZ7cYKKSiXEyoAqvEgonlVyoByZCkE+NV4lDIRCKLmVUOxyVrKrkoRtLwlI7VcbPhYuSq5SyHBMzRUq7DWmKVkgO7HA+5a3KcSmyjxJqjuZtbMLAYKQ9YRv1jvNHuWHV6xq54uCGNlP2Fzd3ezPJcnxFU4/WrvLN+JzR7O08XaiZ7qrJJLiT4nmoGp8Vh8SZWdnSsSL5nJUC8ntVvKoShdQouZVMqGSmShO0llU41FEJollUJUcpkKCaKkookqmUFEsoXKBKplCaJZVCVElUJUFqNrZJaWK4CWpkDOAZYSNuLxW1qdS00b+GGN02Du7OAfUuUyqZVlNpUjHJpYZJ7pm4rL/VTvIgcYI+wN5n1layWpnmeXyTSPce0uVklUVXJvqbQxQgqijprfdXvoY4nyEzcfB1hGcDs9Z5rbF3NcLHK6MjmWg54c7FdIL/SSFu0jSTg5Ho+K1x5PM4NVpHuuCNrx4Wpul+kgJpqR5bIPTkHMeAWLV37iY+OnjIzsJCd1oickpPJ4ItptFT3ZEXTO453O6tufntUEWNnoqKRXJKuNhe+F8rRlrMcXgrWFu4qaKltrzUy4FRjHVjOw3RKyJz2o0aK5LwdYer4gzO2eat9qguEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAQFEQFVXKigKAnlVUMohFGTTSNiqY3vBLGuBIBxn2rsKGodPSNc/JkBIdnn7fYuHyuss0ofQZbEWYODg7H1fvWuJ8nDr4J47Ll6IbbzMC5sjDhrmnBGeY9S5QFdPd6eKakdNK9zDE3bAyD6wuWymX7xOiS7okCpAq3lVyszronlVyred1XKkii5xKuVbyq5QiiYKrkq2CmUIou5QOVsFMqSKLvEmVbymUFFzITIVvKZQii5kJkK3xKvEgonkJkK3xJxIKLmU4lb4kyhNEy5OJQyqZUCieShKt5TKE7SeVTKjlUJQmiRKoSo5VCUFE8qmVHKplQTRLKplUyqZQmipKohOyihNEsqhKiigkkSFtaSaihtxdLEySp4jwgjf2+C1CKU6IlBSVE3uL3FxxklQyqIoLEsLLgt004LyBHENy95wFGknjp5eOSJsmOQcFOsuU9Zhrjwxg7NCnjxM5Od1H3l2plpIIDT07BI8445j+5YUs0kzg6RxcQMDKtEqiN2WjFIIiKCwREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREATKIgKraWu5eRvLJMmJ/PHYe9apVUp07RWcIzjtkdbXxOrKDggeHcRBGHbFcxNBJTyGOWMtcOwqdNWz0jvwMhaO0dhV+ruktXG1jmMbwjBwOatKSlyc+LFPE9q5RYkNN1LRGJetz5znEY9ys5UMquVU6aJZTKhlVyoIonlMqOUypFE8pkKGSqoRRPOe1MqCZQE8plRymUFEsplQymUFE8plQymUFE8plQymUFE8pkKOfFMoKJEplRVEFEiUyoZTJQUTyVTKjlMoSVyijlMlQKK5QlRymUJpFVTKKmUBXKplVVEJGVVURAEREAUgRg5GTjbfkoogCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAZTKIgGVXKoiArlMqiICWSmVREBXKZUcplASyioiEUVVcqKIKKpk96jlMoKJZTKjlMoSSyqZVCUQFcplURAVyqZREAymURAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQH/2Q==" width="306px" alt="china"/></p>
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<p>At its height, Bitcoin’s market cap was even higher than that of several established businesses. Check the current price of Bitcoin, BTC market cap, current circulating supply, 24-hour trading volume, and do your research before trading Bitcoin in the market. The process of verifying Bitcoin transactions, also known as mining, also creates new coins, which bump up the BTC circulating supply. As the max supply of Bitcoins is fixed at 21 million, mining new BTC coins are getting harder with time.</p>
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<p>
<h2>Related Stocks</h2>
</p>
<p>
<p>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. 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. Alice will have to broadcast her transaction to the network that she intends to send $1 to Bob in equivalent amount of bitcoin.</p>
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<p>
<div style='border: black dotted 1px;padding: 11px;'>
<h3>How Much Does It Cost to Mine 1 Bitcoin? &#8211; Decrypt</h3>
<p>How Much Does It Cost to Mine 1 Bitcoin?.</p>
<p>Posted: Sat, 16 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiO2h0dHBzOi8vZGVjcnlwdC5jby8xMDUyNTEvaG93LW11Y2gtZG9lcy1jb3N0LW1pbmUtMS1iaXRjb2lu0gFBaHR0cHM6Ly9kZWNyeXB0LmNvLzEwNTI1MS9ob3ctbXVjaC1kb2VzLWNvc3QtbWluZS0xLWJpdGNvaW4_YW1wPTE?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>&#8220;Satoshi Nakamoto&#8221; is presumed to be a pseudonym for the person or people who designed the original bitcoin protocol in 2008 and launched the network in 2009. Nakamoto was responsible for creating the majority of the official bitcoin software and was active in making modifications and posting technical information on the bitcoin forum. There has been much speculation as to the identity of Satoshi Nakamoto with suspects including Dai, Szabo, and Finney – and accompanying denials. The possibility that Satoshi Nakamoto was a computer collective in the European financial sector has also been discussed.</p>
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<h2>Does Bitcoin pay real money?</h2>
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<p>There are two main avenues to convert bitcoin to cash and ultimately move it to a bank account. Firstly, you can use a third-party exchange broker. These third parties (which include bitcoin ATMs and debit cards) will exchange your bitcoins for cash at a given rate. It is simple and secure.</p>
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<p>
<p>The world’s most widely held cryptocurrency dropped below $4,000, knocking off half of its value over two days. The bug, which the Tel Aviv-based firm calls BigSpender, allows a hacker to double-spend a user’s funds and possibly prevent them from ever using their wallet again. It works by exploiting how certain wallet’s handle Bitcoin’s replace-by-fee function, a failsafe that enables users to swap an unconfirmed transaction with one that has a higher fee. Bitcoin’s price dropped after crypto exchange OKEx suspended withdrawals. The move happened after OKEx announced an indefinite suspension of withdrawals due to one of its private key holders being out of contact with the exchange, reportedly because they are being held by police.</p>
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<p>
<p>Luna Foundation Guard, the nonprofit organization dedicated to supporting the Luna ecosystem confirmed it depleted its  reserves from around 80,000 Bitcoins to 313 bitcoins during the attempt to save UST’s peg. This eventually lead to the largest crypto crash ever, with an estimated $60 billion wipeout, shaking the complete global digital currency market. A fork, referring to a blockchain, is defined variously as a blockchain split into two paths forward, or as a change of protocol rules. Accidental forks on the bitcoin network regularly occur as part of the mining process.</p>
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<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">How much does bitcoin cost today? Will bitcoin reach a floor? &#8211; <a href="https://t.co/2Q9Ip5LSRY">https://t.co/2Q9Ip5LSRY</a><a href="https://twitter.com/hashtag/moneyincrypto?src=hash&amp;ref_src=twsrc%5Etfw">#moneyincrypto</a> <a href="https://t.co/XAO1O2sb98">pic.twitter.com/XAO1O2sb98</a></p>
<p>&mdash; MONEY IN CRYPTO (@moneycryptomag) <a href="https://twitter.com/moneycryptomag/status/1047172387265863680?ref_src=twsrc%5Etfw">October 2, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>
<p>To put it in perspective, this amount of energy could power a small nation for an entire year. The Bitcoin Lightning Network is another notable development in the Bitcoin roadmap. This is a Layer-2 payment protocol designed on top of Bitcoin to improve scalability and throughput, making Bitcoin transactions faster with cheaper transaction fees. Fast forward to 22 May 2010, and Bitcoin was used for its first commercial transaction.</p>
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<p>
<p>Volatility is perhaps the most commonly-cited disadvantage of <a href="https://www.beaxy.com/exchange/btc-usd/">how much does a bitcoin cost today</a> in terms of its use case as cash. Ironically, that very volatility helped grow the network, providing traders with very lucrative opportunities in short time periods. However, for those wishing to store value and transact Bitcoin as an everyday currency, the volatility is a major drawback.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="bitcoin futures"/></p>
<p>
<p>The funds were seized from bank accounts held by Canton Business Corporation, a New Zealand-registered company managing the exchange. BTC-e exchange operated without anti-money laundering controls and policies, allowing criminals to launder illicit funds through the bourse. The Department of Justiceannounced that it had seized the wallet’s contents as part of a civil forfeiture case targeting the Silk Road.</p>
</p>
<p>
<p>Use this service to contribute your computing resources to empower the mining hashrate and experience low mining costs for Bitcoin mining. One of the most significant factors contributing to XLM Bitcoin’s value is its rarity, owing to the fixed supply. At the launch, its creators announced that only 21 million BTC would be minted or generated.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much is $50 BTC in USD?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The conversion value for 50 BTC to 1018350 USD. BeInCrypto is currently using the following exchange rate 20367. You can convert BTC to other currencies like USDT, MATIC or USDC. We updated our exchange rates on 2023/03/12 07:10.</p>
</div></div>
</div>
<p>
<p>You can download it for free from the App Store and Google Play. You can buy gold and silver through JM Bullion with Bitcoin here. Though rapidly becoming a household name, Bitcoin is not yet widely used as a payment method, and most merchants and service providers will not yet accept for their wares. Transaction fees on the network vary, and increase during periods of congestion – however, with no overhead costs, the fees are still lower than with wire transfers or other forms of international money transfer.</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-chart-in-euros-btc-eur/">Bitcoin Price Chart in Euros BTC EUR</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.sylva-plast.it/bitcoin-price-chart-in-euros-btc-eur/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Dash Wallet for iOS and Android</title>
		<link>https://www.sylva-plast.it/dash-wallet-for-ios-and-android/</link>
		<comments>https://www.sylva-plast.it/dash-wallet-for-ios-and-android/#comments</comments>
		<pubDate>Wed, 14 Dec 2022 12:51:06 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5272</guid>
		<description><![CDATA[<p>Before you start purchasing Dash coins or any other digital currency, it’s important to understand what you’re getting yourself into. In this guide, you’ll learn everything you need to know about Dash and how to start BNB investing. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/dash-wallet-for-ios-and-android/">Dash Wallet for iOS and Android</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="market cap"/></p>
<p>
<p>Before you start purchasing Dash coins or any other digital currency, it’s important to understand what you’re getting yourself into. In this guide, you’ll learn everything you need to know about Dash and how to start BNB investing. 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.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Where <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> fails (below)<a href="https://twitter.com/hashtag/ZEC?src=hash&amp;ref_src=twsrc%5Etfw">#ZEC</a> succeeds.</p>
<p>If Canadian Truckers used privacy coin<a href="https://twitter.com/hashtag/DASH?src=hash&amp;ref_src=twsrc%5Etfw">#DASH</a> even.<br />(<a href="https://twitter.com/hashtag/Zcash?src=hash&amp;ref_src=twsrc%5Etfw">#Zcash</a> is best)</p>
<p>$6 million+ in DONATIONS <br />(Plus wallets confiscated) <br />of <a href="https://twitter.com/hashtag/Btc?src=hash&amp;ref_src=twsrc%5Etfw">#Btc</a>  <br />WOULD NOT hav been able to be CONFISCATED as easily.<br />@ least <a href="https://twitter.com/hashtag/Bch?src=hash&amp;ref_src=twsrc%5Etfw">#Bch</a> only cost  1/1000th to send vs Btc <a href="https://t.co/F78O9h6iOb">https://t.co/F78O9h6iOb</a></p>
<p>&mdash; Gerald Bull (@GunGerald) <a href="https://twitter.com/GunGerald/status/1546148937966522374?ref_src=twsrc%5Etfw">July 10, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Since the inception of the DASH network in 2014, it has managed to build a large community of investors that keep the network active in many ways. Dash has recently lost a lot of its price value, but this price forecast would provide an insight into the price performance in the coming years. Various food and beverage companies, retail, shopping firms, business service, travel, cryptocurrency sector, etc., have partnered with the DASH network to increase their payment options. Since the announcement, Dash has been integrated with Deginner, Coinapult and Crypto Capital to provide users with fiat-dash exchange services. With these “direct fiat access ramps” in place, Duffield believes that Dash will be able to move into its next growth phase.</p>
</p>
<p>
<h2>What is the DASH (DASH) price today?</h2>
</p>
<p>
<p>This is so that the network can verify users have enough funds in their wallets to make a transaction. However, unlike Bitcoin, DASH uses a two-tier network where miners and Masternodes run in tandem. This makes it quicker than Bitcoin for processing transactions while also offering additional security. Dash was designed to protect the anonymity of its users with the X11 algorithm while delivering transactions at higher speeds using Masternodes.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is it good to invest in Dash coin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Dash offers its users quite a lot of benefits when it comes to making cheap and private transactions &#x2014; for example, its transaction speed is just 1 second. The benefits and advantages Dash can provide to its users are attributed to its features, such as PrivateSend, InstantSend, and others.</p>
</div></div>
</div>
<p>
<p>Its goal is to be a global payments system, but that will require a more stable price. Otherwise, consumers will prefer to hold Dash in the hopes of the value increasing. It&#8217;s extremely volatile, and its price can change by 10% or more in a single day.</p>
</p>
<p>
<h2>How to Sell DASH?</h2>
</p>
<p>
<p>Instasend uses the instantX <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> feature to send and confirm transactions in seconds. Bitcoin’s block propagation takes an average of 10 minutes, and 6 typical conformations for large purchases could even take an hour. Bitcoin’s weaknesses include a block size limit that slows transaction processing time and a 10-minute block creation period that constricts Bitcoin’s real world transaction usage by users.</p>
</p>
<p>
<ul>
<li>Please also note that data relating to the above-mentioned cryptocurrency presented here are based on third party sources.</li>
<li>After all, you are investing your hard-earned money in a very unpredictable market.</li>
<li>World currency prices are based on rates obtained via Open Exchange Rates.</li>
</ul>
<p>
<p>Based on the price fluctuations of Dash at the beginning of 2023, crypto experts expect the average DASH rate of $63.38 in March 2023. Its minimum and maximum prices can be expected at $57.95 and at $65.19, respectively. InstandSend is a feature that allows Dash users to instantly send Dash coins to each other.</p>
</p>
<p>
<h2>What is Dash (DASH)?</h2>
</p>
<p>
<p>The <a href="https://www.beaxy.com/exchange/dash-btc/">dash vs bitcoin</a> lock in the funds to prevent double-spending and help to process transactions almost instantly. Instasend contrasts with Bitcoin, where transactions can take 10 minutes or even an hour. Dash solves Bitcoin’s scalability problem by using a concept known as masternodes. Instead of a miner performing the function of ordering and verifying transactions, Dash’s masternodes take on some of the functions of a miner. Unlike Bitcoin, Dash runs a two-tier network where miners and masternodes run in tandem, which makes it quicker to process. The block reward after the reduction will be 2.49 Dash + transaction fees.</p>
</p>
<p><a href="maractite waves coin"><img 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yDUHJ6kD7KmDfeQq2WTROjmTyMwLSmStCe3ir6E/TlKvtrvuIMNTwUuwcdfIakeu3uucZeaKWGoxVwuYWjh/neeFp/pFz5gLxdH6I1bvnqK6zHL0yLitKpb0iaF8rx5khQCkpIBHMnp6Hp0r0dVcNe4GlbRMvcldtkxYLRed+Tvkr5B3ISUjNV2R3EOlm7jZ52t3NPQ3uWQ0s28S0Ld+aQRjmHugdsDp9FS2xuaZcfw2t39IzkuAgpnWtUYLSfIgujp9VY2qqcQp6nghA7sWsLH7gWC2zAcEy/jGGCasc78Q7iueOMa8rtc8E+wusTuXqPI160HR+qbpEFyt2np8mKskJebjqUgkdD1AqXtbPJ1G/B0jb7XoSXLvKx+n7JGCnI7SVAqUVeWRnz7A+ualWBb4NitcayWxJRGiNhpHXqQPM48yck/E1kzWPLQQ2xPVTsr9lzcdqpmSVB7mMD4g3d514dTY2GpIPMLFezT9S6AvDF0ESXDUDyrQ62pCXE+aDkdf/I1cG6Nmt0pEPXNjR+k7yOZ5H4j3c5+J65+INXBvzdorxi22Vb5DctolcdwvpU2po9CrlSSQSRj3sdjXh6Xd+7W19/srwJNtUJbPTOOnNgfxFfxqnxN4/NYWsoYaGoq8tsl72NoL2Eixa9gudOVwCDvfQqNTXoae/Xy3/wDOWv5wrz69fSUOVP1Db48KI9JdMhCg20gqVhJyTgdegBJ+ArxIbMJ8FzSYhsbiehXnyWHY0hxh5PK42opWPQg4Iroq+90NKu6blWlT5Hym5xX5brQbAU2flj6AFHPvEpQDn0IHlViV5gmbPGHsNxr9CQqse2QHh5Ej1aS0/UFKUpV1e0pSlESt+vs8/wDicbaf5vf/AKS7Wgqt+vs8/wDicbaf5vf/AKS7RVCyFm/qKR+9L/mmvzG3H9cZX78v+ca/TlN/UMj96X/NNfmNuP64yv35f840QrYx7FuxR5Ov9zNTKGXrdZ4EJs/CQ84pX9HFbYDWpz2LmoI8XcXcrSy1EOXOzQZrfbr8nfWkj6f0wPsNbYyQe1FULXx7Zq9yIuymhrC08pLdx1K5IdSD0UGYywAfhl3P1CtQ1bePbN2OTK2V0NfmmVKatupXGXVAZ5A/GWQT6DLWPpIrUPiioVvM9lpPel8GOk2HVnEG4XVhvPkkzXXP5XDWWn/dWK/sw7NItHBfoh2SyttVwfuc1KVIIJQqe8lJ6+RSgEeoINZUZwCc46UVQtIvtYLHDtXGBdJ8VoIXerHbJz+PwnA0WM/xWE1uB2K/YS0B/ozbP6M3WnD2pmqYmpOMbUcKGvnRp+2221KUDkFYjpeWB9Cnyk/FJrcfsV+wloD/AEZtn9GboqDdXrIZ+UR3Y/Ny+KhSObGcZGM1rOhexQtaJjbly4kZL8UKy61H0glla0+YStU1QSfjyn6K2bJSVKCR3PQVAX6PXg8/y+6c6ftX/wDw6L0ru4d+Hjbzhm28Rt3t2xMVGclLnzZk10OSJkpSEoLqyAEj3UISEpASAO2SSZLceZjtrffeQ022krWtaglKUgZJJPQAAEkmsZNTe0p4NdMtOKTu2m7vto50sWy0zHiv0AWWkt5+BXWBvGF7T7VG9VlnbabP2qVpbSM5Co9wnSHEm43Jo90e7kR2z2KUqUpQ7qAJTRUuseuNDdS07z8Teu9fafkpk2mVcBEgSEfNfjx20sIcHwUG+YfAioUoTk5pReUpSlEXIHr0PnW0LgmubFw4d9PssqyqC9LjOD0UHlL/AJFitXmRmsw/Z9buMWe/XPaW9y0Nxr0r5day4sJAlpThxsE+a0JSQPVvp1Ua0TtHwyTEsCeYhcxkPt5aH6FbjkevZRYs0SGweC2/nt9Qtgdpst3v0pUKywHZkhLanS20AVco7n41k1s1YZWlNvWl3WK7EkvrdlvNOp5VoGSEhQPUHlSDg9s1jnpLWV70TPXcLEtlLzrYacLrQWCnOceo647EdhWQNu3PUdsGtY60taHET3lxRHiIx4qCoo7LPnhWevbtXO+zU4VTSSVcjyJ2sde4+BrbgXuNb+fXRbhns4hOxlOxo7pzhax+Imx0ttbp5bqObdxEaqiXBxU+HCuMFTylBsoLbiUEnHKsdMgeoPbyqaLpGjbkaFCoM+XAZukVLzLjZ5FpBTkJVjunyI8xVk6g0XsTYn4KtQRTbHLigvNMl54JwOXOQCQnqoDuM9cdjXZq3e3Rli065atGSRLlIZEeMlplQZZHLgEkgAgDyGe3l3rbMNnqcGiqWZirWPYWmzeL4tRe3J2oOgWtVsEGKSQOwSlex99SR8OlvEjQjUrHZ9hcWQ5GXgqbUUEg+YJFYy+0BusaFsYxAcOXrjfIzbac9cIbdWo/R7oH0qFZLZKiTklQ6kk9TWuXju3Yha63Hi6PscpMi36SQ4w64hWULmOFPigY7hPIhH0hX1817PcOfiGPxSxg8MZLyftr1ubfVb/nGubR4O9kh+J4DfXmsY2zhxJPkc1Ke/jon3DTt3a6tSbO0E9fMKJx9ihUWDFSg2j88Da5uMyCu7aYUSEjqXI5yeg+gD+J8a+mHsu9rui5fgAFbQVuGt+d7Wvb4mMkkeJLS4jyUYA4AIPaspttZun9W6FtsifZrdKfjoMV8PRkLVzo6DOR5p5T9dYsYKTjrnzzUpbJ60t+nn59rvE9EaPJSl5pbisIDgOMZ8sg/wCzVqqh75oHMLN9mOL02F42I663dSgtPEBYHdpN/HT1UzwNJ6dst/k3+1W5iI7IYRHLbLaUISASSQB0BPu5/c/Gra3b1knTOnVR46yJtw5mWcHqhGPeX9Q6D4n4V7g1hph5tTjWpLYsJGSUy2zgfbWOWv8AVTurdQyLjzr+TJPhRkH8Fsdunqe5+mkVPwgF2pXWs9Ztw7AMGfR4KWtdMTowjS/zO026DxPgrfdfdfUFOuKWQMZUonp9dX/oNKoehtWT3BhtbAZQfIq5VD/+k/bVgNMredS02grWs8qUpGSSe1SFqwp0lomDo9DgEyYr5TMSkg8vXOD9YA/gVk6ZujpDsB9ei+fcGe6F8tbIdGscPMuBaB9foo3qQ9gyRuhasf4uV/R3KjypJ2BjITrxu9SXgxEtkZ5195Yw02FoLaedZ6IBUtIBPckDuaxdebUsnkfstRxYgUE1+bSPcWVoajujVzmBTfMUteKgFWeoLy1DH1KFeLXa8R4qyBkcxx9tdVSWNDGgBTmiwSlKV6XpKUpRErfr7PP/AInG2n+b3/6S7Wgqt+Xs9ZDCODrbVKnkAi3vggqH/KXaKoWRE39QyP3pf801+Y24/rjK/fl/zjX6bZsuL8ikD5Q1nwl9OcfimvzJXH9cJX78v+caIVNfBZvujh34h9Na/uA5rK6tVrvQzjEKRhC3B6ls8joHn4eMjOa/QRFlxZ8VmdBkIkRpLaXmXmzlLjagClST5gggg+YNfmFBx3rYBwJe0lOzdqg7P74KmTtHxstWq7spU9JtSSf704nu4wMnGPeR2AI6JIFsx4ktiLDxH7PX3am/SlwfughLsGclPOqFMbPMy9yn5yQropORzJKgCknI1bWH2QnElL1czab/AHfStusSZIRIu7U9T5DHN1W2zyhal8uSEq5RnAJHetuehdyNAbnWVjUW3usbRqG3SUhSH7fLQ8B+1UEnKFDzSoAg9CBVyYJ60Vd14Wg9G2bbrRNg0DpxktWvTltj2uIkn3vCZbCElR81HlyT5kk+dfFuluVpbZ/b6+7k6zmiNabDDXKeII53SB7jSAfnLWrCUjzKhXkbucQGz2xVhcv+6Gu7ZZ20glqKp4LmSVfitMJy44foGB3JA61ps43+OvU3FVeG9NWGNKsW31pkF2DbVu5dnOgYTJlcvQqxnlR1COZXVRJUSLHbcfW103J17qDcG9YE/UVykXOQkK5glbzhWUg+gzgfAV+iTYr9hLQH+jNs/ozdfm4AJr9IexcmONk9ApL7eRpq2g+8P+TN0VApAY/vyP3Q/lr8wD5JfcJ/GNfp6ZlRg8j9MN/OH4Q9a/MJIGH3AfxjRCuGTTNKUVEpSlESlKURM4r6rdOmW2WxcYD7jEmK6l5l5skKbWkgpUCOxBANfLVUkAYNUIBFiqgkG4Wxrhx4y9MbgxIek9yJ8azaoSAymU6Q3EnkdEkKJAQ4fxTgE/N78tZYDU97etcS0O3V2RboryZEdhxXO2FDOMHvy4JGM461o2ChkGpG0HxE7ybaoEfSWvbixFHQRJBTKjgftW3gpKc+ZSAfjXKMb7MxLK6owaXui7dpvwnwFuXgQQuiYVnrgjbDikfecOztLj35+IN1uQ1lrW765uTNzvCI6HWGAwlLCSlGASc4JPU59at115phlT0hxLbaBlS1EBKR6knoK1pnjy4hFteGm62UKPTnFrb5h8cdvyVGuvd9t3Ny1KTrPXVymx1DBiIWI8X62Wglsnr3IzWvDsvxnEap0+IztBOpdckn0sAsz/r7C6KAQ0ULrAaDQAfUrL7iY407LYYUzQ20NyROvDoUxKvLJyxDGCCGVf4Rz9uPdT3BJ7YCvvPOvLddcUtaiVKUo5JJ6kn41xUrP/nVFDJyO30V1zL+XaLLdL+Goxvu47k+P9tgucYzjdTjc/fVB0Gw5BEk5717Wk9Tz9J3lq6wlElPuON5IDiD3Sf7d8V4oHXrVTjsKzhWPpqiWllbPC6zmm4PipLv+jLdrCOrU+gilanMqlW7IDjS+55R9vT7PQR1KiyYTqmJTC2nEHBStBSQfrrut11n2iUiZbpjrD6DkKQrH2+v0Grxb3XelthrUunbbdgnspbSUq/kIH1AVeaI3jU2Wbnmw7FSZpT3Mp3sLsJ5mw1bfoAR5KwgrtX1QLZOukhMaBEckOL7JQkk1eX5tNAJ+/I2+b8buEl7KP5Mfkrrl7rXFDKo1gtMG0tEY+8tgqA+wD8lXWwwjV79PAG/9lF/BUMestSHDo1rr/8AkAF6Vsslr26YTftRrakXZST8khoVzBBx84n/ALew8sntYd5vEy9XB65TXOd15XMemMeiR8BXzSpsma8uTLkOvOr6qW4oqUfrNdJJNeJpg8d2wWaP+XKj1daJmCCFvDGNbcyep6n6DkqVIu25xt/uXj/3JF/3hGqOqkTbj9j/AHL/AMyRf94Rqxtd+y9W/wC4LAYl+wH8zP8Ae1R6VEiuNVPb6qpUtT0pSlESlcyB6D6qpy4B6Gq2Rca9GNqTUMJlMaHfbgwygYS21KcQlI+ABwK+b5HJ5AsxneX8bkOK6QjuCD0qgPFsqlpbuF6n5rtVf/Et1/6a7/WrySSSSe5rn4bigCltRH0UDLxOPCV9lUuEsSuFM9MVzLZScKQR08xVUtrWOZLZIHmBVVSy+u06gvtgf+VWK8zra90++RJC2V9O3VJBq7H9+98pMUwpO8mt3Y5HKWl6glqRj0wXMYqyVMrT1LagD5kYriEEq5QkknoAKbi4Rd0653C5yFTLlNflvr+c6+4pxavpUok181dvguDr4aseZIoWHPJpX2U03uq8JXUCR2r1Eaq1O0hLTWo7ohCAEpSmY4AAOwAz0FecWnE9VNqA+Ipy+qaDXZLFemNX6rBz+aa6/wDTXf61eSTk5NdpYc7pbV9lcfBe/wAUr+LVLjqliuFK7FNqT85sgEdMjGaoEEkAJyT2AqqpzsuFK71RJCE8y4zqUjzKDiurlB8qoCDsqlpbuuNK5co9K7URJDqeZqO4tPqlBI/JVSQN0ALtAuildhbUkkLTgjoQRiuChjHxpvsqEW0VKUpRFd+0OjGtxt1NGbeyJDkdnVGoLfZ3HW8c7aJEhtpShnpkBZPX0rNi6cFXDDImyGGrtuRZ0tOLaSWJcKck4URzYW00euM4z9dY78BtuZn8VmhH5LfMxa35l2cPkgRYb76VH4czaazaypZyo5UepPqa3zJmA0mMNmdVtJAsBY26rkvabm7EctSUzMOeGl3ETcA3AtbdQJc/Z+bXyAt7T3ERdYxJ+9xrto7BH7p1mWv8iKsqd7PrXKOY2rd3buflR8NBfnx3FDy5vEiBCT/Cx8azI0xpHU+tJ5telrJIuUlKStSGUj3UjzUo4A+s9T0r17js/una/wBW7eX446kswnHkj62wRWw1OTcCZIYjMWO6cTfzWmUXabmt0XfCmEjevA63u02WA0ngD4hkIBtUTSV5WezMDVdvU4foS46k1bN/4MOKvTnIZuwmsZSVHAVbLeq4p+kmN4gA+Pas+ptputsd8C5W2VFcPTkfYUhR+oiumPJkwzzxZDrCz1y2spP5KjO7O4Jdaepv/SD9iFkGds1XCeGrogPJxH0IP3WsS/be690tIETU+ib/AGd8gkNT7Y9HXjzOFpBq31jHStyW2WpdWTNd6eso1RdhFlXSMl5n5Y54bjfiJK0qGcEFIIOa1D64vEXUOsr9f4EdEeLc7nKmMsoQEJbQ46paUhI6AAKAx5VpeYMBfgMrI3vDuIXXTcn5vjzdTyTRxFnAQDc3vcX08l4dKUrX1uCUruiRXZjqmmU8yktrcxnHuoSVKP2JNcCAewFEXCpE24/Y/wBy/wDMkX/eEao7wfSpF25/4Abl/wCZIv8AvCNUSu/Zf1N/3BQMS/YD+Zn+9qjs9vqqlVPaqVLU8JSlKIu1KT9Q7VsZ4UuEjS2ltIW3XmvrCxc9SXWOmU3HnNBbcBpY5kJDauniEcpKiMpzyjHUnCLQMyHq3X+ldOT9PWltideoMZ1TbK0qKFvJSrJ5uuQo989hjA6VuXQhBcAIHp2rjPa5mOswyngoKVxYZblxBtoLaX8Sdeq37IuHwzySVc7Q7gtYHWxN/wCyjNzXW0TerRta7qawpv6khItKlJ5ySMhGMcvMR+Bnmx5VAXGBwo6Xu2jbjudoGyx7Xe7OyqVOixG+RqdHT1WeQdA4lOVZAHMAQcnGMNpmrkz9WN7rypElu9PX525OkryhTqVoe6YHN1Uvl6dAMfRWQOo/aM6vvEG4WY7c6f8Ak01l2KpSpDystrSUk+WehPlUODI+OZdrqarwSUvFh3oc6wOouAL6g623ItuplRmjD8XppoMQYBvwEAny8jf3Uw8Ben7XcNhUyJlriPufdmWnndYStWAG/MjOKlXX2utkdrpcWDr642SzSJzano7b0AqLiEnBI5EHHXp1qw/Z8Hm4fEnAGb3M6fU3V2778L9g351BZr/ddVXK1O2SOqO23FZbWlzK+f3ub4+XatExyeklzfVQ4rM6ODidctuTe2mljz8FseHSzx4JCaSNrpLDcaWv6L3omldn919MN3KFZtNajs09BS28iK04hQyQQDjmSoHPoQR5GsXWLFpzhF4kYmnn2Eu6A19HTyGWkPfIXgtSU+8oZIQspBPcNu5PMU1lvtRtdpjZTQrGjNPy31QYinZLsiY4CpS1nmWtRAASOnYdAB9JrX9xxb22HcjcqFbdEXNifa9OwnISpbaQtt99xRLpQo5CkgBACh5gkHzrK5EbPi2LVOGUz3voXNcCXX0/gd4OvZQsyVLKSkirJWtbUNIta3qPEW81m7vFsdpzdPbi76PRbocSVKZ8WDKZYQlTMlHvNKyBkpKhyn1So48sYk8DOwM+5a9vOuNY2gIi6TedtjTEhsHnuHVLnQ9MNpzn9stOOxrIPgk30/PZ21Gm77PS7qTSqG4kjn/vkiJjDL3xOByKPfmSCfnDMx631TpXafRN91zcmGIcGEhyfJDSAhUiQrAAwPnOOK5U5PUkjPrWMGN41lltXlMgukkcGtPS+l2/zttbopLqbD8XfBjWgawEkdfA+RusQ+OvcSyWJVm2f07bILc2e8zPuzzTKEqbZCx4TPQd1EFR+CU+prMAaRsGetkt4HxiI/7q1Na0Z15rbUj27mpI7zzd9uqnnJBXzJQQ7yhtPolKUhKR5BIHYCtxXu4OQKn9oNAcuYdh1HHJd1pOM3Orv1ZPtsPABWcsYkcUqquoc3T4bCw0GtvcKKbXq3YbU16Ok7XqHRlxuilraFvQ5HU8pac8yQ33URg9AM9Ki3ie4TdE6v0PddW6M07FtOp7RFXLbEBkNInIQkqW0ttIwVlIPKoDOcAkjty0bwG2DS+68XdCZuJNnLg3f7tNQkQksguh3xUpUvnUSkKxnoM4x51NW+e5Nk2o2vvurrxJYQtuK6xBaWrBlS1oUGmkjzyRk47JSo9gaxLK5mFYvSjLNVJM51uIEHcnVtrDiHXTTr0mSXrqGYYvA1gF7WttbQ35FW3oLU2yt9tdjslq1Voa4XV2EwhMOPPhvSFrDQKkhtKioqGDkYz0NXldLLoyyQH7teoljt8GKnnflSm2WWWk9sqWrCQOo6k+dayODJWeJPRwHbx3/wDqHK2G8VvTh1131z/cs/z0VOzZlv8AQ2YKbDIp3ls3CSSdRxOI08vFWcFx41+GyVT4mgx3G29hdYvcbLui9xHdv9NbT3jTd+uc24SIxYskyO+rnc8JKAvwVHlBOeqsDoan3YzhO2+2iscZc2zwb1qVxtK5tylNh0Jcx1QwFj3EA5wQAo9z5AYWcCdki3viPsTssJKLZGmT0oUM8y0sqQj6wVhX8Gtj+8N1l2LanV94gOrakxLJMdZcQcKQsMqwoHyIPUVls7T1eAmkylh8zuCwLnE2c4vcbAkW0HTn6LH4A6LEjNjlRGOLYDkLDW3mvDs+udodcX64aBtGo7Bd7pAChLtwCHCkJOF4BHKvlPQ8uceeKxs4vOD6xI05P3T2wtDNul21sybrbI45WXo6c87zSB0S4nuUjCSkEgBQ97FvhluUu27/AOhZkN1aHTemGiUnuhw8i0/QUqUD8DW3yfAjXSFJtcxpLkeY0ph5Ch0UhQKVA/SDUfHIqrsyxun/AAE7nseAXB3P4rOFtrdDuFeoquLOFBL+Kia1zSQCOWlwVgDwR8MOm9cWdzdrX1vauMMSVxrTbnerTimzhb7ifwgFZSlJ6ZSokHpWWGqdw9k9pp0PTOp9SWDT0iU2lbENSAg+GSUhSkoThCSQeqsDoevSop4ANzNN3jbBe1xntN37TkqS58nUQC/FccK0ut/jAKUUq9MJJ+cKmnc7h/2k3gebl6+0gxOnMtBhqa264xIQ2CSE87agVAFSiArIBJ6VAzdib5szzQY8+RsAJDQy1w390gHSxGpPVScCi/D4TG7DWsMhA4uLmedyNVae7PD/ALT7y6SdkTodrhuvsfKYOoIQbSW8pylzxE+642RgkEkEHIIOFDVPqC1Lsd6m2ZyXFlKgyHYxfivJeZd5FFPM2tJKVJOMggkEVsH3T4BjdNLm3be7oaiSi3tK+QWa8SfHhnBKg2Cnl8LJPQ8qsefrWve/2a56dvM2w3mG5EuFukORZTDgwtp1CilSD8QQRXU+zCamfSyx0tcZ2gizHNsYxr1JOvO2l9lpecjK+Zj5acRm3zAgh3t0918FKUrqS0tZNez+jlO8d7u6kJLdt0deCpROOUvtpjJI+PNIA+usvxjPfHxrGL2e9od8bdHVWfvMTT8O0kY/wkqey4k5/cxF/bWTh6DqM12Ls8i4cPkkPN1vYD+6+a+2WfvMYhh/hj+5P9lmhwb21LG2s64llKVyro6ObzKUNtgdfTPNVxbu7/2zaS/2+y3LTsm4NzYxkKdYfSlTYCinHKoYPb1FRxwz726G0zodGjtUXFu0yIUhxxt50KLchLiirOQMApzg58gPqkfUjHDluzNZkX2/6cuk5LfhNFu8Bp4IBJAAQ4Fdya1DEqbgxyabEoXujLj8oPpY/wCV0PBK4zZWp6bBKmNs4a0fERoR8wI6+iv3Tt/s+sNOQL9HYQlm5R0Phl4oK0BQzyqwSM+R6msDN87PZ9P7taktGn44YgsyG1NtjshS2ULWB6DnUrA8hWTt44Sds3mHHdMyrvZZamyGXWZinEBWPdKgvJUM46BQ+msONQwLhar7cLZdJHjzIkhyO854hcCloUUkhR6kdK2LJEFJ+Lllo5SW2+Ui2505kG2y0vtRqsQNBT02JUzWuvpI117kNsR8oIve9tQljvD2m13PVEcBT1isl1urSSccy48F55Iz5dUDrWpdWPKtpGs3zbtpN0LylxIXA0XcCgn1fLcXH1iQRWrYisJ2gzceKNZ/CwfUk/2W3dj0Hd4C+X+KR3sA0fe6pSlK0VdXUi7CaaterNwUWi8NuORVW+ctaULKSrEdzpkdcfRVs6osirfqS7w4cRTcaJOcabTknkRzqCBk9T0HnV2bBOOMaznvsLKHEafu60KSeqVCE6QQfUYq4HtU2awWeRq2DJbN9kQrdEjEoJUSYBblqIUCkqy8DkjOeoIPWsS+eSOreGgkWYAPEk/89FGbMWsqS0cTmmGw52eXtPoDYk9PJWLq7bm76O09aL5cy2U3dS/DCFAgANNODt54dq5dH25Nq2Y1jqOSSlu8tC0sHOQt5qVCe5cdweRSzk9Og86pri6zNQ7WWW5vvOvobv8Ac22lOKJUGvCjciTk+Q6UmFbfDdbgoFJ/NjNSoEY/9Uj9DXqUyPiYyQi5eL+9x9gq4zTOhZBET8xYSfXi09gosI7iuNcvor39a7faz25nw7VrjTk2yzJ9vj3WOxLRyrXFfTztOY7gKT1wcEdiAayikK3qUpRF6umb3I01qS06kigLetU1ia2CcAracCwCfpSK3W6Q1TZ9a6dturdPSPlFuusdEuMvsSlYBwR5KHYjyII8q0fhQA7VO/D3xd682IaXYkR277ptxRc+5kpwpMdZOStlYzyZ8xgpJ64zXNO0nJk+aqSOWiI76K9gTbiBtcX5EWuPVbXlXHY8Imeyo+R+56Ec1IM7gQ3Pc3oXboloinRK7uZCLgZLfImAXOblKObm5wj3cAdx6dayP3f4Z+FvSG32oda3XbK3REWiA9IQtqfLZT4vLhpICHQCSspSB5kirBPtMNCJtviI2yvvy/lz4JmM+DzeniYzj48n1VjLxBcWOu9+y1apkZmy6djOeI1bIqyrxF+S3lnq4oeQwEj0z1rWqXD885grqf8ASJNNFFbiLX2Lhpe4a43JAtyAustPU5fw6nlNKBK9+wI29xoAs0PZ79eHtJCcD7tzOnp0brx+K3ffVezG9W267fen2dPSUF28QRjwpDXjhCyoeoQSQfIgGsf+HLjXt2xG3A0HK27k3lYnPTPlLdzSwMOBPu8paV25e+fOrF4ouI6JxE36x3mHpN6xJs8NyKptyaJBdKl83NkITj0x1rzTZHr6nOVRW11ODSvL9SWn5mkA2uXA3200XqXMNPFgkcEEv65vDoAeRuRtZbWbvbLbqaxy7PNSl+BdYjkZ5PQhbLqClQ+OUqNaYdzdC3PbTX990NdU4kWea5HCvJxsHLbg+CkFKh8FCspdr/aJHQ+gLFpC/wC3Uq8zbLDRCM9F1DPjNt+62SktKIIQEgnJyRnzqDeJPe2wb762j63tOjX9PyfkSIsxDk0SA+pBPIsEITg8pCfPokVM7OMu47lbEqilq4v+mfs/iadWn4Ta99R4dFYzRieH4vSRSwyfrW8rHnuNraFSp7OAn8+u7DJ66fe6f/eZrJX2gKlo4d5ZR0P3Wgn/AGzWC3DRvvG4f9cy9YStMu3tEq3Lg/J25QYKSpaFc3MUKz8ztjzqT+Ijjatu+e2z+gYu3UmzrelsSvlTlzS+B4ZJ5eUNJ7575r1j+V8Wrc7U+Kww3gaY7uu3ThOuhN9PJUw3GKODAJaOR9pCHWFjz25W+qgxet9Q+IjSDk4rtTMrkajqA5UKL3OVjz5u4+g1ueSABkitGq7iFXb7p+EceOHuTP7bOM1nWPaeWUdtm5v+vEf+BVO1LKmKY+aT9FQ8fBx8WrRYngt8xF72Kpk7GaXDo5W1snDfhtoTtfoCotvPF9xJOa2vGmrbuiIgReXbfDaNlt6hy+KtCMqLPNgYSM9T186hPcLWm4+4eqVx9eaonX24R31xWjIdy2hXNykNpGEoBI7ADt8K8eRqcStdPawbiBAeuq7illa88vM8XAgqx8cZxVz613cRfrk/It+krRCcwhDcgN87iFJZDS1g9Ekq5QoEpJSeoOetdFocGpMMLH0dKxr+HUhrWkGw5gXPitZxDE6ipgLS9znXNruNvC4J/wCWUjcMOidQaG4ptIWm/wAZtDokSU5acDiMhhzI5h0yPT4is8OK4FXDvrwJx+thH+2itZu029lx2/3Pte4l8iv3wQZ0i4ux/GDSnnnmyhauflOCcgnp15RU+7t+0Bte5m3F/wBBMbXSreu9xfk6ZSrsl0NHmB5uXwRnt2yK55nHLGMYpmWhxCmi4o4+DiddotZ5J0JB210C2bA8XoqTCJqeR/DI4GwNzrwgaG3Xqom2Cus7YbffR+pNaIFvgPuOsyFrWOVMd3xI61qweyVZV1/EzW07V2noustI3fSz7/hs3mA/CLyfe5A62U84H4WObNahNR3yVq3QYv8AeFB+4RrkiIHlAJ5ULD7qkJA6BJUoH6alvYrjo13tJYo+kNR2hrVVkiDkhh1/wZUVsDAbS7hQUgeQUkkdgcAAXu0HJddmF8WKYdb8RFoWmwuAeIEE6XBPP36+8v4vBg8Ypaz9nK0Ov0JFnA+FwVeHD3wX7u6W3ws191raosGyaamGYuY3LQ4mWtvPhBoD3iFK5SSoJwnmzg4BzU3l3Dtm1m2t+1tc5SGfkMRYjJUerslYKWW0jzJWR28gT2BrGe4+0v0O3A57Vtle35pAwiRKabbB/dp5if4o+qsT99OJDcHf26NOakWzDtMIlUK0xMhhlWMFZJPM4vH4R7DOABWvnKuZc64vDWZgiEMUQANiLkA3IADnak7nQDlsphxjCcBoZIMNeXudf0uLamw0A5LI7h/4JdDa30bpzdJvdO/oeuMdMoi2JbiriyMYdbDuVKyhYUnOBnAPTOKvDUGn+OXazWD1v24vitcaS8UrgC8rjPvJaP8Ag31q5HeZPbKVBJ7jGcDE7YTim1/sFIeh2dLN2sUtYXItUxauQL/xjSgctrPYnBBHcEgEZSW72l+g3IYXddtL9HlY6ojymXWz/CVyn/ZqfmLCc3xYjI8Qsrad1+EPaw8I5Cx4SCNrg2srGGVuCvpmgvdBKNy0uufXXQ9Flzpp6+ytO2t/U8BiHd3oTK7hGjueI0zJKAXEIV5gKyAfhWqHjGudnu3EfrOVZHG3GUSmo7rjZBSp9tlDbvb0WlQPxBqWN1/aJ6z1XZpVh2700nSyZaS2u4OSRIlpQe/h+6ENkjpzYURn3SDgjEJ11bzinXFFS1ElSickn1qd2aZJr8v1M2J4iAx0g4QwG9gSDqQSOQAFz4qLmvHqbEomUtMS4NNy7rpb89VxpSldgWjrO7gMtn3O2D3Ev4USq+aqs9t5enzYsWW8SPrkpz9VTWTjqR9lRhwjxUW/hcs6mlBJuuq7vKeH4xaZhtoP1Dn/ALZqT8gnm64Heu5ZHjEeDs/7iT9bfkvlLtUmMuZZQdmtaPoD+azw2r0Dthqfa3Tj7mm7FdSbay29IMZtalvJSEuBSsZ5goKBz1yDUdbgcIE6+aqmXbSN0tFttMlbfh28srb8FIQlKsFIIJJCldh86sctOa/1npRpUfTOqLnbWVr8RTcV9SEFWMZIBwTgCrtg8SO9cAp5dcPvoSc8j8ZhwH6SUc35axZy3jlFUyT0U4IdfR19ib7WIus63OmV8SoYaTFKNwdHw6stuBbe4Nudis+zyNMEdMIT0rWVqOb909RXO482RKmvvA58lLJ/7akq/wDFHuxqGxPWF+fBhofGHJUKOWpBT5pCuYgA+oAPxqIycgD06VNyflyqwMyuqi27rAW12v8Ae6xfaNnOhzSKeKgDg2O5JcLam2w12srW4gLimz8KW6MnmLb1xFmtDKh5+JPQ8sZ+KIys1rSPas+ONS6NQ+Gq3WgrCXbtreM+gA4K0RYEkL+kAym/tFYDHtXPc5y97jMvhYewC7N2ZQfh8s0+nzcR93H/AAqVyGQa41yGa1Zb8pc2yYVpvQt/1skJ8dSDBaSo+6WpEOehZPnzAtDHX7aihyS+6lLTjqlJQfdBOcZAHT6gPsqVZzCrRsDEEtxOdQzYz0QJycIjLmpcKumAcuowPMZ9KiYkZzjPWoFEON8svMut7f5usXh3xyzTcy63o3T6ElS1sHZLfqh/UFhvSFuwl2155TYVghTbTjiSMg4PM0j7K8rW2tbc/pMaKtVuUiK5fJV9Q+t/xDh5KWw380dAGwc+eatnSGp3dNSZDzEyVGL7DrSlMKIJCmnEgHHcZUPqzXr7SbY603z3H0/thoqE7Nu14kJisgJymO13ceWfJtCeZaj6A16/DF1SZXn4fhsPEXufsspVk1Low75WNbp/3B8hv7PA9Fkv7NDhAPETusNc60tLjugNFyEPy+dOGrhPGFNQ8n5yRlK3APwMJOPEBqdvbZ7VIi3DbneK3xwht9mRpqdjoEls+NGwPilUkH9wkVsc2B2Q0lw97UWLarRrOIdpY+/yFD75Mkq6vPrP4y15OPIYSOgFQz7TjbCRuXwfaxXb43jz9LBnUbKQOvhxlZfOfhHU8r+DU1FoDpVVVSiJQUpRFy5u/U1xpSl7olKUoiUpSiJSlKIlB3pVUd6ImSKpXPHwqhHwFEXHOKZzVT271SiK+dA3yywYF4tmo25L9ulRvebZSlSm1+I0PFSFEDmCQoA5Hzq67vetBN2+2QbRphTzjVvLVwkPOqQpyUXVqDqOVRAwhaU8pGCU9RVmBakpISojmGDg9xXEVZ7gF/Hc++ivyVD5BGD+5oPLXQjY/N9uiu1jT1l1AzAj6ZluNT1tr+WNT3kIQHAFFPhrwBghJ6HzUB1r3rHtpMtdkOt9QzGY9tS+3CSph1t/xC82tJVlKsJ5CU8wPXqfMYqOosp2I+3JZVhxtQUk+hFd3y+WY7kX5QvwXF86m8+7zDPXH1mvEkUjhwsdYf8AL/RWJ/1oDWC1gL+NrX9wDfxN16Gs7N9w9ST4bag5GL7jkR1IHK9HKj4biceSk4I+BrxOb6avy/wYep9OI1RbZyUrs0GLDlRnEkLwlLTYUnAIIKlK7kdE1Yh6nvV2JxLRfdT8Sp209QeD5Xat8lxycYzSlKuKAlKUoikHQO/29O2FncsGgNzdQWK2OOqfVDhzFJYLigAVcnzckAZ6eVSBbeOriYgqR8p1laLk0hWVtT9L2t7xR6KWY/ifWFA/GsfqVdjnli+RxHkVYlpYJ/2rAfMArLiB7RbW5CGdSbJbYXNsDC3GIc6C+r+EzKCR/Er2mOP7RM0/3X2CegpGP1n1O4nPr0ksu/y1hbSshFjmJQfs53j+o29lhqjKmB1WstJGf6Rf3CzytHG7w9TP190buHaOvaIuDcenrlRj1d9q4mOE++MeMN2r5YVqHRi86VfK0/AqiLfT9la3qVkos44zF/61/MD+ywlR2a5Zn/8AbcJ8HOH52WXPGrudtvqvR2itI7f69tuqTDuVzust6A1IQhhLzUVptC/HbbUFnwHDgA4BHWsSFdsj6640rA1lXLXTuqZj8TjcrbcNw+DCqSOipgeBgsL66JXPHeuFSXs1pM6rvFuhTIEiRbHL5CZlqQk8qQpDxAUcYGeU9/Q1AqJ20sRmfsFeqqhtJE6Z+wF126+URs9tng92rnn4/po1GBJ9KkLcy9RF6a0lpGHGdQ3ZY8pfiuLBLnjPqV2A6YKT5nvUeVaoQRDcjcuPoSSPorOHMdHCQ7m559C4kfRVHU49a3aeyw4O07LbdnejXlpda1trSK2qKxJQErtdsPvIQE4CkuO5StYPUBLacJIXzYKezD4XLTxE72v3/V3hPaY2/TGuc2EojM6StS/kzJHfw+Zpa1dOoRynHMK3to5EjlQAABgAeVS1OXOvM1NY4ep9OXTTVwQFxLtCfgvpUMhTbrZQoEeeQo16QIPUGh7URfl115pabobW+odE3JtbczT91l2qQhfzkusPKbWD8coNeFWYftWdtW9A8X9+usKGI8PWEGJfWwkAJLqkeE8R8VOsrWT+Ms1h5REpSlESlKURKUpREpSlESlKAE0Rckt8wznFTxtLwia83BjtXy+uDTlndAU0uS0VSJCT2U210939sojuMA+UocHHDHEu0Bjd3X9tS9HWomywH28pcwf1StJ+cnIISD0Pzu2KzYscC2O36GxeVJEJboDvMcJPfGT6ZwK1PF8xNpnOhp9SL3P5DxC6llPJEVVB+kcUvwWu1g0JA689eQHusWLBwgbRadbBuFum3uQnr4s2SoJz8EN8ox8FZr77pw67Py2fAXoaI2n1acdbV9qVA1l7u7ZtJxbRFXbI0SPOLoCExwlJU1g5Kgnyzjr61D6bZJnyG4sNhbzzyuVDaE5UonyAFYKgxyWuiFQ5xHmbLr+BYZgFTRd4KNjW8w5oP1N7rErWvB5YH0uP6Lv8iA71KY84+K1nyAWkcyR9IUaxu1foPU+hbqq0amtbsR3uhRGUOpz85Ch0UP7GttT+wuvVQDPajwVr5eb5J8ow6fh1HJn+Fj41CG5G2lr1fbZWltV2xSFNqUkKUjD0Z0dOZJPY/DsR0NbBhmPxVLiwPDrb9Vr2N9neAZiifJl9zY5m/ug/CfTl4EaeC1ylACsZ6fGqEYHTzq5NfaIumgdSy9OXRvC46gWnAkhLzRzyrT6ggfUcjyq21DFbQ1wcLhfO9VTS0UzqedvC9pIIPIjcKgODVec1SlVUdXlpb39D6x9QzE/pCas4jHcVeWgkJulo1Bpdl1CJt0Za+TheeU+EvxV5I7e6g/XVnqGFEZ7VaZ8zvP8AJZKs+KngcNuEj1DibexB9VwpSlXVjUpSlESlMH0pg+lESlKURKUpREpSlESsmOEj9QziCQPu/b+nr+l5dYz1NunNTXLZTQNmvlpciS5uppEe8NNvpPI0hhUuOptQBBVklKsgjGcVhsdgdVUn4eP5nEAehv8AYLF4r8cTYRu4gD7/AEAJUT6klvP3R9h1ZUmM6603n8FHiKVj7VGvKr6J0hUuS7KWkJW84pxQT2BJz0r56y7G8DQ0rIRNLGBp5BfbaL5eLBObuliusy2zWv73JiSFsuo+haSCK2iex73N3q3L3G1rH1tuVqXUGnrDY2eSNc7k7KQ3Jff9xQ8Qk55W3fP1rVcOtbjPYnaFatey+vNwnGCiTqHUTVtCj+GxDYCkkfDnluj6U16VxbGx2rBrid9qFp/ho3yuW0F02tl39i2xYrz06Jc0NOJW82HCjw1II6JUn8IZzWcvQCvzica+t1bh8WG6mp/dLZ1LKt7KkqyFMxFfJW1D6UMJP10RS97Q/jD2i4vXtCXrb/R+pLNeNPMzo1zcuzUdCXWXSyplDamnVlYSpLx94Ixz9jnphqe5pk+tKIlKUoiUpSiJSgFVxSyKlKUoiJ6nrV4bS6Ek7mbkae0LFVyqu89tl1f+LZB5nV/HlQlZx8Ks8d+tZN+z0tUa5cREd99IKoNpmSGumcKwlGfsWahYlUGko5Zxu1pKnYZTiqrIoXbOcB9VsYjWOFaLdFtNujpZiQWUR47aR0Q2hISlI+gACvHv0u22S2y71d5bMODBaU9IkPKCUNoSMkkmr4mRwlClqKUpSCVE+nrWtjjM4mhuFdnttdCXDOmLc6UzZLfa5SEnyPm0g5x5KPvdQEmuW4LRTYtUcLdtyV3nE8xQYBR96fm2a3x/t1WWO3O42nt1dPfmisLTrTS3XUoadAC1NJcUhDmPRQTnHcZwfjLG0UWGnWCjIADqIqyznsFZTnHx5c/lrCTh2uEyy7daaudvc5HW23sgjKVJL7mUkeh/t2rKrTmoW7ixHv1meUy+2ckA+80sd0n+2CK2jNeWvwEHFSn9W9o9HW1B8L7LYqN1RimCs702dIwG40FyAVlB0JCsZ8sVjbxBRLcdapcgJaDrkNpUrkH4eVAc3x5Qn6uWrmf3i1QiIYSI9u8flx4vhq5sdevLzYz+TPlUYXdcu5THp855b0h9XO4tZySr+3StGy/hU+H1BmlNrC3nfn6LxlLA6nDq41UxAABFgb38/JYscXWh03LSEbWUZv8ATFmeDTyvMx3Dj8iynH7o1h+oEDqK2Nb12lqZtZqiPIHMj7mvuY+KBzD8oFa5XMk5Pma65hU/ew26aLmXbBQR02NMqoxbvWAnzBtf1FlxpSlZRcmXuaLuyrLqKLOSgL+ezgnHRxBQT9XNn6q567sbOmdZ3vT0ZwuNW6c9GbWRgkJUQDjJry7Vj7oRsj/Do/lFXTvAhX56Gqlq7Kusnr/DNWtpdOn2t/dZIfFhxvyeLerXX9+EeysulKVdWNSlKURfRCYVKksxkjq64lA+sgVcm5Gi5WhdQOWaWGkrJdVytrKggJecb5ckDOOSvCsZP3WhD/56MfxhUx74wU6qv1/NvbMi62O9XREoBJSoRBKSGwB2UeeR5devXtUOWZ0dQ1h+W1yvdM3v6h8PMRlw9HC/0uoNpXNTfIeVaSCO4NU5R61MXmy4jrVeUivRs1juF5nxoVvYK1ypTUNskhKS66cISVHAGcHv6GpQj7U2uBZdaXHVzMiCqx3SKyyG1JKUtuKcSrB682ElCsA9wM1HlqY4TZx16c9TZWjK1ruE9Wjy4jYX6aqHglWaoRir+lWXb63Ca6jUzzrwBehIbiKIW04UJSlwrKQlSUrUv3QrOMVzd240/wDKHZh3BtEW0OvuJhPPFannWkrCUrU0hJKcjJwcH3T0FVNQ1oJcCPQqRKzuWPe7902Pte46g8iNzpuo+xUmboA/mB2w6f8AsKUf/wB9+uuPo7bphyJcZus8QZZacQytomQhCnlpUFIT7pIS2cnnSMqTXl7h6tt2omrLZrHEcZtWnISoUNT6uZ9wLcU6pThHuk861YwAMY6VHe7v5oy0H4SSdLfukfcrGVMcklVCGt+UknwBaR76hWYrtVKqr0qlT1PQd638ey60odLcF+iXFtKQ5elzbqoKGCfEkuJSfrShJHwIrQQkFSglIJJPQCv017C6MG3WyWgdBd16f01bbc4cAczjUZCVqOPMqBP10RXRqi8tae01d7+8cItkF+Ysnp0bbUs/yV+Xm+XNd5vM+7ulRXOlOyVFRycrWVHJ9etfoj46NeNbccI+6epVOKbcc08/amFI+cl6biI2R8Qt9J+GK/OdREpSlESvuslnumobrFsdktz8+4T3kR4sZhBW466o4SlIHckkV8IGTip/4VbJEjNav17IgLkTLdFj2W2OjqmI9OLgefPqRGZktDPZT4V3SKodFUC5spl2W4P9uodvdna8YZ1beI/h/KB91m4lliKW80yG0uBxsy1+M+03zodS2VrASl1JCzNEvhW2Tnxg0NpLS4y62la+QONLbSVFIKVNvIcScpVkKypOMqABBPu6V0bLi2uJcIbxjRnreiX4LkdDxEUSVrQB4iFIU6HoKXEhKSoFDagc9rkmWe9rVp9+z3y9fcuwtIXb59xmuyPkLy2FJCCVlbjWGAyVDCUlchnmyt0A+OIkK7wAHUrFG7cBGi5N4umprJre4w9JWuCbq/a3Sy/c3GQU5EZ9XhMuo5SVFZQlaQOjbnc2fu9oraO37K6hnaU28i2d60ybezb5hlOypy1uuK5/lDyiELKm0OHCW0JBAwkVmLuguw6x2+hW3TtpT4DEFGWJSVNPRmkpUhl48/X++R1AeY5U/jA1glxT6+uli1PqXYS02uBEsNjuTDLksMky7m5HbKUyHVlRAStTjjqUJA5Q6lJKuUVZLZXygg/CN1haylrX18UsMloQPiHUrHilKVKWUQdTU+8DWrY2keJLTCprwaj3hTtnUpSsDnfQUtD45dDY+k1AQ719ltnzLVcI1zt0lyPLhvIfYebUUqbcQQUqSR1BBAORUerphV074D+8CPcfkpFJOaWdk43aQfZbAOPXikasjMrZHbu6JM6Qgt6gnR3smO2QQYiSn8JQP3zr0Hu+Zxr271tK4e9oOETiD21ga/8AzsLabw4PBvjLk2QXGZ4GXSfvnVKj76T5pUOxBAkr9Bfwog/sV2n/AKXI/wDErQKLMmH5eYaHuXhzT8RsNT1326eC3Ctwmvx54q3PaQRpvoOmyxE2Cj8+0WnVlIOW5Hf/AJw5V+TdxoG0luk6ru7uIKEhDrCVAKkq68qE5/D74+snpmspomzex2hNNLYh6ZhQbNaWXXylL7yg02OZayAFFR6lRwMnr0rV5xG6l1hu9r2RN01tffrPpiCosWqEm3yCtTY6F5wqB++LxnA6JHKnrgk7BheZI8w8cAjIjG/Fb2811OszvS4FgUdFFC504Y1o0HDcAAne9gdtNSpK2J3j1dr3Xeqdd3mQVlSozLUNKj4TMXLhSyj0AznP42SayqiyYl4gt3CGvmQ6O3mlXmk/EVh3wnaL1VDa1ILhpm6xitUbk8eE4jmGHM4yn6Kya041frHJwu1TVRXSA8gR1/xh07j+3wm4zDR1FMwQ2EkYtpzHTzWdyEyomwOOrmfd7i4m51+Y3OqtDiavbWmtnNQSFuht2c0mAwCQCtbqgkgfwOc/Qk1rrcOTWSnGfuzC1ZqiPoGwvl236eWpUtwfNdmKGCB+4BKev4RWPicalgZ6VdweB0FKC/d2q4t2j403GMZIiN2RDgHnqT9Tb0VKUpWVWgL6rV+uEb9+R/OFT7uJtsxqOVdrmLsiIX9U3VhlsoKy46ltlxWckYHJkjGeqewHWoAgupZksurHutupWcd8A5qctbbrWe47g21m0vvpssZ6dIkRwwlB+XPF9suH8ZXIWQTnGAPSsdWibvY+58b+Vr/XZSorzfh6a9munjL/AOQNff30F/HqoFwR5UwfSrt1DoG72WN90WiZkIkFt9ppeCkuOt5OR7p5mTkH8ZPrVqqAzU9rg4aFWZI3ROLHixC5JjPKZXIS0ottqSlasdElWcAn44P2GkiM/GWGn2VNrUlLgChglKkhST9BBBHwNSptVouyao233Aud0S+X7OyzIi8jnKkLTFmLBUPMczafy1ZGpocl65sLZjuKSq3QuXCSc8sNkq+wdTVqOdskj2fwmx9gfzVlhMl3DYEj1AaT9HBfVtnpOXrHVcazw1JQ4hDsrmUrAHhNqc6nB7lAH11eDG9j2mt3r9r/AE9CTIjXC4yH2WZaMKDbj6F9QlXRWEJHcj6a7XWlbMaTt1wYebOpdSQFPMONqT4lvjvNxnEOHvzc6HH0cpAI6nvURFRzknvUSNja9z5Hastwjx11+u3ksfRyGqnfUt+Szox4g3D/AEOw/wDxXvuhbmnZlq1LFaUn80TL0pSE+8lKxIcRypI7+6lH21Z0OFJmu+DFZU4vGeVIyT9A8zU/QYWmbXtXo3XeqISrgxDQuC3FB5ShapKni6lWe/K0pPL+3znpVqubk6J0nZnU7b2WXAvzkuOr5VIWHG22my4vmbPQhfP4JBI6AEVSOse5vBEwuINvDe2p8llcXrXTVMz4G3cCLjYEnhufqT6HwXTfpLu32idMW2LHah3mSVXOYVBJksOglUZYJyWwW3UKGMZ901G11vFwvE5+5XKYuRIlLLjq1H5yj3J+Nd2pNRXbVFzcvF7muy5bqW21uuLKlKDaEoTkkkn3UivKqVTwGJt5NXG5J8zf6bKFRwOgjtIbuJJJ8ze3kNguzmyeqvy1ydfcdS2hbqlBociAVZ5U5JwPQZJP1100qVdS7ldinFKSkLcUQkYAJzgd/wCUn7a4hXr1rjSqKiqTmqUpRFeuyOmV6z3l0LpJCUqN51HboOFDIPiSEJx+Wv04NIS22ltAwlACQPgK0BezG0OnW3GloJL7CHotiVMvb4UPmliM4WVD4h8s1v8AwCO9EWC/tidV/cPhSa0+h8tr1HqODFKR/hENBx8p+1pB+qtIFbUvbf62SXNrduI8hBITcr3LZz73XwWY6senSSPjj4GtVtESlKURfVb4Ey5zo9ttsR6VMlupYjsMoK3HXFEBKEpHVSiSAAOvWs2trtIjREpvZS1abfntRktztb3iCkylouTfiAIS4gqbbjRy54PNjC3StZVylIEW8Omh3tLWFe890gv/AHVmOO27RrRygh/omRcQPnLDYUWminp46ioElhSab27lT9p7jZ9sdvrjIt180vcGrvqC5sOjmN5bCg3HRjI5IyFrQrOQt1x/IKQmof4njnMDNbC58FtceBsosG/TFdp3h4Ym7F1vmf8AyjbxKzqtzeh7LcoWn5epG7kzFnvxm35nMlEFpmRNaTKUsqSykKTAPLyupWr5Q2AcFBXI82foiVYbhp+46Tswjw5amElxC3XEq8ZKlOtyCpJfSl8hSVggKKcnHMCcWOHrjr2qnvwEbi/JdLXkIS3JVIhrctbzucc7S2wtUdKgEktrRyIIJCwkhKco9bcYGxkW2rvErd3QjcdKPeMO9MzXlj0DEXxHif4FSCCFrgcLbqwtYaVsjjzU2C3HQ4l1UV152QvlUkMxFCU8paecuFqSVcqvKK6FFJSUjVzvrrqLuXvBrHXduQ4iDd7xJegocHvoiBZTHSrH4QaCAfiDWQXFFxv/AJ49skaH2tTcIVrnNrZud2f+8vSWVYzHYbBJZaIBS4pSip1KighCOZK8Qjg5NemjmrT3XVKUpXpeEqvOapSiKTtht+NXbDavRqXTyvlUKTyNXS2OOFLUxkKzg4+a4Bzci8EpJPQglJ2PaA4vNqtxbeiTZFzkywkeNCdDaX2lenLze8PRQ6fXkVqUScCu6JMkwX0Soclxh5tQUhxtRSpJ9QR2rEYjglLiTuOQWd1Gnutry5md+BycMzO8i5tvY+YOtvYhbkfz7dLcv6iuXf8AER/Wqn59ulO3yC4//jR/WrVtY+IrdSyIQ1+aL5e2jACZraXSR6FRHMfrNevM4qtzZLXhsfcqKr8duKVH/aJH5Kwv+lIQbDbz/wALq8OesmyRccjJmu6aH2O3vZbMH99NHxmVSJMee002MqWtKAEj1JKqxk4juPa3ptEnR2yzjwuMnLMm9q91MZGMER8E5Xn8POE+WSQRhbqjczXGshyai1LMltAghjn5Ggf3CcJ+vGatkrye9TaXLFHA8SPBJHjotGzJninrm9xg8To2ndziC4+QGg9yquvOOuKW4sqUokkk5JPrmuBJPeh7mlbIubXSlKURVCiOgqoWoqHXzrjSiDQqYNudWWa26svtr1pdSiyvyGwpl5S1N5TObUcBOSMJ8QnHlmvv1Lp3azVNwjwNLT1CQ/Z21QUtqLbapQUpAZSFp68yijPc5KuveoT5xnJOc1cm3koI15plch/laZucXqtWAhPign4Adc1Akow2U1DHEEDYbG1+XVSonCapjMmrbi46/OP/AL3Pi1vRTvsIiz6f0xGts6OHHNXLlKkqdI8JtuCHUKSoEe9zCT1z0wn418mjbtpC+Xm53G6NWWG/ZIV5jtoeaYSmV+kfCZKR0yUlnp0P98x9Nk7waltUXV6LNpx1oaftlv5reI6ezsmE0XVZPU5c6nPxqJ1vFxSnFKPOo5J9ax9Phrp+8qHuIdJf01Nv/HhB8liaWDhilc/eQSDXkHO+E+BDQ0f0q59x9XztY3qHc5shh5bNqhRAWmwhKfDZSCnA9Fcwq1UqJPXsaoo5OapWcjjbE0MaNApTWhgsFeN03Eu9z2+tmgnkxxCtslT6eVshauh5cqJ69XHOwH4NWgVkGuOTSkcbYgQ0Wubqo0JdzJufNV5iRiqUpXtVSlKURKUpREpSlEWxb2KelRcd89a6uVHJTZdNpih3yQuTISQn6wyr+Ka3JVre9iZoVu27RbgbjrQtL9/1CxaU8wwkswo4cCk9OxXNcBIPUox5VsfV5URaOPa/6pN/4unbTkKRp3TsCAnHXHN4j5H2v1hBU4cb+tBr/i33V1Ejq2nUkq3NKzkKbhkRUKHwKWAfrqD6IlKUoinbRPFbqHSOkbdYXdKW6deNMwVwtMXwPLZetqS444C42Mtv+Gp5xbZISpKykqUsJ5agx5a3FlxxSlKUSSVHJJPmT51w5j60JJ714bGxhJaNTupdRX1NXHHFPIXNjHC0Ekhovew6C6rzUCyMVSle1EQnNKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlc2nFtrSpCikpOQQcEGuFAcdaIux5914guuFZwBlRyQAMAfYBXXTJpTZEpSlESlKURKUpREpSlESlKURKUpRFtt9nzxt8JOwfDJYtAbh7pmzaibmzpk+IqxXGRyKdeJSfEYjrQr3Ajson1rIi4+1J4H24El6DvUZEltlamWk6bu4LiwklKcqigDJ6ZJA+NaCiSe5oCR2oi+2+XJ283q4Xd9xbjk6U7JWtaiVKUtZUSSepOTXxU70oiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi//2Q==' alt='https://www.beaxy.com/market/waves/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p>
<p>So, now you know why the Dash cryptocurrency is called a privacy coin and what other benefits it offers over Bitcoin. You have a fair idea of how Dash transactions works and how secure it is. While it is true that the Dash cryptocurrency can be misused, criminals form only a small percentage of the total number of users. As you can see, Dash is popular because it offers many advantages over fiat currencies as well as other cryptocurrencies, not just because of its criminal use cases. Dash miners will add your transaction intoA block is basically a group of Dash cryptocurrency transactions happening in a similar timeframe. These Masternodes improve the security of the network and make sure that the transactions are as quick as cash transactions.</p>
</p>
<p>
<p>It is well known for its high degree of security and has won a fair share of awards for the service it provides. There are a number of big price predictions for Dash in the coming years. Some are not as impressive as others, but even the large and optimistic ones seem rooted in possibility. There is a lot that goes into affecting the price of cryptocurrency, and Dash is no different. The coin may not be set as much of a digital asset as Bitcoin, but its own functionality as a digital currency is what makes its market move and its value increase or decrease.</p>
</p>
<p>
<p>Although some early followers of the project on the Bitcoin forum believed that dash’s quick rise was related to a scam, the surge was more likely due to the scarcity of dash on exchanges. It was estimated that only 41,500 dashes were available for trading on major exchanges that week and the illiquidity of the dash market was the real reason for the trading push. For more information on digital asset risk see FINRA, SEC, and CFPB public advisories. SoFi will apply a markup of up to 1.25% for each crypto transaction.</p>
</p>
<p>
<p>According to its <a href="https://www.beaxy.com/exchange/dash-btc/">dash vs bitcoin</a> price prediction, the coin could hit highs of $100 by the end of 2025, even though it may see the dip as a potential positive. The minimum price level of DASH might be around $92 in 2025 and the average price level might be around $95. A unique advantage of DASH is the conceptualization of masternode. These are nodes which are entirely different in their function compared to a conventional system of a p2p network wherein nodes share data and network resource without any discrimination.</p>
</p>
<p>
<p>Observe how it is done by both top holders , and less active wallets , are sending their tokens to “staking” . Dash is one cryptocurrency that is going to have a smart and bright future. Riding the crypto  wave, it is going to rule the digital kingdom and so as a means of payment, it would have a long reign. Based on the Dash price prediction, it is expected that the coin might reach $70 in the year 2023.</p>
</p>
<p>
<p>To a large degree, the future development of these cryptocurrencies is dependent on largesse from these institutions. Dash is run by a subset of its users, which are called &#8220;masternodes.&#8221; Masternodes simplify the verification and validation of transactions. All masternodes have a starting stake, which is equal to 1,000 DASH in their systems. In August 2021, Dash is the world’s 50th most valuable cryptocurrency by market capitalization ($2.6 billion).</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/dash-wallet-for-ios-and-android/">Dash Wallet for iOS and Android</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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		</item>
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		<title>A Retrospective of the EOS Token Sale by alethio ConsenSys Media</title>
		<link>https://www.sylva-plast.it/a-retrospective-of-the-eos-token-sale-by-alethio/</link>
		<comments>https://www.sylva-plast.it/a-retrospective-of-the-eos-token-sale-by-alethio/#comments</comments>
		<pubDate>Fri, 02 Dec 2022 17:39:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5252</guid>
		<description><![CDATA[<p>This makes it much less expensive than in Proof-of-Work to bootstrap a new distributed network that needs to somehow achieve consensus among the network’s participants. This will be divided over 2 phases, 1st one will be 20% and second 70%. Stick around to see what is eos coin because in this video you will see [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/a-retrospective-of-the-eos-token-sale-by-alethio/">A Retrospective of the EOS Token Sale by alethio ConsenSys Media</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
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" width="306px" alt="eos wallet"/></p>
<p>
<p>This makes it much less expensive than in Proof-of-Work to bootstrap a new distributed network that needs to somehow achieve consensus among the network’s participants. This will be divided over 2 phases, 1st one will be 20% and second 70%. Stick around to see what is eos coin because in this video you will see what is eos in a nutshell, eos coin is a hot initial coin offering. And then you going to receive EOS coins in proportion with your contributed ETH from that day pool amount.</p>
</p>
<p>
<p>Today, all EOS tokens are locked on Ethereum and have been “transferred” to the EOS blockchain. Based on a white paper published in 2017, the EOSIO platform was developed by the private company Block.one and released as open-source software on June 1, 2018. At the launch of the blockchain, one billion tokens were distributed as ERC-20 tokens by Block.one.</p>
</p>
<p>
<h2>EOS Tokens Defined: The Basics and Examples</h2>
</p>
<p>
<p>The software uses blockchain architecture for vertical and horizontal scaling of DApps. EOS cryptocurrency tokens are used as a payment system on the network. Buyer acknowledges and understands that the Ethereum blockchain may not include the Buyer’s transaction at the time Buyer expects and Buyer may not receive EOS Tokens the same day Buyer sends ETH. While it’s hard to identify the owners of the remaining top nine addresses, their volumes are entirely public. One of the addresses holds 75 million tokens, which roughly translates to around $1 billion. The amount of tokens held by the other top 10 addresses varies, with one of them holding 20.6 million.</p>
</p>
<p>
<p>The future of EOS is too uncertain to take anything but a wait-and-see approach. Also worth mentioning is that EOS doesn&#8217;t have the best reputation among investors or the crypto community. Investors are wary because of how poorly it has performed since 2018.</p>
</p>
<p>
<h2>EOS Crypto FAQs</h2>
</p>
<p>
<p>Some doubt the bold claims of transaction speeds of 100,000 per second, and the requirement that users must hold EOS tokens to complete a transaction may detract from EOS&#8217;s appeal. Bullish Global intends to create a new blockchain-based cryptocurrency exchange. Prominent investors in Bullish Global are Peter Thiel, Mike Novogratz, Alan Howard, Christian Angermayer, Louis Bacon, Richard Li, and the institutions Nomura and Galaxy Digital. Shortly after its launch, block producers froze seven accounts that held stolen tokens, but EOS had no legitimized authority to do so.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Where are my EOS tokens?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The easiest way to check if your EOS tokens are registered is to input your public Ethereum wallet address where your EOS tokens reside here https://eoscountdown.com/ and click &apos;Verify my EOS!&apos; . This will tell you if the tokens are registered, how many tokens the wallet owns, and what it&apos;s current market value may be.</p>
</div></div>
</div>
<p>
<p>As mentioned above, the EOS.IO Software configuration of the EOS Platform will be ultimately determined by the community when someone other than block.one initializes a genesis block and starts a blockchain. 100,000,000 EOS (10% of the total amount of EOS Tokens to be distributed) will be reserved for block.one and cannot be traded or transferred on the Ethereum network. At last, he tends to expenses, taking note of that the individuals who utilize the EOS chain by and large have tokens in advance, and that the use to cost proportion will in the end balance out in view of market powers. This operating system will be hosted on servers which in return will also be block producers. Block rewards in EOS are the incentive for these servers to host EOS applications.</p>
</p>
<p>
<p>Since their identities are known,  validators are subject to bribery or can otherwise collude to censor transactions. To mitigate bribing attacks, bad actors who are caught censoring transactions are voted out by stakeholders. Delegated Proof of Stake is a consensus mechanism that was conceived in 2013. Variations of DPOS have been introduced in BitShares, Steem, Tezos, Crypti, Peerplays, and Ark.io.</p>
</p>
<p>
<ul>
<li>Block.one, the company behind the EOS project, holds 100 million of the entire amount.</li>
<li>There are other blockchains with smart contract capability such as BitShares and Graphene currently.</li>
<li>Block.one, a Cayman Islands exempted company, is building the EOS.IO Software.</li>
<li>Addresses that received ETH from the Funding Wallet, and subsequent flow of funds.</li>
</ul>
<p>
<p>We separated the transactions flowing from the EOS funding wallet to Bitfinex4 and compared the timeline and volumes with market fluctuations in the price EOS. Each block represents an origin/destination address, and a larger block or stream means a greater amount of funds being transferred. As we followed further, we identified the main wallets of more and more exchanges being involved in funds transfers. This is not atypical of expected behavior; as more addresses transact on the network, they do so increasingly through exchanges, which serve as network activity hubs. Furthermore, address #8 exhibits an active token transfer relationship with the BigONE hot wallet, and we will operate under the assumption addresses #7 and #8 may belong to the BigONE exchange. Thus, the exchanges PXN, BigONE, and Yunbi — and the customers’ EOS tokens on those exchanges — may control altogether 5.77% (added from #7 and #8), which is more than it looks like on the surface (3.24% and 2.53%).</p>
</p>
<p>
<p>With original data, visualizations, and insights, let’s dive into the EOS and other token sales to learn more about the mechanics and strive towards the derivation of some token sale best practices. The security mechanism behind Proof-of-Work , mining in the Bitcoin environment, has become somewhat of a stigmatized service. While cryptocurrency speculation has seen certain coin prices rise over 4000% in a span of months, public sentiment toward overly profitable miners has turned sour. You don’t need smart contracts to interact with decentralised apps on EOS. Which means that users no longer have to pay money for these interactions. Buying EOS is a bit more difficult than other more popular cryptocurrencies, but as the platform evolves and the token becomes more mainstream it will probably be available on more and more exchanges.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Nah it’s literally hypocrisy because in nearly all crypto projects it’s the founder and dev team that own the majority of token distribution XRP XLM EOS ADA <a href="https://twitter.com/RichardHeartWin?ref_src=twsrc%5Etfw">@RichardHeartWin</a> already addressed this! Why is Richard held to a standard that even the Top 20 projects don’t abide by?</p>
<p>&mdash; ⬣Hexlena PulseAlot⬣ (@StakeHEX5555) <a href="https://twitter.com/StakeHEX5555/status/1395212922427781120?ref_src=twsrc%5Etfw">May 20, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Nearly 50 percent (49.67 percent) of all <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> tokens are currently distributed among just 10 wallets, according to a reportfrom Trustnodes. Our proprietary analytics platform, fueled by data science and semantic modeling, is useful in achieving real time data analysis but it is equally useful in retrospective study. We call this type of retrospective analysis blockchain archeology. There are two parts to the Casper protocol, the proposal mechanism and the consensus mechanism. The proposal mechanism produces a sequence of blocks that link together and the consensus mechanism creates a checkpoint every 100 blocks. Modeled after traditional democratic convention, Delegated POS uses approval voting to elect known “delegates” and charge them with the duty of securing the blockchain.</p>
</p>
<p>
<p>At the time of this recording the price of one EOS $1.90 with a market cap of almost 500 million. Blockchains that adopt the EOS.IO Software do not require a foundation or a non-profit organization to help grow or maintain the network because such blockchains will be self-funding. The amount of ETH received during each current period will be displayed on the eos.io website.</p>
</p>
<p>
<p>In this case, such a blockchain will not be reliant on any one foundation, organization, or individual for its growth, development or maintenance. Ethereum is a blockchain-based software platform with the native coin, ether. Ethereum smart contracts support a variety of distributed apps across the crypto ecosystem. On December 6, 2017, Everipedia, a for-profit, wiki-based online encyclopedia, announced plans using EOS blockchain technology and work on an airdrop of a cryptocurrency called IQ to encourage generating information. One of the goals of the company is to stop certain countries from blocking the content, by the integration of the blockchain model. The goal is that once Everipedia is decentralized and hosted on the EOSIO platform, countries such as Turkey and Iran that block Wikipedia will no longer be able to block it, via Everipedia&#8217;s fork.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="addresses"/></p>
<p>
<p>The more storage required, the more <a href="https://www.beaxy.com/eos/">eos token distribution</a>s will be demanded from the block creators, who can demand more value for their work through higher pay inflation, which the token holders approve. If storage demand decreases, inflation will be lower, reducing the loss of value from stored EOS tokens. This mechanism functions in a way that is complementary to EOS storage as all token holders pay for file storage on the EOS network through a portion of annual inflation. As long as they are storing a file on the network, their EOS tokens will be held up and will lose value at the rate of inflation. The EOS setup does not use the now-familiar mining concept used by Bitcoin.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="eosio"/></p>
<p>
<p>With employees and advisors based around the world, the company focuses on business-grade technology solutions, including blockchain software development. If you use a trading platform to buy EOS like the ones mentioned above, make sure ADA to withdraw your coins from that exchange into your own personal wallet. This will keep you protected  if the exchange gets hacked or becomes insolvent.</p>
</p>
<p><a href="1bitcoin to dollar"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/a-retrospective-of-the-eos-token-sale-by-alethio/">A Retrospective of the EOS Token Sale by alethio ConsenSys Media</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Crypto coins mining profit calculator compared to Ethereum Classic</title>
		<link>https://www.sylva-plast.it/crypto-coins-mining-profit-calculator-compared-to/</link>
		<comments>https://www.sylva-plast.it/crypto-coins-mining-profit-calculator-compared-to/#comments</comments>
		<pubDate>Wed, 30 Nov 2022 09:09:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5313</guid>
		<description><![CDATA[<p>You can be liable for both capital gains and income tax depending on the type of cryptocurrency transaction, and your individual circumstances. For example, you might need to pay capital gains on profits from buying and selling cryptocurrency, or pay income tax on interest earned when holding crypto. Crypto calculators can be found online, and [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/crypto-coins-mining-profit-calculator-compared-to/">Crypto coins mining profit calculator compared to Ethereum Classic</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="transaction"/></p>
<p>
<p>You can be liable for both capital gains and income tax depending on the type of cryptocurrency transaction, and your individual circumstances. For example, you might need to pay capital gains on profits from buying and selling cryptocurrency, or pay income tax on interest earned when holding crypto. Crypto calculators can be found online, and many market exchange rates offer them as well. They&#8217;re a valuable tool for anyone considering investing in cryptocurrency. The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. A centralized crypto exchange is a platform that allows users to buy, sell, or trade cryptocurrencies.</p>
</p>
<p>
<ul>
<li>According to this calculation method, we made a 50% profit ($5,000).</li>
<li>The biggest risk to the widespread adoption of cryptocurrency is its volatility.</li>
<li>If you want to check the Dogecoin price chart and find more information about Dogecoin markets, you can visit our Trade page .</li>
<li>But until that time comes, these crypto funds are just sitting there, gathering dust.</li>
<li>Just did my crypto taxes with @CryptoTaxHQ and got my report summary.</li>
</ul>
<p>
<p>There have been a number of scams and hacks in the cryptocurrency space, so it&#8217;s important to use an exchange that you can trust. Fortunately, this article should help you find the best tool for calculating your crypto profits. Then, enter the coin price from the first purchase in the ‘Initial Coin Price’ field. Make sure to have picked your preferred crypto coin from the drop-down menu at the top of your screen in order to obtain the current crypto price.</p>
</p>
<p>
<h2>Best Cryptocurrency Converter Apps of 2021 (Android)</h2>
</p>
<p>
<p>There you can check trading volume, order books, and other useful information about Dogecoin markets that should be helpful to assess the current situation. In addition to Dogecoin, you can also use the Trade page to monitor detailed information about other markets available on CEX.IO, including BTC to USD, ETH to USD, XLM to USD, etc. Monitoring prices with our Dogecoin USD converter can help you keep pace with fast-changing DOGE markets and make well-informed decisions. In order to find historical DOGE prices, check out the price charts on our Trade page. If you have fewer than 100 transactions and no more than 3 imports, you can download this year’s tax report for free.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do you calculate return on cryptocurrency?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>In the world of crypto assets, you can calculate the Return on Investment by reducing the original price of the crypto asset from the asset&apos;s selling price. Then, you have to divide the result by the actual cost of the investment.</p>
</div></div>
</div>
<p>
<p>It makes calculation of cryptocurrency profit and losses faster and significantly easier. A convenient tool for all your crypto calculation and conversion needs. The value of your investment may go down or up and you may not get back the amount invested. It does not display the actual or predicted returns/yield in any fiat currency.</p>
</p>
<p>
<h2>Crypto-Calculator</h2>
</p>
<p>
<p>Check how much Dogecoin is worth in multiple global currencies using up-to-date exchange rates on CEX.IO. CozShesDead.eth @CozShesDead88 Mar 25 Just did my crypto taxes with @CryptoTaxHQ and got my report summary. Highly recommend if you have not yet decided on what crypto software to use. I filed this weekend after using CryptoTaxCalculator to generate the necessary reports and am quite confident in their accuracy! Other apps fail to handle the complexity of on-chain transactions required for accurate tax reports. Hashrate charts are available for the most popular cryptocurrencies like; Bitcoin, Ethereum Classic, Litecoin, Dogecoin, Ravencoin, ZCash, Monero, and more.</p>
</p>
<p>
<p>Depending on your circumstances, taxes are usually realized at the time of the transaction, and not on the overall position at the end of the financial year. Binance Coin is a cryptocurrency issued by the Binance exchange. It runs on the Ethereum blockchain and is used to pay fees on the Binance exchange. Binance Coin can be used to pay for goods and services, or traded on exchanges for other cryptocurrencies. Binance Coin was created in July 2017, and the Binance exchange was launched in September 2017.</p>
</p>
<p>
<p>We calculate your cryptocurrencies profit with our Crypto Profit Calculator. When you buy different crypto currencies at the same time you&#8217;ll have to make separate calculations for each. For purchases of cryptocurrency in the last three years, a different payment date may be required to determine a different transaction date from the previous one.</p>
</p>
<p>
<p>A tiny React Native app to manage inventory and keep track of orders and profits. Although you will find six default tokens upon opening the website, there is a drop-down menu listing other coins. Meanwhile, the profit/loss feature enables you to evaluate how much you will gain or lose on a pair of trades. DYOR , before investing and spending your money make sure you research the project and make the ADA decision on your own before investing.</p>
</p>
<p>
<h2>How to Purchase Cryptocurrency and Track Crypto Profits?</h2>
</p>
<p>
<p>For example, if you purchase 1 bitcoin for $10,000 and sell it for $15,000 six months later, you would have made $5,000 in profit. Yep, wallets and exchanges provide you APIs which if you use to connect to various tools created to calculate your crypto profits and losses, you will get results automatically. Just make sure to connect your portfolio to verified tools which will guarantee accuracy and security. The Crypto Investment Calculator by CoinStats will make your calculations of crypto profits and losses significantly easier and faster.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Build a Cryptocurrency Profit Calculator App <a href="https://t.co/IbL7ozBJYO">https://t.co/IbL7ozBJYO</a></p>
<p>&mdash; Norbert BM (@NBMenyhart) <a href="https://twitter.com/NBMenyhart/status/1564241751992406019?ref_src=twsrc%5Etfw">August 29, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>We have a sepa<a href="https://www.beaxy.com/exchange/eth-usd/">cryptocurrency profit calculator app</a> interest-earning process for each cryptocurrency, so you can diversify your holdings and earn interest on different cryptocurrencies. We offer interest rates that are higher than average bank offers for classic fiat currencies. Now you can invest your savings and make up to 8% in interest without any risks to your underlying crypto deposit.</p>
</p>
<p>
<p>Crypto Profit Calculator – Profit Estimator and Investment Calculator. A powerful and flexible tool to calculate your cryptocurrency investment profits. Supports thousands of cryptocurrencies and all <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> major fiat currencies.</p>
</p>
<p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>Options Profit Calculator &#8211; MarketBeat</h3>
<p>Options Profit Calculator.</p>
<p>Posted: Fri, 04 Nov 2022 23:09:24 GMT [<a href='https://news.google.com/rss/articles/CBMiQWh0dHBzOi8vd3d3Lm1hcmtldGJlYXQuY29tL2NhbGN1bGF0b3JzL29wdGlvbnMtcHJvZml0LWNhbGN1bGF0b3Iv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>We always recommend you work with your <a href="https://www.beaxy.com/exchange/eth-usd/">cryptocurrency profit calculator app</a>ant to review your records. If you would like your accountant to help reconcile transactions, you can invite them to the product and collaborate within the app. We also have a complete accountant suite aimed at accountants. Binance Earn is a one-stop hub on Binance where you can see all your earning possibilities open for you and the cryptocurrency you hold. Buying cryptocurrency, subtract the amount you pay for it from the amount you make when you sell. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research.</p>
</p>
<p><a href="price of bitcoin in dollars"><img 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alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p>
<p>In recent years, investing in cryptocurrency has grown into one of the most valuable ventures in the world. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic. Please note that calculations are based on mean values, therefore your final results may vary. For best results fill all fields with your hash rate and power consumption. Insert how much the coin price was when you invested in &#8220;Initial Coin Price&#8221; field, or select a coin from the &#8220;Select a coin&#8221; dropdown to fetch current cryptocurrency price. The first step is determining which category each transaction falls into, capital gain or loss.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="passive income"/></p>
<p>
<p>The tool calculates and displays the total investment fee, total exit fee, profit amount, profit percentage, and total value. Optionally, you can also enter the investment and exit fees which you want to deduct from the total crypto profit made. Choose the cryptocurrency that you’re planning to buy, trade or already bought.</p>
</p>
<p>
<div style='border: black dotted 1px;padding: 13px;'>
<h3>7 Best Crypto Tax Calculators [2022]  Accounting Software Guide &#8211; Finbold &#8211; Finance in Bold</h3>
<p>7 Best Crypto Tax Calculators  Accounting Software Guide.</p>
<p>Posted: Sat, 15 Oct 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiMWh0dHBzOi8vZmluYm9sZC5jb20vZ3VpZGUvY3J5cHRvLXRheC1jYWxjdWxhdG9ycy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>This means you can get your books up to date yourself, allowing you to save significant time, and reduce the bill charged by your accountant. You can discuss tax scenarios with your accountant, and have them review the report. We handle all non-exchange activity, such as onchain transactions like Airdrops, Staking, Mining, ICOs, and other DeFi activity. No matter what activity you have done in crypto, we have you covered with our easy to use categorization feature, similar to Expensify.</p>
</p>
<p>
<p>In the “Investment Fee” input field enter the fee that the exchange platform charged you for buying or trading the asset. Similarly in the “Exit Fee” field enter the fee that the platform charged you for selling or getting out of the trade. Once you’ve entered the amount invested, the buy price and sell price; the tool automatically calculates based on your input and displays the result below. First choose the Fiat currency that you used to buy the cryptocurrency, trade or exchange. Drop down the currency list, search for the currency of your choice and select the currency. In the first method you calculate profit by simply subtracting the selling price from the cost price of the cryptocurrency.</p>
</p>
<p>
<ul>
<li>If it seems like there has been some major news announcement that caused all markets to go haywire overnight, try researching more information on those stories before reacting too hastily.</li>
<li>To make profit calculations easier, you can just connect your portfolio and see advanced analytics automatically.</li>
<li>It can also serve as a calculator for predicting the potential profits or losses from buying a token at a certain date.</li>
<li>We have an annual subscription which covers all previous tax years.</li>
</ul>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/crypto-coins-mining-profit-calculator-compared-to/">Crypto coins mining profit calculator compared to Ethereum Classic</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.sylva-plast.it/crypto-coins-mining-profit-calculator-compared-to/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Crypto Method Review 2023: Is It A Scam Or Legit?</title>
		<link>https://www.sylva-plast.it/crypto-method-review-2023-is-it-a-scam-or-legit/</link>
		<comments>https://www.sylva-plast.it/crypto-method-review-2023-is-it-a-scam-or-legit/#comments</comments>
		<pubDate>Fri, 25 Nov 2022 14:42:32 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5151</guid>
		<description><![CDATA[<p>I have given them a copy of my deposit more than once and I still do not have the https://www.beaxy.com/ deposited to my account. I have already reached out by using Live chat and by emailing them. If you’re linking a bank account in the United States, you’ll be prompted to enter Know Your Customer [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/crypto-method-review-2023-is-it-a-scam-or-legit/">Crypto Method Review 2023: Is It A Scam Or Legit?</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="staking"/></p>
<p>
<p>I have given them a copy of my deposit more than once and I still do not have the <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> deposited to my account. I have already reached out by using Live chat and by emailing them. If you’re linking a bank account in the United States, you’ll be prompted to enter Know Your Customer details to verify your identity, including your name, contact information, and Social Security number. Fully verified users can deposit funds and make withdrawals up to Crypto.com’s daily and monthly limits. The long list of currencies, low pricing, and additional features make Crypto.com suitable for beginner to advanced cryptocurrency users. However, beginners may find the plethora of features intimidating.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">GPU Mining Rigs Reviews &amp; Ratings  EP. 7  <a href="https://twitter.com/hashtag/Crypto_Zone?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto_Zone</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/hashtag/ETH?src=hash&amp;ref_src=twsrc%5Etfw">#ETH</a> <a href="https://twitter.com/hashtag/NFT?src=hash&amp;ref_src=twsrc%5Etfw">#NFT</a> <a href="https://twitter.com/hashtag/NEWS?src=hash&amp;ref_src=twsrc%5Etfw">#NEWS</a> <a href="https://t.co/tlY6Tm7xj9">https://t.co/tlY6Tm7xj9</a></p>
<p>&mdash; Crypto Zone (@cryptozone_news) <a href="https://twitter.com/cryptozone_news/status/1619856712697090048?ref_src=twsrc%5Etfw">January 30, 2023</a></p></blockquote>
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</p>
<p>
<p>Like other <a href="https://www.beaxy.com/blog/cryptocurrency-exchange-review-u-s-exchanges/">crypto-rating review</a>currency exchanges, customer service isn’t a strong suit for Crypto.com, so plan on a primarily self-service experience. If  you’re comfortable with that, Crypto.com could be a suitable option for your needs. Through the app, you can also manage your bank accounts, review transfers, make crypto trades, and track your Crypto.com credit card balance.</p>
</p>
<p>
<h2>Best Crypto Exchange: Binance</h2>
</p>
<p>
<p>Many or all of the products here are from our partners that compensate us. But our editorial integrity ensures our experts’ opinions aren’t influenced by compensation. EToro is a popular platform for trading stocks, ETFs, and cryptocurrency. Alto IRA is a self-directed retirement account that allows users to invest in a range of unique assets. Measuring momentum helps ascertain the strength and the continuation of an existing market trend.</p>
</p>
<p>
<div style='border: grey dashed 1px;padding: 14px;'>
<h3>Bitstarz Casino Review 2023: Features, Bonuses, Trustworthiness &#8230; &#8211; Washington City Paper</h3>
<p>Bitstarz Casino Review 2023: Features, Bonuses, Trustworthiness &#8230;.</p>
<p>Posted: Mon, 27 Feb 2023 19:05:09 GMT [<a href='https://news.google.com/rss/articles/CBMiRmh0dHBzOi8vd2FzaGluZ3RvbmNpdHlwYXBlci5jb20vYXJ0aWNsZS81OTIwNTUvYml0c3RhcnotY2FzaW5vLXJldmlldy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>We&#8217;re firm believers in the Golden Rule, which is why <a href="https://www.beaxy.com/blog/cryptocurrency-exchange-review-u-s-exchanges/">crypto-rating review</a> opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers. Editorial content from The Ascent is separate from The Motley Fool editorial content and is created by a different analyst team. Ethereum often stands out to investors in the world of cryptocurrencies.</p>
</p>
<p>
<h2>Crypto Method Salient Features</h2>
</p>
<p>
<p>To make smart investment decisions you need the best information about which crypto assets to invest in and when. With so many crypto assets on the market it can be hard to know which ones to choose and when to invest. Outside counsel, with assistance from technical experts, then performs a comprehensive factual review of each asset.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="receive"/></p>
<p>
<p>A score of 5 results when an asset appears to have many characteristics that are consistent with the Howey-test factors. It is probably more likely, relative to lower-scored assets, to implicate the U.S. securities laws. A score of 1 results when an asset appears to have few characteristics that are consistent with the Howey-test factors. It is probably less likely, relative to higher-scored assets, to implicate the U.S. securities laws.</p>
</p>
<p>
<h2>Crypto.com App fees</h2>
</p>
<p>
<p>If users can ETH connect their own digital wallets, a provider earns the highest rating. If the provider does not allow this, it earns the lowest rating. Providers that allow transfer of cryptocurrency in-kind to another wallet earn three stars here. Each writer and editor follows NerdWallet’s strict guidelines for editorial integrity.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the best site to read about crypto?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>CoinDesk. CoinDesk is one of the largest and most popular crypto media outlets in the world.</li>
<li>Decrypt. Decrypt was founded in 2018 and is considered one of the most trustworthy sources of cryptocurrency news.</li>
<li>Bankless.</li>
<li>BeInCrypto.</li>
<li>The Block.</li>
<li>Bitcoin Magazine.</li>
<li>Blockworks.</li>
<li>Coin Bureau.</li>
</ol>
</div></div>
</div>
<p>
<p>That page also shows the price chart and a brief description of the selected cryptocurrency. The survey findings are not based on sheer size or number of transactions, which can say more about marketing than service. Instead, the rankings reflect the consensus of customers who rated the crypto exchanges that they actually use.</p>
</p>
<p>
<h2>Best Places to Buy Bitcoin</h2>
</p>
<p>
<p>‍The rating rendered by the framework is not a determination of the merits of a digital asset or its suitability for purchase, sale or any other purpose. The prices of digital assets can be highly volatile and the purchase and sale of digital assets can be highly risky and result in financial loss. Persons purchasing or otherwise transacting in digital assets should consult with their own legal, tax and financial advisors in considering whether to acquire or otherwise transact in digital assets.</p>
</p>
<p>
<ul>
<li>CEO Brian Armstrong said in August that he wanted Coinbase to list every legal crypto-asset possible.</li>
<li>Uphold is a platform where they claim you can trade &#8220;anything to anything.&#8221; But is Uphold safe and legit?</li>
<li>Charges are implemented if you decide to purchase cryptocurrencies instantly using a debit/credit card or bank transfer.</li>
<li>We apply our publicly available methodology with transparent scoring and weighting to analyze each exchange.</li>
<li>They won&#8217;t be able to see your review if you only submit your rating.</li>
</ul>
<p>
<p>The mobile app will be explored and used to withdraw funds out of the exchange. The Crypto Rating Council is a diverse group of leading crypto businesses committed to the responsible growth and maturation of cryptocurrency markets and related financial infrastructure and trading services. The Council expressly does not address the merits or suitability of any digital asset for purchase, sale or any other purposes. Securities and Exchange Commission or registered with or licensed by any other federal, state or other authority. For cryptocurrency purchases, Crypto.com offers true cost exchanges, making it one of the most competitive platforms in the market.</p>
</p>
<p>
<p>Note that in the U.S., margin trading is restricted to users with very large account balances. Our ratings take into account a product&#8217;s cost, features, ease of use, customer service and other category-specific attributes. The company, when reached, would not provide specific fee amounts. But according to other reports, Coinbase charges anywhere from 0.5% to 4.5% on transactions. The trading fees cost less on Coinbase Pro, its platform for more seasoned traders. By comparison, the global Binance service offers hundreds of cryptocurrencies, with roughly $9.9 trillion in trading volume last year.</p>
</p>
<p>
<p>Leading crypto businesses committed to creating practical tools to help comply with the U.S. securities laws. They have appropriate encryption as well as a clearly established data protection strategy. The technology behind The Bitcoin Method platform reacts to changes in market circumstances very fast, making it an effective trading tool. Before using the platform, brokers must authenticate their identity in order to be in compliance with the legislation.</p>
</p>
<p>
<p>Verification should be completed within three business days. A taker fee is a fee charged when a buy order is matched immediately with a sell order on the books. To be at the forefront of mainstream adoption, the platform has invested millions in marketing, including negotiating deals with globally recognized sporting organizations and celebrities. Finder&#8217;s editors objectively assess each platform across a spectrum of performance metrics using a system of 1 to 5 stars, which are designed to help you assess a crypto platform&#8217;s strengths and weaknesses. You’ll receive an email where, once you click the link, you can continue with the registration process.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="customer"/></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/crypto-method-review-2023-is-it-a-scam-or-legit/">Crypto Method Review 2023: Is It A Scam Or Legit?</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Bitcoin Price: BTC Live Price Chart &amp; News</title>
		<link>https://www.sylva-plast.it/bitcoin-price-btc-live-price-chart-news/</link>
		<comments>https://www.sylva-plast.it/bitcoin-price-btc-live-price-chart-news/#comments</comments>
		<pubDate>Thu, 17 Nov 2022 07:00:22 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[<p>The announcement was made via a post on the tech giant&#8217;s blog and stated that Microsoft had partnered with Bitpay for Bitcoin payment processing. Upon discovery of the breach, Bitstamp immediately shutdown the exchange&#8217;s operations for 8 days as it audited its systems and rebuilt its trading platform. Mark Karpeles, the CEO of the failed [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-btc-live-price-chart-news/">Bitcoin Price: BTC Live Price Chart &#038; News</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="sheets"/></p>
<p>
<p>The announcement was made via a post on the tech giant&#8217;s blog and stated that Microsoft had partnered with Bitpay for Bitcoin payment processing. Upon discovery of the breach, Bitstamp immediately shutdown the exchange&#8217;s operations for 8 days as it audited its systems and rebuilt its trading platform. Mark Karpeles, the CEO of the failed Bitcoin exchange Mt. Gox, was arrested in Japan on charges of fraud and embezzlement in relation to collapse of the exchange. Karpeles faces allegations of illegally manipulating trade volume and the personal use of client deposits, of which may have led to the exchange&#8217;s insolvency.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="cryptocurrencies"/></p>
<p>
<p>The sell-off was due to investors dumping the cryptocurrency, perhaps signaling a lack of faith in the newly-created coin. One of Japan’s largest cryptocurrency exchange, CoinCheck has halted all  withdrawals amidst rumors of a large-scale hack. Ripple worth $123 million was withdrawn from its wallet on Friday January 26 along with a single withdrawal of 500 million NEM.</p>
</p>
<p>
<h2>CBOE Withdraws VanEck Bitcoin ETF Application &#8211; January 23, 2019</h2>
</p>
<p>
<p>September saw another bull run, with prices scraping $52,693, but a large drawdown took it to a closing price of $40,710 about two weeks later. As an asset class, Bitcoin continues to evolve along with the factors that influence its prices. She holds a Bachelor of Science in Finance degree from Bridgewater State University and helps develop content strategies for financial brands.</p>
</p>
<p>
<p>Through partially-owned subsidiary New York Digital Investment Group , Stone Ridge Holdings Group has accumulated 10,000 bitcoin, valued at approximately $115 million at the time of the news reported by Forbes. Bitcoin’s price fell after Elon Musk posted a tweet suggesting he’s fallen out of love with the world’s top cryptocurrency. The billionaire Tesla CEO tweeted a meme about a couple breaking up over the male partner quoting Linkin Park lyrics, adding the hashtag #Bitcoin and a broken heart emoji. Ruble/Bitcoin trading volume has surged as the Russian currency collapsed against the dollarin the wake of Russia’s invasion of Ukraine. The Terra network and its leader, Do Kwon, rose to the highest tier of the crypto world thanks to big-shot investors, only to fall apart within a few days in May 2022.</p>
</p>
<p>
<h2>People’s Bank of China OK&#8217;s Bitcoin &#8211; November 20, 2013</h2>
</p>
<p>
<p>Benefiting from excess <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> in the market and investor interest, the price of bitcoin rose more than 1,200 percent between March 2020 and November 2021. While it&#8217;s still the most well-known cryptocurrency, its bullish ascent crashed down in 2022. Some traders believe that bitcoin has no ‘fundamentals’ and should be traded using just technical analysis. Although the bitcoin market is relatively new and lacks the historical value of other assets, it is possible to apply fundamental analysis strategies to the cryptocurrency. If the price drops, traders can buy back the amount of bitcoin they borrowed at a lower price. The trader then returns the shares owed to the borrower whilst profiting from the price difference.</p>
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<p>
<p>The news adds to speculation that Paypal is becoming more favorable towards Bitcoin, and may eventually integrate it into their own payment processing system. In response, New York based customers were banned and expunged by a number of Bitcoin companies, including Bitfinex, Kraken, Bitquick.co, and ShapeShift. The initial production version of the first decentralized marketplace software, OpenBazaar, was released to the general public. The goal of the project was to facilitate peer-to-peer trade without a middleman, fees, or restrictions on trade. The software allows users to create virtual stores where buyers can purchase goods using Bitcoin. The popular gaming platform Steam began accepting Bitcoin as payment for video games and other online media.</p>
</p>
<p>
<h2>About Bitcoin</h2>
</p>
<p>
<p>As part of their compensation, certain <a href="https://www.beaxy.com/exchange/btc-usd/">btc price on specific date</a> employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Please note that virtual currency is a digital representation of value that functions as a medium of exchange, a unit of account, or a store of value, but it does not have legal tender status. Virtual currencies are sometimes exchanged for U.S. dollars or other currencies around the world, but they are not currently backed nor supported by any government or central bank. Their value is completely derived by market forces of supply and demand, and they are more volatile than traditional fiat currencies.</p>
</p>
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<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/Kalshi?ref_src=twsrc%5Etfw">@Kalshi</a> @LuanaLopesLara2 <a href="https://twitter.com/mansourtarek_?ref_src=twsrc%5Etfw">@mansourtarek_</a>  .<a href="https://twitter.com/KalshiMarkets?ref_src=twsrc%5Etfw">@KalshiMarkets</a> Q: are you able to create a market(s) for: Will .<a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> trade &gt;xxx price by a specific date on a major exchange (Coinbase, not Deribit say due to the stop order type outlier prints)? Similar to a knock-out or one-touch</p>
<p>&mdash; Todd Pierce (@TheNizzles270) <a href="https://twitter.com/TheNizzles270/status/1423752966905892865?ref_src=twsrc%5Etfw">August 6, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>
<p>You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Interestingly, Bitcoin&#8217;s price trends appeared to mimic those of the stock market from November 2021 through June 2022, suggesting that the market was treating it like a stock. Between January and May 2022, Bitcoin&#8217;s price continued to gradually decline, with closing prices only reaching $47,445 by the end of March before falling further to $28,305 on May 11. This was the first time since July 2021 that Bitcoin closed under $30,000. Bitcoin&#8217;s price moved sideways in 2018 and 2019, with small bursts of activity. For example, there was a resurgence in price and trading volume in June 2019, with the price surpassing $10,000.</p>
</p>
<p>
<h2>Bitcoin&#8217;s Price History</h2>
</p>
<p>
<p>The lack of regulatory clarity has also been cited often as the barrier to greater institutional adoption in the crypto market. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note that bitcoin mining at most accounts for 1.29% of any single country’s energy consumption. Investors are responsible for tracking cost basis, gains, and other reporting. If you have questions or concerns about the potential tax implications of transacting in cryptocurrencies, you should refer to this IRS publication or consult with a tax advisor. Bitcoin has paved the way for the growing cryptocurrency asset class, surging to an all-time high of US$68,649.05 on November 10, 2021.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Venture capital leaders among keynote speakers at first Bitcoin Island Retreat in Boracay &#8211; Cointelegraph</h3>
<p>Venture capital leaders among keynote speakers at first Bitcoin Island Retreat in Boracay.</p>
<p>Posted: Fri, 10 Mar 2023 17:32:36 GMT [<a href='https://news.google.com/rss/articles/CBMiggFodHRwczovL2NvaW50ZWxlZ3JhcGguY29tL3ByZXNzLXJlbGVhc2VzL3ZlbnR1cmUtY2FwaXRhbC1sZWFkZXJzLWFtb25nLWtleW5vdGUtc3BlYWtlcnMtYXQtZmlyc3QtYml0Y29pbi1pc2xhbmQtcmV0cmVhdC1pbi1ib3JhY2F50gGGAWh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vcHJlc3MtcmVsZWFzZXMvdmVudHVyZS1jYXBpdGFsLWxlYWRlcnMtYW1vbmcta2V5bm90ZS1zcGVha2Vycy1hdC1maXJzdC1iaXRjb2luLWlzbGFuZC1yZXRyZWF0LWluLWJvcmFjYXkvYW1w?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>The bitcoin cash split, known as a &#8220;hard fork&#8221;, was sparked by a disagreement over the block size, which determines how many transactions can be recorded in each block added to the blockchain. The New York attorney general accused the operator of bitcoin exchange Bitfinex and tether issuer Tether Limited of hiding an $850 million loss. The state’s top lawyer alleges Bitfinex used at least $700 million from Tether’s cash reserves to cover up the apparent loss of $850 million of client and corporate funds.</p>
</p>
<p>
<h2>Blockchain Investing News</h2>
</p>
<p>
<p>To check <a href="https://www.beaxy.com/exchange/btc-usd/">btc price on specific date</a>&#8216;s price live in the fiat currency of your choice, you can BNB use Crypto.com&#8217;s converter feature in the top-right corner of this page. Sign up for an account in minutes to buy crypto using credit card or bank transfer. The community is bullish as more than 61% of users are feeling good about Bitcoin today. This is a statistical representation of the maximum market cap, assuming the maximum number of 21 Million BTC tokens are in circulation today. Depending on how the emission schedule of BTC tokens are designed, it might take multiple years before FDV is realized.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I care about <a href="https://twitter.com/search?q=%24btc&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$btc</a> price action because eye enjoy the relationship between where the price is on a specific date in Time . I don’t care about the price as if it’s ever a bad thing&#8230; is btc btcing? Den is a buy , s sinple rilly.</p>
<p>&mdash; Maengo (@xryptolyon) <a href="https://twitter.com/xryptolyon/status/1519444682400534529?ref_src=twsrc%5Etfw">April 27, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>
<p>Developers behind SegWit2x announced they are calling off plans for the upgrade until there is more agreement in the bitcoin community. The U.S. Commodity Futures Trading Commission has sent subpoenas to four crypto-exchanges—Bitstamp, Kraken, ItBit, and Coinbase—demanding answers on the subject of market price distortion. In November 2018, a hard-fork chain split of Bitcoin Cash occurred between two rival factions called Bitcoin ABC and Bitcoin SV. This caused a decline in prices across the cryptocurrencies due to uncertainty. Facebook&#8217;s much-rumoured cryptocurrency appears to be close to fruition, with reports suggesting the technology giant is within a few months of launching its own bitcoin-style currency. UNICEF will now be able to receive, hold and disburse donations of cryptocurrencies ether and bitcoin, through its newly-established UNICEF Cryptocurrency Fund. In a first for United Nations organizations, UNICEF will use cryptocurrencies to fund open source technology benefiting children and young people around the world.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What Is Bitcoin&#8217;s All-Time High Price?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Bitcoin reached an all-time high price of $67,566.83 on Nov. 8, 2021.</p>
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<p>
<p>For example, a single bitcoin ranged in price from $1,000 in early 2017 to a high of over $66,000 in October 2021, with intense volatility in between. Cryptocurrency assets are accessed using a key that’s not retrievable if lost. Similarly, if you lose access to the place where you store your key, you will effectively lose possession of your cryptocurrency. For investors interested in cryptocurrency, Schwab has several choices for gaining exposure to cryptocurrency markets, though spot trading of cryptocurrency is not currently available. A blockchain is a digitized and decentralized public ledger of all cryptocurrency transactions.</p>
</p>
<p><a href="eth to usd calc"><img 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' alt='https://www.beaxy.com/exchange/eth-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a></p>
<p>
<p>Bitfinex was holding the customer funds in multi-signature addresses in conjunction with its security partner BitGo. It is presumed that the attacker obtained access to the private keys for nearly all Bitfinex customer accounts, as well as access to the BitGo API for the Bitfinex account. Bitcoin price jumped after China’s government threw its backing behind the digital coin’s underlying ledger technology.</p>
</p>
<p>
<ul>
<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>
<li>The mandate is particularly significant because of the sheer amount of Bitcoin hash power that is generated from the regions.</li>
<li>Square bought a total of 4,709 Bitcoins, which the company says represents about 1 percent of its total assets as of the end of the second quarter.</li>
<li>We’re transparent about how we are able to bring quality content, competitive rates, and useful tools to you by explaining how we make money.</li>
</ul>
<p>
<p>Halvings have occurred every four years since 2012, with the most recent happening in May 2020. Halving not only counteracts inflation, but also supports the cryptocurrency’s value by ensuring that its price will increase if demand remains the same. Unlike traditional currencies that can increase circulation through printing, the number of bitcoins is finite. There are 21 million in existence, of which 19,144,112 are in circulation, leaving just under 2 million to be mined. This was especially enticing as the fallout from the 2008 financial collapse ricocheted internationally. Described as the worst financial crisis since the Great Depression, US$7.4 billion in value was erased from the US stock market in 11 months, while the global economy shrank by an estimated US$2 trillion.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Ethereum’s $1.5K support weakens as ETH traders turn slightly bearish &#8211; Cointelegraph</h3>
<p>Ethereum’s $1.5K support weakens as ETH traders turn slightly bearish.</p>
<p>Posted: Tue, 14 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiY2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9ldGhlcmV1bS1zLTEtNWstc3VwcG9ydC13ZWFrZW5zLWFzLWV0aC10cmFkZXJzLXR1cm4tc2xpZ2h0bHktYmVhcmlzaNIBZ2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9ldGhlcmV1bS1zLTEtNWstc3VwcG9ydC13ZWFrZW5zLWFzLWV0aC10cmFkZXJzLXR1cm4tc2xpZ2h0bHktYmVhcmlzaC9hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>When Mt. Gox opened an American bank account with Wells Fargo, President and CEO Mark Karpelès answered “no” to the questions, “Do you deal in or exchange currency for your customer? ” and “Does your business accept funds from customers and send the funds based on customers’ instructions ? The business-to-business bitcoin exchange had been reliant on the relatively new Internet Archive Federal Credit Union to hold its clients&#8217; deposits in regulation-compliant, insured accounts. When the IAFCU determines that it can not reasonably handle the myriad regulatory issues surrounding Bitcoin, Tradehill is forced to halt operations and return customers&#8217; funds. Regulators started to scrutinize China&#8217;s initial coin offerings as announced by a local outlet. Caixin reported that a notice, issued by a working committee that oversees risk in the country&#8217;s internet finance sector, said new projects raising cash or other virtual currencies through cryptocurrencies are banned.</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/bitcoin-price-btc-live-price-chart-news/">Bitcoin Price: BTC Live Price Chart &#038; News</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>How much will $10 50 of Bitcoin be worth if the value of Bitcoin reaches 1 million?</title>
		<link>https://www.sylva-plast.it/how-much-will-10-50-of-bitcoin-be-worth-if-the/</link>
		<comments>https://www.sylva-plast.it/how-much-will-10-50-of-bitcoin-be-worth-if-the/#comments</comments>
		<pubDate>Thu, 10 Nov 2022 14:30:06 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.sylva-plast.it/?p=5487</guid>
		<description><![CDATA[<p>Firstly, it would encourage Bitcoin users to exercise the monetary sovereignty made possible by the protocol – the hope being that those not knowing how to securely store Bitcoin would learn. The second part of Proof-of-Keys supposedly serves to test the trustworthiness of the exchanges. If every single user requested every single coin on the [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/how-much-will-10-50-of-bitcoin-be-worth-if-the/">How much will $10 50 of Bitcoin be worth if the value of Bitcoin reaches 1 million?</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="assets"/></p>
<p>
<p>Firstly, it would encourage Bitcoin users to exercise the monetary sovereignty made possible by the protocol – the hope being that those not knowing how to securely store Bitcoin would learn. The second part of Proof-of-Keys supposedly serves to test the trustworthiness of the exchanges. If every single user requested every single coin  on the same day, would the exchange be able to pay them all? If it turned out they could not then the platform in question would be not only guilty of deceiving its users but also guilty of artificially inflated the total supply of the currency. 95% percent of spot bitcoin trading volume is faked by unregulated exchanges, according to a study from Bitwise.</p>
</p>
<p>
<p>An unknown hacker breaches Linode&#8217;s server network and immediately seeks out accounts related to bitcoin, quickly compromising the wallets of eight customers. Both Bitcoinica and slush&#8217;s pool bear the theft&#8217;s losses on behalf of their customers. Speculative concerns about the exchange&#8217;s hiccups feed a powerful panic-sell that saturates the market and drives prices down to pre-rally levels, before rising again a few days later.</p>
</p>
<p>
<h2>Bitcoin Price Trades Flat on Facebook Libra Blockchain Launch &#8211; June 18, 2019</h2>
</p>
<p>
<p>Payments platform Square has purchased $50 million in Bitcoin, part of its larger investment in cryptocurrency. Square bought a total of 4,709 Bitcoins, which the company says represents about 1 percent of its total assets as of the end of the second quarter. According to the SEC&#8217;s lawsuit, the duo ignored legal advice that the cryptocurrency could be considered an investment contract and therefore was a security.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the All-Time High and All-Time Low of BTC?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin&#8217;s all-time high and low prices are driven by its supply and demand dynamics. High demand and limited supply lead to price increases, while low demand and excess supply lead to price drops. Bitcoin reached an all-time high price of $69,044 in November 2021. The all-time low price of Bitcoin was $67.81, which was recorded on Jul 06, 2013.</p>
</div></div>
</div>
<p>
<p>What matters is that there are only 21 million bitcoin, and you have a piece of that very limited pie. For the customers, receiving answers to their questions is always an indicator of the quality of work. Making everything possible to ensure fast processing of your inquiries, the customer support at CEX.IO works 24/7.</p>
</p>
<p>
<h2>Bitcoin (BTC)</h2>
</p>
<p>
<p>BIPs like these change Bitcoin’s consensus rules, resulting in forks. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">How much is a company that will he clearing 1300 <a href="https://twitter.com/search?q=%24btc&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$btc</a> a MONTH @ less than $4.5k each and 0 debt worth?  That&#8217;s <a href="https://twitter.com/search?q=%24any&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$any</a> <a href="https://twitter.com/GryphonMining?ref_src=twsrc%5Etfw">@GryphonMining</a> in December &#8217;21(not including the  antminers on backorder)<br />Assuming $40k bitcoin that&#8217;s $45M/month NET! About $600M/yr. <br />My valuation $14B or $70+/sh</p>
<p>&mdash; Hard Money [ BTC LTC ETH #crypto ] (@hardmoneynow) <a href="https://twitter.com/hardmoneynow/status/1443637549600231428?ref_src=twsrc%5Etfw">September 30, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>A finite supply of bitcoin mitigates inflation and deflation risks. Joe Burnett said BTC could be treated as a highly volatile long-term savings account, but not as an investment as it offers no potential future cash flows. While the cryptocurrency fell over 60% in 2022 amid wider investor sentiment shift, the new year has provided some potential grounds for optimism. 84% of retail investor accounts lose money when trading CFDs with this provider.</p>
</p>
<p>
<p>On the other side are the miners, who want to increase the size of blocks to make the <a href="https://www.beaxy.com/exchange/btc-usd/">how much is my bitcoin worth</a> faster and more scalable. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="bitcoin mining"/></p>
<p>
<p>The crypto-friendly Signature Bank was closed on Sunday afternoon in an attempt to control a burgeoning financial crisis. Bitcoin Price Predictionpage — when deciding on your own price targets. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network.</p>
</p>
<p>
<h2>Ripple (XRP) Plunges as SEC Argues the Cryptocurrency Isn&#8217;t a Currency &#8211; December 23, 2020</h2>
</p>
<p>
<p>Among the numerous websites providing Bitcoin exchange services, CEX.IO is an entire ecosystem of products and services that allow customers to engage with the decentralized economy from various aspects. The positive reputation of CEX.IO and market tenure make it worth the trust of customers all over the world. With a client base of over 4,000,000, the platform is recognized as the trading company that can be relied on. The business-to-business bitcoin exchange had been reliant on the relatively new Internet Archive Federal Credit Union to hold its clients&#8217; deposits in regulation-compliant, insured accounts.</p>
</p>
<p>
<ul>
<li>Bitcoin’s price fell after Elon Musk posted a tweet suggesting he’s fallen out of love with the world’s top cryptocurrency.</li>
<li>To receive bitcoin, simply provide the sender with your Bitcoin address, which you can find in your Bitcoin wallet.</li>
<li>And each member of the support team goes through carefully designed intensive training to be able to deal with any possible queries.</li>
<li>Remember that price forecasts, especially for something as potentially volatile as cryptocurrency, are very often wrong.</li>
</ul>
<p>
<p>The stock-to-flow ratio is a number that indicates how many years it will take to produce the current stock at the current production rate. Essentially, the stock-to-flow ratio is the inverse of the inflation rate of an asset. According to the stock-to-flow model, a higher stock-to-flow ratio should yield a higher price.</p>
</p>
<p>
<h2>Bitcoin (BTC) Introduction</h2>
</p>
<p>
<p>The short <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> history of Bitcoin is marked by extreme price volatility. Your financial situation, investment portfolio, risk tolerance, and investment objectives will influence whether it is a wise investment. Therefore, before investing in cryptocurrencies, you should always seek advice from a financial expert to ensure it is appropriate for your situation. Among the various metrics concerning the Bitcoin network that are readily accessible to the public are on-chain volume, address generation, and network fees.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can anyone know how much Bitcoin I have?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin is not anonymous</p>
<p> All Bitcoin transactions are stored publicly and permanently on the network, which means anyone can see the balance and transactions of any Bitcoin address.</br></br></p>
</div></div>
</div>
<p>
<p>Developers behind SegWit2x announced they are calling off plans for the upgrade until there is more agreement in the bitcoin community. Prosecutors raided UpBit, the largest cryptocurrency exchange in South Korea on suspicion of fraud. Five men behind a company called BitClub Network are accused of a $722 million scam that allegedly preyed on victims who thought they were investing in a pool of bitcoin mining equipment. A wave of YouTubers received notifications that their videos were in breach of the platform&#8217;s terms of service. The move appeared to target smaller channels and publishers that focused on Bitcoin and crypto-currency content. The Google-owned video sharing platform has since apologised for the mistake.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 11px;'>
<h3>Dow Jones Futures Rise As Regulators Protect All SVB Deposits &#8230; &#8211; Investor&#8217;s Business Daily</h3>
<p>Dow Jones Futures Rise As Regulators Protect All SVB Deposits &#8230;.</p>
<p>Posted: Mon, 13 Mar 2023 06:33:00 GMT [<a href='https://news.google.com/rss/articles/CBMijAFodHRwczovL3d3dy5pbnZlc3RvcnMuY29tL21hcmtldC10cmVuZC9zdG9jay1tYXJrZXQtdG9kYXkvZG93LWpvbmVzLWZ1dHVyZXMtZmRpYy1yZWFkeS1hZnRlci1zdmItZmluYW5jaWFsLWNvbGxhcHNlLXdhdGNoLXRoZXNlLWJhbmstc3RvY2tzL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>The Bitcoin network is supported by miners, nodes, and users, who may be retail investors, traders, or merchants. Increasingly, institutional, corporate investors are entering the Bitcoin market as well to preserve their treasuries. Concerns over deflationary spirals are not well-founded or supported by economists; supply and demand have always corrected deflationary events in bitcoin and fiat currency.</p>
</p>
<p>
<p>According to the Bitcoin Gold pitch, returning to home users will bring forth greater decentralization. Since Bitcoin Gold was issued, its price has MATIC plunged over 66 percent within the first couple of hours. The sell-off was due to investors dumping the cryptocurrency, perhaps signaling a lack of faith in the newly-created coin.</p>
</p>
<p><a href="how much is 1 ethereum"><img 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' alt='https://www.beaxy.com/exchange/eth-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p>
<p>The simple answer to this question is “because it was designed that way.” Well, but why can’t this limit be extended? Among other things, BTC’s finite supply acts as a deflationary measure and is one of the reasons why Bitcoin’s price is as high as it is. As for why this exact figure was chosen, there are a few theories about it. One states that it’s because the total value of all physical money in the world when BTC was developed was equal to $21 trillion. As a result, if Bitcoin had been then to completely replace fiat, 1 BTC would have been worth $1M, and one satoshi — $0.01. As for the crypto market cap, well — Bitcoin has the highest one in the world, at one point even becoming one of the biggest assets in the world.</p>
</p>
<p>
<p>Full BioNathan Reiff has been writing expert articles and news about financial topics such as investing and trading, cryptocurrency, ETFs, and alternative investments on Investopedia since 2016. Thanks to a finite supply and a relatively small market cap, the price of Bitcoin is also much more sensitive to changes in demand, resulting in increased price volatility. No one really knows.DigitalCoinPricesuggested it could be worth $126,686.77 in 2028, whileTelegaonpredicted a potential $124,750.16 andPricePredictionclaimed it could trade at $209,937.61 in five years time. However, price predictions very often turn out to be wrong and prices can, and do, go down as well as up.</p>
</p>
<p>
<p>Back then, $1,000 would have bought you 71.89 bitcoin, which would be worth $2,785,737.50 today. But unlike other cryptocurrencies, such as dogecoin, which have also seen similar rallies and plunges, bitcoin is more technologically developed and has scarcity built into its creation process. The following day, some popular news outlets feature stories on the symbolic milestone, causing such a surge of interest in the growing currency that the official Bitcoin website is temporarily hobbled.</p>
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<h3>Shiba Inu: Early Bitcoin Adopter Urges Investors To Buy SHIB &#8211; Watcher Guru</h3>
<p>Shiba Inu: Early Bitcoin Adopter Urges Investors To Buy SHIB.</p>
<p>Posted: Fri, 10 Mar 2023 17:03:45 GMT [<a href='https://news.google.com/rss/articles/CBMiVWh0dHBzOi8vd2F0Y2hlci5ndXJ1L25ld3Mvc2hpYmEtaW51LWVhcmx5LWJpdGNvaW4tYWRvcHRlci11cmdlcy1pbnZlc3RvcnMtdG8tYnV5LXNoaWLSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Regulators started to scrutinize China&#8217;s initial coin offerings as announced by a local outlet. Caixin reported that a notice, issued by a working committee that oversees risk in the country&#8217;s internet finance sector, said new projects raising cash or other virtual currencies through cryptocurrencies are banned. It added that authorities are cracking down on related fraudulent practices. The document defined initial coin offerings as an unauthorized fundraising tool that may involve financial scams, the Caixin report noted. The committee provided a list of 60 major ICO platforms for local financial regulatory bodies to inspect. The price of bitcoin has smashed through $5,000 to an all-time high.</p>
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" width="308px" alt="markets"/></p>
<p>
<p>Mark Basa, on the other hand, gave a more bullish bitcoin price projection. Mike McGlone, senior commodity strategist at Bloomberg Intelligence, told Capital.com that limited supply and rising demand would suggest a bullish bitcoin projection. The analyst expected that by 2030, the $100,000 mark could become . The first ever bitcoin-linked ETF offered retail investors diversification, protection, and liquidity, and a new way to get involved in the rapidly growing world of cryptocurrencies. AJ Bell’s head of investment analysis Laith Khalaf pointed out that over the past ten years Bitcoin investors enjoyed the highest returns among other assets, with £1,000 invested in 2013 growing to over £1.6m today.</p>
</p>
<p>
<p>They would also have had to casually sit by and not press the intense panic button as their <a href="https://www.beaxy.com/exchange/btc-usd/">how much is my bitcoin worth</a> fell by 73% in 2018.&#8221; After all, the cryptocurrency market is incredibly volatile, and the question of crypto regulation remains uncertain. It is expected that BTC price might meet a bull trend in the nearest future. We kindly remind you to always do your own research before investing in any asset. Can Bitcoin’s price recover from all this and retake its previous highs?</p>
</p>
<p>
<p>Investing in cryptocurrencies is a novel and exciting possibility, but it can be challenging to comprehend them. Bitcoin is one of the most well-known cryptocurrencies and the Bitcoin price prediction is a way to see how it will be in the future. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics.</p>
</p>
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" width="301px" alt="coindesk"/></p>
<p>
<p>The goal of the project was to facilitate peer-to-peer trade without a middleman, fees, or restrictions on trade. The software allows users to create virtual stores where buyers can purchase goods using Bitcoin. The block reward was decreased for the second time in Bitcoin&#8217;s history, resulting in a new reward of 12.5 bitcoins per mined block.</p></p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/how-much-will-10-50-of-bitcoin-be-worth-if-the/">How much will $10 50 of Bitcoin be worth if the value of Bitcoin reaches 1 million?</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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