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	<title>Online Nursing Degrees &#187; Bitcoin Exchange</title>
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		<title>0x Price Prediction 2022, 2025, 2030</title>
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		<description><![CDATA[<p>Content Trust Wallet Token Price Prediction PRICE CHART Breaking news ZRX Reddit Feed The equivalence of selling and buying activity causes the RSI to remain dormant. Much progress was made, including the tech behind the protocol, network adoption, ecosystem growth, decentralization roadmap, and building an efficient team. The 0x protocol...
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<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/0x-price-prediction-2022-2025-2030/">0x Price Prediction 2022, 2025, 2030</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Trust Wallet Token Price Prediction</a></li>
<li><a href="#toc-1">PRICE CHART</a></li>
<li><a href="#toc-2">Breaking news</a></li>
<li><a href="#toc-4">ZRX Reddit Feed</a></li>
</ul>
</div>
<p>The equivalence of selling and buying activity causes the RSI to remain dormant. Much progress was made, including the tech behind the protocol, network adoption, ecosystem growth, decentralization roadmap, and building an efficient team. The 0x protocol stepped into 2022 with the latest developments. The protocol launched its API on OptimismPBC, making it the first DEX aggregator available on seven chains or L2 networks. The protocol plans to continue its multichain expansion to other L2s and non-EVM chains for its Multiverse Version 3 in the coming weeks. CaptainAltcoin.com does not <a href="https://www.beaxy.com/buy-sell/go-btc/">https://www.beaxy.com/buy-sell/go-btc/</a> offer any sort of financial or investment advice. Please make sure to do your own research, make educated financial decisions and consult your Financial Advisor. Rene Peters is editor-in-chief of CaptainAltcoin and is responsible for editorial planning and business development. After his training as an accountant, he studied diplomacy and economics and held various positions in one of the management consultancies and in couple of digital marketing agencies. He is particularly interested in the long-term implications of blockchain technology for politics, society and the economy.</p>
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<h3>Numeraire Price Prediction for 2022, 2023, 2024, 2025, 2026 &#8211; CryptoNewsZ</h3>
<p>Numeraire Price Prediction for 2022, 2023, 2024, 2025, 2026.</p>
<p>Posted: Tue, 19 Jul 2022 07:00:00 GMT [<a href='https://www.cryptonewsz.com/forecast/numeraire-price-prediction/' rel="nofollow">source</a>]</p>
</div>
<p>Based on the analysis, ZRX is bound to climb up the market capitalization ladder, banking on partnerships and integrations. In a time frame of a year, ZRX could rise to $2.421 by mid-2022. First off, WalletInvestor projects a bearish and bullish outlook for ZRX in its ZRX price prediction, where the latter is in the long-term. Based on the forecast system, $1.531 is the most likely ZRX price prediction in the next year. However, the sentiments scale point bearish on a 30-day outlook. MarketBeat empowers individual investors to make better trading decisions by providing real-time financial data and objective market analysis. Investing in 0x, ZRX will purely depend on your personal risk appetite. As you can see over the past 24 hours 0x’s price  has witnessed a -4.428% decrease and over the past 30 days 0x has decreased by -1.656%. So it all depends on if this investment will hit your trading goals.</p>
<h2 id="toc-0">Trust Wallet Token Price Prediction</h2>
<p>ZRX comes from the blockchain protocol 0x, which allows for the decentralized exchange of tokens and assets issued on the Ethereum blockchain. It offers an eclectic mix of functions, such as conducting over-the-counter trading of tokens issued on the blockchain. The co-founders are Will Warren as Ox’s CEO, and Amir Bandeali as CTO. Cryptocurrency experts are ready to announce their forecast for the ZRX price in June 2022. The minimum trading cost might be $0.36, while the maximum might reach $0.39 during this month. On average, it is expected that the value of 0x might be around $0.37. In 2017, a development team led by Amir Bandeali and Will Warren introduced the unique 0x protocol for the decentralized exchange of ERC-20 and ERC-721 tokens. Their main idea was to create a secure blockchain network for launching decentralized apps and over-the-counter cryptocurrency trading with minimal fees. The future of ZRX is looking confident as the entire point of the 0x protocol, and its space with the ZRX cryptocurrency is to advance Ethereum and decentralized exchanges further.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/blockfolio-350x245.png" width="307px" alt="zrx crypto price prediction"/><br />
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. Our platform allows you to trade 24/7 and track the prices of up to 40 cryptocurrencies. This is a short-term price prediction/forecast, includes only the next 10 days, updated every 5 hours. For some coins with little to no data points and inexistent historical data the model by default will show a positive price prediction. The average price of ZRX might reach to $0.32 by the end of this year. If we estimate the five-year price, it is estimated that the coin will easily reach the $1.31 mark.</p>
<h2 id="toc-1">PRICE CHART</h2>
<p>If you are looking to invest in cryptocurrency market, make sure to read our predictions. According to the technical analysis of 0x prices expected in 2022, the minimum cost of 0x will be $0.41. This is because it will mean an annual growth rate of around 90 percent per year between now and 2030. My fundamental and technical analysis of ZRX prices indicates such a growth rate for ZRX is almost impossible. It is also based on the fact that the crypto will also enter long-term bearish markets between now and 2030. This will slow its price gains, preventing it from reaching $100 before 2030. According to DigitalCoinPrice’s ZRX coin price prediction, the currency will hit roughly $0.30 in July 2022, marking a strong bullish trend and a 30 percent upswing, and will reach $0.31 in December.</p>
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<h2>Will ethereum ever reach $1000?</h2>
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<p>ETH To Never Return To Near Or Above $1,000</p>
<p> Because there is little demand for Ethereum, one crypto analyst believes that Ethereum will never again reach prices near or above $1,000 per ETH, even if Bitcoin reaches $50,000 per BTC.</br></br></p>
</div></div>
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<p>However, it is not precisely by serving as a relayer that you can earn tokens – they are besides available to trade on respective exchanges, both centralised and decentralised. Owning ZRX coin gives you voting rights on the protocol, and token holders can interest ZRX to earn fluidity rewards. There is a fixed cap of one billion ZRX tokens, of which 847,496,054.80 ( or roughly 85 % ) are in circulation. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">ether to.usd</a> here. It operates on a proof-of-work basis by the relayers, but is not mineable in the traditional smell. This is the same thing as ZRX mint, which has this option name because of its association with the 0x protocol. The ZRX mint launched in 2017 after an initial mint propose raised $ 24m from a range of sources, including Pantera Capital, FPG Capital and Polychain Capital. Interestingly, Polychain ’ s Olaf Carlson-Wee and Joey Krug from Augur both serve as advisers to 0x . ZRX currency may succeed in conquering the market and competing with other coins present in the crypto world, according to 0x price predictions.</p>
<p>That includes deposits and withdrawals, as well as placing, modifying, canceling, or filling out an order. And each transaction costs gas to ensure that the transaction is processed. If you consider how many trades a trader can make in a day, the number of orders placed, changed and filled means that the gas charge can increase exponentially. That is a good part of the disadvantage of a decentralized exchange. They are very far from centralized exchanges in terms of security, but fall behind in centralized exchanges if you consider the costs and access. The 0x protocol addresses these shortcomings of decentralized exchange by using an off-chain relay along with chain settlement. In this situation, anyone who uses it will be able to broadcast their order off-chain. 0x is a permissionless protocol based on the Ethereum smart contracts.</p>
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<h2>What will Dogecoin be worth in 2030?</h2>
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<p>What will the price of Dogecoin be by the end of 2030 ? The crypto bulls predict that the prices of Dogecoin could go up to $25.28 by the end of 2030. It could also go as high as $33.84 in 2028.</p>
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<p>In order to understand what the ZRX crypto is, it is essential to learn what the 0x protocol is. In the realm of cryptocurrencies and blockchains, there is still a lot that requires to be managed and improved to make this place as disruptive and possibly world-changing as it can be. You can earn 0x coins by signing up on BuyUcoin, referring your friends, becoming an affiliate, trading ZRX Coins, and participating in trading tournaments and crypto festivals. 0x claims that centralized exchanges are expensive, slow, lack liquidity, and due to centralization, face security issues.</p>
<h2 id="toc-3">Price Prediction 2027</h2>
<p>However, as cryptocurrencies are so volatile, it’s difficult to say if any of them are excellent long-term investments. It is possible to trade that volatility, but it is a dangerous endeavor. ZRX is currently available to trade on well over 200 different exchange platforms, but the most popular ones includeCoinbase Pro,Binanceand BitMax. It can currently be traded against a range of other cryptocurrencies, including Bitcoin , Tether and Ethereum , as well as several fiat currencies, including U.S. dollars , euros and South Korean won . Our price prediction model is bearish for the next 90 days with a hint of a bull market at the turn of the quarters from Q1 to Q2. We expect whales and other bigger players in the market to finish filling their bags around that time which will cause a typical and sudden crypto spike. Meanwhile, our long-term ZRX price prediction 2022 is bullish.</p>
<p>Then, it faced rejection and marked a correction below $0.35. However, from the beginning of 2021, the ZRX price registered a tremendous rally and it has marked a new high at around $0.79. As per the forecast and deep technical analysis, In 2029 the price of 0x is expected to reach at a minimum price value of $3.75. The ZRX price can reach a maximum price value of $4.55 with the average value of $3.89. ZRX is anEthereumcoin used to power the 0x protocol and is one of the more decent digital assets. The 0x protocol itself allows Ethereum tokens to be traded at a low cost directly from an Ethereum wallet. These two features – Ethereum-based tokens and Ethereum smart contract- has given the cryptocurrency market bullish momentum in the previous months. ZRX is one of the active digital assets in the crypto market. Consequently, traders and investors are now closely monitoring the crypto.</p>
<h2 id="toc-4">ZRX Reddit Feed</h2>
<p>It can also trade a wide range of Ethereum-based assets without requiring permission. By the end of 2025, the price of ZRX/USD could reach $10, according to ZRX coin price predictions. Wallet Investor tends to lean heavily bullish on many altcoins, with ZRX included. The price prediction for each coin reaches deoxyadenosine monophosphate senior high school as $ 3.99 by 2025. So what exactly sets Ox Protocol apart from its competitors? Basically, it is a hybrid off-chain relay, on-chain settlement architecture.</p>
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<h3>eCash Price Prediction for 2022-2026 &#8211; CryptoNewsZ</h3>
<p>eCash Price Prediction for 2022-2026.</p>
<p>Posted: Mon, 18 Jul 2022 07:00:00 GMT [<a href='https://www.cryptonewsz.com/forecast/ecash-price-prediction/' rel="nofollow">source</a>]</p>
</div>
<p>In 2028, the price of ZRX is expected to reach a minimum of $3.89. Throughout 2028, the ZRX price might reach a maximum of $4.62, with an average trading price of $4.03. In the short term, Gov.capital’s ZRX price forecast for 2022 is less positive, but in the long run, it is quite bullish. According to the website, the coin might hit a low of $0.15 in July but then rebound to $0.24 by the end of the year. According to the website, the token will reach $1 in August 2023. The trading market capitalization grew fast and reached over 1 billion dollars in January 2018. The protocol’s primary goal is to end the epoch of centralized exchanges by creating new projects with decentralized exchanges and economies.<br />
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NTrkwmTZb+1kqeGckrWrbnngXBpRZtbm5+b1d1Ckwi6q+0G5aTWdwodNzuak0Z6LPC3lD7Thx9lCcYVSl/rT1WYtpYS5bFguMVGpoIO2brCk75Vn0KWEEPqH41sehi3QMDEflaoqXvLpJDd78z4HMDz1Pl1XoXZZBDDE4GT2h4Y9DHPQrTZbWTS6cvF+wJW96Y7X5V74d6SQ4SUPY3eUVY2+ZgE7M7uOkbnHI9keD3UqydSK+3I6kUp7TavXq1fb0q5JKNXE6h4Pplw79gNeYE5Xkq2pwAMmOh9V9V7O0Ysqbvu+J1cvTpVSGkoaRvemHlnCGmkfeWo9B+ZJAEa6inja9rYHbd+V/TQZ+vipqqx1x8M1yX7qnbuuWlepi7Iveg05yjqmXKeidlpySWoqLbjaiOUlSyDn73YgEWTpFpudLbQFvzVwzdfqU3OTFTqlVm0pQ7Ozj6yt1wpT8qBkhKUjgJSBGJZOr8rdVWlberloV206vUJNdQkJKsJY3TkugpDi21MOOJyjzG9yFEKG8HBGSK2qWr9/6sa43LohpPVGbcpNjMMG5LnMoiafE28neiVlm3MtghP2lrSrkEAccsMlRNFuXW2Wi97DTx1IucgrDbGyr/xi1n/BPiC0j1G1Mo07UNI6OzPN1RSGTMSklUnMJZmJhrGFAZRtJBIwvHfNpeGesSt0VnUC77Lpc7IaeVioSb1uJfllSzUw6JfE5MS7KgChlaw3jgBS0uKxzHvIuG8dO7oty078rLd02/c766ZL1p+Val5qXqGxTjbL6GwGlocShwJWlKSFBIIO4EV/YF/ai+Ji57snLSvOoWFYdoVh2hSTtOk5dc9WH2cea6pUy24lpoHG0JRkhQJPo0vbJTbOzYgW2r5Wvytrfjy4cUWyb2vkt58Q/h3ktdZa3KlJXTO2tddnVD6SoNclGg6uVcON6VNkgLQrajIyPsj3B9rRzSWd00ZrVTuS8527bouabbm6xWZqXbl/OLTYbZbbZb+VttCBgJBJyVEnJjz7SvG67W1MZ0fvup/Tf0nSnqtb9cMuhl2abl1tomWJlDYDYdQXmlJUhKUqSpXygp5x57xDy8zfdyWJYlhVq7pizENquCYkHWG0SrjiCtLDYdWkvPbQTtTwOmc8Rm3lQ6HcA3Zrw08dbX4X1Q7OeStWq1SnUOmzVYq861KSMiyuYmZh1W1DTSElSlqPYAAkn2jSdOdctPNUn25a1KjNl2ZkzUpJM7IuypnpIL2fFMBxI81reQNw6bk5xkZz1mzNctLXmmnzP2zedHcYUtBKFOS0w0ULHqlQCiCD0IIPSK30C8LKNFarJ1SqamVy71UKkO0C3m59lplFMp7rqHXGxs5cWpTTQKlHgIAAGYBkUO6eZHWeNBbX862VK+D0jmHxo6AV29aPTtbtId0jqnp4TUKU9Lj56gwg7nJRY+/kZKQe5KeizHT8MRnvC6apfSSiWPUfPoehU1XGdwyunn7QbwpO3XL201MXlTKfONyUulwNzFNrSWvmY3H7i1pbOFcFJSTgjI+QNxW9WrVrU5btx0uZp1Tp7pYmpWYbKHGnB1SpJ5Bj6v1GW/8AR3405d6SBltNNdF7XWUpwxIVtKgN3oncpYPbh5XZAjnL9qXolLWbqdI6wyVXdfRfKlNzMo42cS70uyygFK+m1SecHkEHGRH2P9N8cGHYl7tv/YqBtM1Oy7i3kON/ALHiEG9h3o1br4LhqBUIMjEMekfenALghQqT7REoe0TqERKGYxyMujCx1iIFiMpYiBaY5VRGmtKx1jviAiVXeIyMHEcaZiYFAoHriEOmINQyIjBxHNkCbqmgYM9YAjEZnBEEXUQMOk9oSoWVYTQoUKKsrRQoUKNoCBKJAOg9oBIiQesNaFOCIdYNHWAHfEGjrGuJKKlTEyIhTEyOsdWDggcpkRMnmIUdolScR2IikuUo6QY6QA6QY6RuYgK27Si36XdGoNFotcZfcprr5XO+SvYQyhJWolWRtThPKs8DOI+v/hVp1C0u8NCdY5ykTLVYuKktVuptLB3q8tsolZVlOSQ2lsIbbTnJBBPKjHzT8L2n91XW49TqCzLLmbtqMpSKe24nK3/hphianQfRhMuk+ZkjdvSkdTH2BveWlq7cNj6dIIbZmqkKtNNNDCfhKekOhOOgSZgyqSPQkR+fv1RxT2zE20QPdYM7HzOXy/7fT0eFwiOAyHj+fnitr0is+Zs2x5KTqi1OVioLcqtYdUrcVz8wrzHufwpUrYkdkIQO0bnCHQQjntHyV7i9xceKcTdDCjx7xuil2RadZvKtrcTTqFIP1GbLadygyy2Vr2judqTgRXGgXiLomvFNbn6fQpikqmqe1V5Np6aafU7JOOuNJWryz+7WFNKBQrkZGCecRsL3MMgHdHFS11b8Ul4u9Bqx4hNJDaVs1til1+lVSVrlIfmQSwZqXKtqHcAnaQtQyAcHHHWPGurxAXrU/Eo74dNN5Shyj9HoKa9VqnWWXHkqC1JCGWWm3Gz0WkqWSQN2AOItTSjUBvUyx5S7ESqZd1UxNSMyyhzehMzLTDku9sV95HmNLKT3TiHtbNRubMMjkR56eqstuLqstOLT1+ue+6BqFru1a1vM2lITctKU2izC5gzk1MJQhyZddXgIQEJUEtp7ryegipJmv1/wl+JDUHUO4qDO1jSjVF2UqCq7TG/il0ioISUlt5COQ2SpZzzwU9eRHtXVVahrv40Kzopc80RYOnVAlqjM0RLuG6xPTAQpK5hIPztoS4AEHjIJ+9Fg6h27b2i9NpeoWm9KkLebp9Xp8rVadINBiUqUjMzLcu4hbKMILqfNC0LxuCkYzhREb97sygSsBDwO6MgAcxY8Dxvn1TGsLm7V9F4knqMfFBfFoSumtCqwsG16s3cVVueck1yrM3MS6ViXk5VLgC3CVr3OL24SlGM5ViK102uS9vBReV6ae6kWPc1fsGv16Yr1uXLRZBc6Gg/grl5hKBlKhhOM8khWNwIMdxJQlKQEpAA7CBeIbbW5s3FKScDqeOn+0Z210TCWbq8ZytfPW99rn5W6JV3c1zVb9+S956tUbWfUAo08tOhUmcpltydzTDUjP1aYnFtF6aUytWWm0oYSlCT8yi4okDAjA+orWyztVry1L8OuoFnu0HU1xufqMvXUOviRmgjb8RKlkEOZytW1Sgkk4PAzHkeBh5nVKzK7rzeqmqxdly3BPtuuzSQ6qmy7TmxuUZCv4SEpAO0YzkZzFk2ilmwPEnMWFbYDNCu+2Zi5JinI4akp6WmmWVOtJHDYfTMfMBgFTOeu6GvldTzvYwDIEWIuLDPjyOd+aa5nc27qy9K7AktLdPqHYNPnXp1ujyoZVNPABcw6SVOOkDgFS1KVgcDdjtG1xQnjA1iuDR+0LVdoVWRQ0XPdElQZ+uuMJdFKlXQsuPhKgUb8JwCoFI54PEevoZf1Vrt1XvY0xerV5SFrKpzkpXE+SXVfEtLWuWeUwlLKnG9gVlCR8ryNwzycDqeWSM1LtDfPzF+mpS7ZXVyQo5fp3ikvab8TlT0UmLbYZZkq3L01iQ+j5gzT9OXKrdXVPid3lBtLiUJ2FPIXwoniOoIVPTyU9t4LXFx4KBc+eOrR9esHhxuWRpjC1V63m/8AEFFW1/ETNSwKilJ9Vt70fmoekU/XZh7xjeAVFXptvStcupykILDK0gut1SWUEOqbJIw4oIXjJwd4B4MdwuJStCkLSFJUMFJGQR6Rwj4JmVaZap65+G+bdUGLfuJVWpbeSNsnM5xj0+TyencmOnh9S+KDeR/HC5r2+oB8tE6Foe7YOhyXyWfZdl3VsPIKHGllC0kYKVDqDERjfdd7Hk9NtX7tsWRqSqgxRqo9LImVNlClgHPIPcZwT3IyI0KP2HQ1Ta6kiqW6PaHeouvIysMbyw8DZDEaokPWI1e8FIFQUKhxEKhGQrvEKxzHNmamBY6+8QrGDE6xEKxmONO1OBUSvT0iJQwYnOO8RLHOY5UrbJjSh6j8oYjMOPSGjG4KxkhHWCMCeDBA5hJRlDCgsD0hRSq6UOAT0hwmHjoAKWSxiDA7QIHeChgCF3JOOkGjqfzgR0h0940xpZKmTEqDiIU9olSY6UJzQuU6YlTECDEqTHWickkKdJzBpPrEKT/vEg+YY/pG5jkBXc37Pm07bqmpNhoTUHmp+ny9Uutbqm3Eec8k/BfBtKwAUJQpLzhBOSpCexj6V2khis6zVuoLbJXb9BlJFlZ+6Zt51x5I9yJeXP8AQRw7+z5Dar0YFStNEgqTsWUeoxbeKhKtOzKkTa3ElIIcmnWm3hnPyBOOI7t0kYK67ftTXyp+ussJP+huQlcD+5S/1j8p9r6h1Ri9RI6+p4g/u6dMl7CFgjom26Kx4ROIUCTmPJFZ1BOyUpUpN+nz8s3MS0y2pl5l1IUhxChhSVA8EEEgj3jS9L9DNJtF2Z+X0usin28iprS5NiWCiXSkq2jKySEp3KwkEAbjgRvcKLbK9rSxpNjqOaipnV7woaWay3hTtQa07XaJc1OljI/S1AqKpKZmJQkky7qgDuRyfRQycGLMtC0La0/ten2hadMZplHpLAYlpdv7LaBySSeSSSSSTkkknrHs5Ec2/tCDqCjwxV9zT1E+tSJmWXWUSGfiF0oL/wAwlGOcEbQrH3d2eMxpjfNVllK552b2FzkLqshmsHWHQG7qvrDKeJrw23TQmbzlqf8AQ9ap0+6VSNalQRtQ4tvJQ4kAAHj7CORt51i57g1CqV02nTvEWikyDsvPIrVJ0/s5S6jUq3Myygpt2YcXtQhht0JXt3BJUkblfLiJ9C740nuvVKxpTw5UvbTZWkThuh6nSCpSUZlfJSGGpr5UpXM/EbSjqoAPHODHj29VqbTP2jepEleO5irz9r00WsuYOEOyiUIL6GM99+SQDyUrPrHVHtEbXQSs7zGki474F7W6DjzA0snsaN4Iw7I+i6dtTVykXBV5e2KzQKzatdnGlvytOrTTaVzTaPtqacZW40spBBKQveAclIEeJdniBpFKvp7TGy7Uq16XRIsomKlJ0xbDTVNbWMoMw++tCEKUOQgFSiDnEabrzWZJqY09pEmQ7cs5e9IXR2Gjl7ah8GbdAHPlplfiN6ugCsHrFVeFO5ZGga4a8WBeDaaZecxd7lVQ1MufvJ+QWD5TzZV9pODuwOgcT2jnx0m3E6UNOQvbztfnYfhTXU7WzCMlT2fpVets6nXGjw63jLaf1CuuKrVdsW75T4uW3OHb8ZJOS61JU3u+U7FfKdqVbflEXDY1LsfRC4Z6vavax0up6hXY0y3NTlSfZk0tyzRV5cvKsZ/cy6VLUeSSpRJUSY82q1ulV7xPad0G3i3N1qgyFWn608x83wVNdZS0hp1Q+yXZjyVJSeT5KjjAiqahVbx0V8TOrFUvjSG7bvpWoiJJVAqVCpap9LrLbJbMi4BkNckD5iE8ZIwcxr/xFY0Qki+zf9occ9C42JFsxc6JcjGtk2L5LsO57UtTUC3pi3LuodPrlGn0J86Um2UvMPJ6jKTkHsQf0iOy7BsvTmhotuxLXptBpba1OCVkJdLLe9XVRA6qPcnniNX8PFr3PZWjFq2zeW5FWkpLa6wXPMMqgrUpuW35+bym1Ibz32ccRuVJuq2a9MzUnQ7hplRmJFWyZalZtt1bCumFpSSUnjvHHeXsvE112g+XikWXpBpsL8zYN2MZxziDhQozk3RBMeRiOHLllRYn7TlmcaJbYv8Asfc7jo4+ySnn3CZZP6x3JHEnirzTfHPoBVm/tzNPqcmr/lAUf+6434abyPZza4fK/wBk2HKRp6j6riD9pBQl0nxMVOebt5FOlqpISkyh9CSBPObNrjxzwVbhsOPwe8ctx2r+1MYWNW7VnVVlL6X6CUJkcnMtsfXlfphzf/8ArOe0cVHpH6o7Bzmbs5SuPBtuPAkcf9uS87irdmskA5oT1gFwcRq9I9Q9YlGrvESolV3iJX/iMEyYFCuIVdImXESucxx5wmtUJiNY4MSnrEa+8cmUJjVGOsJXWFCPrGJ6NAesOmErpCTCHK+CeFChQKpSYPpCxBBJ7w+33jrbKEvTQ4yesLbDwQahJSh09TDQ6Ocw5uSq2SkHSJEmIkwaTgxsidZUdFOg4iUGMdJ7xKk+sdKJ6UQp0n3gwo9jEIIg89ukb2PSyF9RPAJ/iWTuS5Uz9fRV2pm2bemKm8VNqMvOlhfw7CFJAylMmGQRzheQTnMdyaRK+S6sHn6fUT/WTliP9sR80P2e1aspm/kyNAnJiTmVWe2zMMvNbPpWcE0t2YcBHykMBSEAnJKVj0j6K6QVdMvW7zpj6/mVPSlQQP8A5bkq20D/AHSy4/K3auF0GIzgjjy2ePLly6L2UV5aRuyrZyYUYX0ox6wvpSX9R+seUuUncv5LNgV5CSQATjjMYn0ox+IQ30mweNwirlTcv5Lieu6ra607xJ3zalUlb5NSFXpTVgyFPlnPoWYpylp+IcmCAW1J2ZLi1kKR82CCAI7lHIGYwvpFgc7h+sP9Js/ijVU1DZg3YZs2GfX+FNzIcrKWVkZGQSpuSlGJZKjvUlpAQCT3IHeK41p8OWlmvLMgu+aQ+KnSFFdNq9PmVS0/JEnP7t1PbIztIIzzjMUV40dVrhsvU3SinVWvVehaZ1Sbm/8AEc/TnnmAt9KU/DsvvskONtknOEqGeT92LQ8L+oc1edtXHPsz1QqFsS9fdl7ZqFQW4t2akgy0VkLc+dxtMwX0IWrJKUjk4zD2wVNNE2ujJHUc72tfn05Kt0Tlx5LUJ2j6K+E66LfRI0u4b31LvRb1NortWqXxVRcZQAp0fEPYRLsJGzcQBkkZBxx79W050M8U9TnpTU3TR2Tu60/h25kJnVsTbDLyVLZU3NSq0+ayra4BzwpCwUgiMHxO6DXTqpc1kapaXXZT6NedhzLy5VFTQtUnOy7wAcZcKAVJ6cEA8KPQ4MbRoZp7edmVG5L31PuSlVO6LoTJsOM0llaJGRlJVLnkstFw71nc+8tS1YyVgAYTy91Qd2KwTHfeJ2r39LW66ohCS0gtN1u2m2kmmei9EfpGn1syVDk31h+bcSpS3ZhYGA4884StxQHdSjiNuYelZtpL0s8082scLQoKSofmOscx+PBq+anpbQZmz6FUK/SaZdEhPXRR6elS35+ko3lxsITy4ncUFSMHIHIwDGd4VJx+aqt53HQ7NqVqWNUzTvoSmT0h8DumUNuibmGpXjyW1Ay6eg3qbUoDqTlfBJNTmse+5Jzuc75db34+CrdHTiug7gpjtZoVRo8vPPSLs/KPSyJpn7bCloKQ4n3STke4jlzwr+GvWbSu4qC5qPUrV+j7KpVTo0hMUdTypqsom5hp0OzO9KQkI8rOPmUVLJyMHPU30oyOpH6wwqjPqIzxVUkUbomgWd0z8lYhk5LOEPGB9Js/ihfSbXZUZc1e5fyWfHEvi0xOeNTQKTQcqlZOpzSsdk7T/wDzHZRqbX4o4h1TqaLv/aF0iXZO9iyrIcU76JefcJA/Pa6I6GGg74nk130t90ccTmvFxxC5Y/ad1GnzOrNtSbNPcbm2KFufmlKO15Cnl+WhI6fIQ4Se+8ekcakx05+0MuKqVfXtVLm6kzMSVJpcs3JstqBMuFgrcC8dFFeTg9tscwx+qOw0Zg7PUzTyJ9SSvN4mQ6reeqROIjJ5hyrmAUe0ele5YghUeIiUTBqMRKMYJXIwgVESscwazEaukcuYprVGesArvBK6GBV3jlSpjdVDDn7Ihof7ojE5EUx6QI6wR6QMJKMIsj1hQMKBUWVkesNkQe0ekLA9I72wkINwhbhEmB6QsD0ibCl1ESTBoGBBYHpCiAKieCcdYKA5gocwqBSJMSJOOpiFJ7QYMa432QkKcKgweMRAknrBpVG5kiAhdX+DO/XKNqBZc3ULPBpMg9N2y1U5VopV8fUFeahbyvvkIZUjb2Tg9jH0XfvJdn3kxNbSlqtU9Uut37oclnNyEk+pTMOkeyDHx20pu2r2rVXK1TbvRR3rfSa5T2X0rcamp5rCEthA+Xcptxwbj0Tu56R9TNQ35y4tL/pqnuNGbkWGqyjy17kEJbPmhKh1HlLdwR1wI+HduMObHihcR3X58eJudepJyXqMKmJgtxCtX64GT/xQ/uhfXA12mk/3RwgrV2ZSogzCgQcEbob635j+YP8AdHK/pJ3ALV7wC7xGsLPaaT/dCOsLX80nH/NHBv1vP4x8Sf7ob63n/wCYP90T+kXclXvALvL64We0yn+6PPuDX6j2xQ5+4qzPeVI02XXMzC0AqUEIGTgDkn0Ajh363nx/xR/WMWpanM1enzNKqJD8pONKZfaUeFoUMEH+kWOyLuIUOIcl2tQvEBQr9paG56kuNNTshK1REpUUNL86Uf3lh3CVLSQry18H5gRyBGxtauyjDaGWXm20ISEpSnACQOgAHaPndaFxUKxpZyVt1DrSXUoQpbj6nF7EZCEAqPCU5OB0GT6xsH1vTJI/zKv1i3dknaAZKhiHPVdsXh4krfsikpq1bnHC29MNSjDTCS46++4rCG0JHUk59B1zGfI66S81MztPfRMSM/THhLz0nNAJel3ChLgCgCQcoWlQIJBB6x89r5ueTv6jJo9VnplnyZhubl32HNjjLyCdi0n2yf1/rGbRNQpqlOzs9OV2cqdSqjyZidnZpzLjy0oShOcYACUISAB6RP6RNr2U94m/RfQj642T/wAUkf8AVFZ6p+MBrT+57ctdH0cwK83OPrqdTfW3KMCXb3+WShJO9w4SD0HU5jlb63Zn+ZV+sYdS1Hk6w2hmrSstOttLDiEzDaXAlQ6KAUDg+8XH2T2XXe24VOxAkd0rvC3NeWq/b9MrhSuUNRlGZvyHFfO15iArYfcZx/TtHofXIz/Mj+6OCfrcmEgJEwQB05hfW7M/zJP9YE9knXyCIYgOK72OsjOcCaT/AHQjrIz/ADQ/ujgn63Jn+ZP6w31tzP8AMq/WK/pF3JT3iF3v9cjI6TKc9vm7xzj4faub/wBW9Xda5kbm6jVW6JIuEZBYlkfNg+n8P9IoW4dZp6SoU/NszLm9thWzaSSVEYTj3yRFyodn/Dp4VHFSr8qzXpGlqm1rfICTUZhW9QwftqSpeAO+yMcuDexyCBnxvsPUoxVb0bZ0Ga4N11u2l3zq9dd20VEwmTqVRcda+IIKyAAnJx0B25A9MRoRV7wUxNOTL7ky+vc66srWroVKJyT+sRFYj9L0UTaKljpm6MaB6Cy8VI4yPLzxKdRgFGGKxAFcE+Uc1QCSj7xEowSlCIiqMEsgRgJlHrEajBEwByY50rwUyyAwBPWDgFJ64jnSG6Nqih/uiH2GFtyMRkciKE9IGDKT6QO0wkhEE0KH2q9IUVYq7hej5R9IXln0MZO32hsCPQltkhY/ln0MLyz6GJ9vvDYMCQoofLPoYXln0MTYMLBirKKLyz6GF5cS4MPtixkootkOE4iTbD4HpDASogAxDwWPaH2+0MDyOKqyzKFPylMrchUqjTU1CUlZlt1+UU4psTDaVAqbKk/MkKAIyORmPop4MdR6LVNPW7ILMwxO0xb88iTm0qU0uQfmXS15Kl8uNJGWz1wRiPm/tPrzFy+HzVusae3PL1JVdbU0PhKUuTnAtYckVzOVhtfRnyitS+SAdys5jzParDjiFLtjMt8dPBbqCfcSdCrI1xtCY03v+fpDJP0fMKE3ILGcKYXykZPUj7J/1JUO0V/9JvfjP6x2drhYbGqtjlylFL1YpCVTVPWhYIfZwS40MZ3Hjcn3CgASsRxKttbS1NOJIUg4I9DCezdY2upRFJ/mMyPUcD5/UJ1ZGYn3GhWZ9Ju/jP6wSJ+YWoIQVKUo4AHJJjz43XRaiyNf1Tt2m1NAclTMrfcbPIX5TK3QkjuCpCcjuMx2KwspIHzkX2RdZo7vcG81509R7rpkiip1Gh1GVlF9H3ZdaEfqRgf1jGpEvWa/PN0yjyrs1NO/YaR9pX5CLRf13vpV516mVOT/AMQ0V9UzJqopaAbS0FFKCkpSVDaBz657cRg+G6lTz12Vi6ZGQMwqgSC1S8v9orm3tyWUds8JXk8Y4MciStnp6V807GhwAtY3B2ufEW+a0iNj3hrSbfwq4mjUpGedpk+w7KzTLhadafSUKbUDghQPSN1OjWrYkvj02hPONbPMAbwpSk9chI5P5CMvxM0qbl6nI329Iuyrlfpgem2FoKSzONICXEH+m388ExdlTpjdXv236o1qLOyU3T6ZKz30FKuK3zLTZ3L+TcAoLBKCMdD7RgrMYlZFFLCG2c0k5E5jK2R58Smx04LnNdwXOlk2Jd+oE7N063JdpczIp3vtvuhooGcHO73OIG9bGvbT6ZZYuqlOSyZgHyXkLS405jqAtJIyPTrG7WBcwr9yatVOXlTLJqlBnpptoDCkZUcAgd+Rn3jz6eusMeHq5pS60zKGWq5KqpKZsKBQShsrCN3ITgrPHHKveHivqG1Wy8N2dpjdnj3he978D0QbthZca55+C8e2NN7ru606pd1GWwuXpKVuPMqXhxSEpJJQO54Vx7e4iDTazJ7Umtu0Cn1ZmUmksKfb85J2KCRzkjp27HrF3aQszNn6e2mqYq1JpiKk8usVNuemQ2t9h1OxppIPohYWc8Zbx3zGm6Y0R2xvEjN0FBxLJlpxbJH/AMFSUrb/APxIH5gxj97TSx1AYQC3NmXAOt55fVM3DWlhPHVatQNLa3VkXU1PT/0fO2tLvvPMuNFQcLQztzkYChnBweg9YyLB07pVyWpOXrdN4ooNLlpgygdW0VbncDgd1HnoB0HXqBc9q39QL90mu+sqkkNXV9HLkKopGAFhpl/asjr84cBB9lJ+4IqigUmp35oDIWvbSEzFRo9eedm2d+0hDhdUhZ9sOJHH4VY6QttdVy7bZXbsB7QTYd0WN7ZaEjUot3G2xaL5HzWq6h2VP2FOSSk1eWqtLqzHxVPqEsf3b7fGeOxGRxnuI1L4508bz+sWNqpKrtewbGsGpPtu1WlMzT8yEL3eUl1zchB9Py9E/lGg29RpurzbYlpF6bJdQy1LsjK5l9Zw2yj/AFKVj8hk9o7dLVtZh/tdUchfPS9jYZdVmfGTLu2Kx9BrEdvnUCnrqMsXKPbym6xUN4yhbgV/lWD/AM6wVkfhbMYvjz1Wp9bqlO0ykPiFv0h346fXnDW9xseWjHUqCVE56Dd69LrS/QfDtpROO1GpSQqexycnX1KwmdqSmztaR3UlASG0AdklX3jHzzuu6K7etwzl0XJPKm6jPL3vOkAZIAAAA4AAAAA7COBgFNJieIHEZRk3MePD0H2WiskEEO5bqV5BcVDFZxD7T6QxT7R9DdK/muJZD5hgdx9YIj1ENt9IU6R/NEAEBKswxz3gzxDQlz3c1dkB6QMGQYbAMJJKiAgGG28dYPbDQsqwgKR3ELAg4bAhZCJBtELaPSCIhoEgKJtqfSFDwopRenDbRBkekNgx2iUpBgw0HCgCVEEKCwIW2Kuohh4fAh4u6ibb6wsCHwfSH2wQKiaHwTDgegh8GDBUQ7YmlH1Scy1NIQhwtLSvY4MpVg5wodwehHcZgNsPj0EEcxYqLsbwp62y3wUlp7NNPMzrs1OzNPfaWC2kBQdLITkqbCAs7fu4TwY9jxBaRImPP1ItGVSG3FBVWkmh/AcUf4qBnPlqPoMJUdvAKAeMaJWJ+hVKXqNPmn5Z5hwLS6wsocTgEfKocjgkf1jtDQXXuSuem02gVWoF65G5RxM0h5gKanW0fKvj7KwpBTuSoc5ORHhsQw+bCKoVtHp8rcQfH5arrU87aiPcyrnePUte4Jy1Lip9x08AzFPe81CScBQwQpJ9ikkf1i4tWdEGXGJq9NOpda5NAL0/TM73JIc7lpzytnj7XVOcL7KXRi2loUpCwUqSSCCMEEdo9NRVtNjEBA8HNOovwP2PFZJInwO+hVtPayWjTZmbuG0bCEhcU6l0mcde3oZW59taU45PtwOTGn0LUSpW3Zc9bNES/JT9SqPx01VGJpSHVpACUtjABSMAdFdSr1jU9sPgRI8GpIxbZvmDmSdNNeA5K3VEjje62isaiVq4rDXZFfccqGJszTE/MvLcfaykpKMqyVDlXU9/aMqp6p3HPXXR7yZZl5Sdo8u1LMhvcUOIRuBC8nJCgoggEcHt1jSnVoZbW64oJQgFSiewEXdX6VITunSLRWls12kU1iqn5BuCfm3tg9flTxjv8hjFWMo6GRke6BDib55AGwOXVHGZJATtafZaRbV93fTrpq1223RZZU1VW1NTTDUmt1gBSgs4TklOSCeuOTHnX7et13ulNNumYW2wwlSESbbXkIa3DBISMc4PU8x7WkFYepU1cj8spImGKE/MskpCgFpUMHB464jIqNee1AsCrVi4JWX+l6FPMtMzbTKW1OsuBPyqA4OCo/oPeFXiirTeEWBa3a45jLX0RWLovi5m3Ba1cU9d1/S5rtXlXpyWkZcSXmNS4Q0y0kfZwgAAAKHPuIZ3UC8Xq5L3IuuOipysv8I1NIQhKw1+E4Az1PJ5i0dJC5LWRKS7tOenJa4Zh5MwEoJDMphTYWfzWpP9F57RTlcpL9Eq85SXwd8o+prPqAeD+RGD/WHYfNBWSPgcxtmXDcv23QytdG0PBOf1QyNaq9LMyabVJqU+NR5cx5DykB5HPCsHkcnr6n1gKfVanSXjMUqozMk6obS5LvKbUR6ZSRGNiNgtKyaxdsx/lUFiTbcS07NrQpSUrV9ltCUglx1X3W0gqJ6COlUvpaSJ01QQ1vEn8z6JMbZJHBrMysSlUyqXXU3N8ypRCS/NzcwolLTY6uLUecc/mSQBzHT+nFgSGn8ozXqmwWamGFCnsTHyqkWXE/PMPA9JhwHAGctNnH2lHCtayaFppKMqnpZH0jLLD7Ei6UufDugcTM4RlK3xztYBKGeqty+nOfiI11euVdQsKjBwsNzSTOVATBKphSclSAB1TuIySeSk8d48JNJUdp6lscTdmFug5/8AMfsP5XUG7oGXObj+WWt+I7WOY1LuI0OUl2m6RQJp9qXcSreqZXkJLhPTHynbjscxTm0RMU8cDECU+0e+pKRlFCIY9B8zzXFlkMri5yiwYYiJSn2gSDDSECiIAgSn0iXbAkekLKsFRkdobaIkIPSB2+kKIVqMiGI9IkI7QxT6QohRRw2IPGYYiAIV3QbTDQcMR6QBCu6GG2iHPEKBIVptohQ8KKsovU2iGIiQj0htpjr2SlHgQtog8D0htvvA2UQ7RC2iC2+8PgekVZRBtHpD4x2g9vtD7feLsoowILb7QYT7QQTBAKKPbiHCYkCYcIhgCiDZDhES7YcJ7QYColRbI9Gh1qqW7UGapSJt2WmWCSh1tW1QyCCM+hBOR3jFwILbEfG2Ruy8XCoOINwupdHfEO3OJo9ErlRmm7hU4phE6hISh1QJ8vJBylSk8HIwSDzzFg3fpvZGoylzjC5e2q+sg+a22RIzSirkqSn+ArnjaCg9MNjJPDjS1srS40opUkggjqCDkH9YsKyNZbis2Qep5ZFTZcdDqETDqst8fMlKs8AnnngEmPLVmAvgk9oo3EEctf8A6OlrdF0YqwOGxKtwvDTO9LGmA1cFFdbaWkuNTLf7xl1sHBWhacpUnP3kkp941bEX/ZOutKqa/oSkVdp9L7Jedpk9Lh1hYwNx8txJTuTn7Q+YdiI9adtzRi7Xw5W7dnbdcLe1UzR1/ENZ/H5Li0qyfUuq9kxUWOVVN3ayLa6t182n7HyRmnY/ONy5xpyZQ1enGoqUmRRNtOTRCdxLSDvIx33FIT/1e0WQnWuoqriUvyUuaOJhzKQ1l0tKG3PKsZIS3n1Ax2EbO54dLdqTbrlt6o0lS0klqXnD8OtSe29TwaQk+yVK/Mx4w8Meo76ttPXSp8k4SJKZM3n/AO3Ssf7xU2J4NWOMlQ8g2tZwcLeFx/KjIp48mfULSLUrtCoNy1SbmZeadpU9JvySW0JSHAhbiSM8/hBHB6wV33fKVOjPW9alJbpUm6rzlqIG510ICUlQTwMAD1JxG+nwoawoSVu0F9tI+8qnzwA/qWImpfhlrhmPKuW5KZTE/wD1kqhX9UvvtL/RJgXYpgQl3+92nDltHha9gNVYhqNnZtYeI/lV9U9Q62unSNHt6amKNJyMm3KoQy6CrKBgLKsDnGP/ADENRmKxqJXUv0yguuz7jKQ83KhTu8pGPMPHyjGM9ouimaNaRW/Mq/xLd7VS2j5UySHpxRPugCXbH5h9Y9o9eavux7Ppn/sa2pGWl5VWRN1ctONjng/DIQiWJ93UOqH4j1jIcYY0j3bTEkZbTu6M+mbneYCZuLj+8/LkPyw+a0axPD7NT0mi47omZVFOSchxUx5cicH5kqmUgl1Qwf3UulxWeCUdYsaoXjZuncghNAmmZQNJMqirTaEyxQlXVEqyFFMuDzleVvLH2nOcRTeoHiSZdqDhVOzNfm0s/K+Xsstkj5UJPYD8KQABjEUFcl5XJdxaNfqa5gMKUptASEoQVdcAf0EVFglZi8onxF+1bQaNHg3j4nNU+rjp27EI/Op/At51Y1wqF5Mzdt0dn4amCZyZkOq8yZQk8ZHACVHnHpjPWKjKPXvzE5HMDtj2dLRxUbNiMLlSSulN3KEogCnHaJyIEiHEIQoCmBKcRMRmBKYWQrUJTn1gSmJiMQJGIW4KKHbAkZiUjvAkZhRCIKMiBKfSJDDEQshRRkQO0xJjMCesLIUQYEDEhHeBgSFEMCU+kGRDQBCsFDtMKChRSu69faIbaYkIMDgx2CEtBCwIOFA2UQQ+DBQsGKsoh2wQT6QQAEOBBAKIQmCCeIcCCAMEAohCYLaYcDEEB6wQComyYDsIfb6w8EMYggEKbacQ+31h8j1hwoCDsFEwGYfBhi4kd4FU42nIHJHpEJaOKllO2txpQW0opUM4IOCMxsFHv27qFJpp9LrLrMuhwupSUpWAo9R8w+z7ZjVDOTCyAzL5z3MSNylZmQSlewE44EZpWQS/GLpjS9uhVuSOu9V+KJqNFYXLFBG1hZCwvHByeME+3EZ7evUgmS82boc0mZSvBbbWCgpx9rccc9sYioWbVnn1/v5x3GOxxGYzY8n5f75a1KJ7qPSMLsOgce60p4mkGpVsO6+Ws3MttGWnSwtOS9tAwrHTaTn2z0jypnxEyPwrolKRtmgsBsOvpLZR3JKeQfbH9Y0puzqM2tKhKggDoYkFrUkNqSJRHJz0gW4ZGNR81e+fzXqVDXyvTMw27IOSUk0lACmyPN3q7nJxgdMCNJqF0ztVCxUq7MTIWsOFLjylJKh0OOgjYV2zTCpKvhUcDHSMVy1ZFQVtaAOc9I0xUzIc2sCW4udqVrfxsqT/AB0n+sL4hg9HE/rHrv2owD8rY6ekeZMW3sBKUmHmZ41CXsKPzWz0UIben1jGdpTzRO0kYiBSJhs85MD7RzCmws8kGBJzGGl9fQxKlzPeLEoOiqymOO8DAhULd7RNq6iR6wBGII57wsZgCVFGR3gSMwcMR6QsqBRkdoEjESEQJHrCyESjI7wJ5EHj1gSOekAQoggekGRmGIzAEXUQQJGIMjEMRmBKtDChYPpCirKl7ausNChR1ygCZUNChQJVpDrBQoUUolBDpChRYUTjrBwoUEFEoIdIUKCQlKFChQapKH9IUKIrCgc7xC39swoUIejC9aR+1GwSf8IfnChRTEQXqtfaP5RL90QoUOCJFChQopRCrtAdj+UKFEUUDv8A4jzX+8KFC3qLyZrvHjzX/iFCjM/iosA9YJHWFCgWISpU9IIdYUKHhAUj0ENChRRUQnrDHpChQBUCGBPWFCgCiQK6wx6QoUAVEMBChQJUQq6w0KFAlRKFChQKi//Z' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
Sharemarketbazar is a high-quality cryptocurrency resource for both novices and advanced users who want to keep up with the rapidly changing digital currency business. According to historical performance data, investing in ZRX for the long term is recommended because the price of ZRX is expected to rise. It is projected that the price will reach $1.49 in 2025, at which point it will be worth it. If the price rises as predicted, there will be no significant price movement. And Ethereum, where all operations and transactions can be followed, there are issues in terms of confidentiality. The 0x protocol’s cryptography serves as a protective cover, a shield that supports all transactions while keeping all data secret and secure. 0x is one of the active cryptos that continues to maintain its Bullish state.</p>
<ul>
<li>Six years post-launch, the project has recorded incredible milestones.</li>
<li>The protocol is there to serve as an open standard and common building block, driving interoperability among decentralized applications that incorporate exchange functionality.</li>
<li>On Jan 13, 2018, ZRX reached its new all-time high of $2.50.</li>
</ul>
<p>It is estimated that ZRX will be traded between $3.89 and $4.62 in 2028. Its average cost is expected at around $4.03 during the year. Crypto experts are constantly analyzing the fluctuations of 0x. Based on their predictions, the estimated average ZRX price will be around $2.77. It might drop to a minimum of $2.68, but it still might reach $3.30  throughout 2027.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/bat.webp" width="308px" alt="zrx crypto price prediction"/><br />
According to the recorded achievements of ZRX in the past few months, ZRX is considered a good investment in 2022. ZRX has been listed on many crypto exchanges which include Binance, OKX, Bybit, Mandala Exchange, and FTX. Accordingly, if the investors turn against the crypto, the price of the ZRX might plummet to almost $0.4682, a bearish signal. The below chart shows the support and resistance level of ZRX. ZRX price prediction 2022 is explained below with a daily time frame.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/c8f49a5e-b983-4887-90d5-6a0254e996d6-350x233.jpg" width="308px" alt="zrx crypto price prediction"/></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/0x-price-prediction-2022-2025-2030/">0x Price Prediction 2022, 2025, 2030</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>Bitcoin Price, Btc Chart, And Market Cap</title>
		<link>https://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap/</link>
		<comments>https://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap/#comments</comments>
		<pubDate>Tue, 14 Jun 2022 09:42:49 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

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		<description><![CDATA[<p>The process is largely the same as setting up a typical brokerage account. The cryptocurrency can serve as currency for any transaction where the business can accept it. The U.S. dollar continues to be El Salvador&#8217;s primary currency. Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none...
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<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap/">Bitcoin Price, Btc Chart, And Market Cap</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The process is largely the same as setting up a typical brokerage account. The cryptocurrency can serve as currency for any transaction where the business can accept it. The U.S. dollar continues to be El Salvador&#8217;s primary currency. Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none of those criteria. &#8220;Fear and excitement in El Salvador as Bitcoin becomes legal tender&#8221;. More than 68% of those questioned said they disagreed with using cryptocurrency as a legal tender.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How long does it take to mine 1 bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine one bitcoin. However, this assumes an ideal hardware and software setup which few users can afford. A more reasonable estimate for most users who have large setups is 30 days to mine a single bitcoin.</p>
</div></div>
</div>
<p>Bitcoin&#8217;s price was affected even though other cryptocurrencies were stolen at Coinrail and Bancor as investors worried about the security of cryptocurrency exchanges. In September 2019 the Intercontinental Exchange began trading of bitcoin futures on its exchange called Bakkt. Bakkt also announced that it would launch options on bitcoin in December 2019. In December 2019, YouTube removed bitcoin and cryptocurrency videos, but later restored the content after judging they had &#8220;made the wrong call.&#8221; These can be software applications, or physical hardware wallets. In each case, the wallets are cryptographically secured, and to send ‘bitcoins’ or ‘BTC,’ users need to have access to a passphrase called a ‘private key’. After creating an account, users can post requests to buy or sell bitcoin, including information about payment methods and prices. Users then browse through listings of buy and sell offers, choosing the trading partners with whom they wish to transact. Iran announced pending regulations that would require bitcoin miners in Iran to sell bitcoin to the Central Bank of Iran, and the central bank would use it for imports. Iran, as of October 2020, had issued over 1,000 bitcoin mining licenses.<br />
That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</p>
<h2>Bitcoin Price History</h2>
<p>You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. While one can often track the movement of stolen funds on the blockchain, it’s impossible to reverse the transaction, making Bitcoin holdings a popular target for cybercriminals. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. Not only do they have technical differences, they also offer two completely different <a href="https://www.beaxy.com/market/btc/">bitcoin converter</a> value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. The live price of BTC is $ 41,347.22 per (BTC / USD) today with a current market cap of $ 786.27B USD.</p>
<p>Bitcoin had been stuck below $40,000 until it jumped 10% to above $42,000 following President Joe Biden’s March 9 signing of a sweeping executive order on cryptocurrency. The order calls for government agencies to create a plan to regulate cryptocurrency, and to consider a government-issued central bank digital currency. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for investors to sell an investment when they want to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours.</p>
<h2>Bitcoin Btcusd</h2>
<p>Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so it’s only reasonable for Bitcoin investors to be curious about how high it can ultimately go. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. Because Bitcoin is decentralized, it is not subjected to inflation or any monetary policies created by any central banks or government. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch.</p>
<p>The value of Bitcoin is derived from its adoption as a store of value and payment system, as well as its finite supply and decreasing inflation. Investing in Bitcoin can seem complicated, but it is much easier when you break it down into steps. Investing or trading Bitcoin only requires an account at a service or an exchange, although further safe storage practices are recommended. &#8220;Ukraine government raises over $10 million in cryptocurrency donations&#8221;.</p>
<p>Individuals can insert cash into a machine and use it to purchase bitcoin that is then transferred to online wallets for users. Bitcoin ATMs have become increasingly popular in recent years—even retail giant Walmart Inc. is testing a pilot program that will offer its customers the option of purchasing bitcoin. You can also buy bitcoin through payment processor PayPal Holdings, Inc. . The first and most convenient method is to purchase cryptocurrencies using your PayPal account that is connected to a payment mechanism, such as a debit card or bank account. The second option is to use the balance of your PayPal account to purchase cryptocurrencies from a third-party provider.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Odd, since RH is OK in other states often banned.</p>
<p>BTW, Nevada is not on the banned list at Beaxy<a href="https://t.co/ArV6t5Pmg6">https://t.co/ArV6t5Pmg6</a></p>
<p>&mdash; Ace of Gears (@AceofGears) <a href="https://twitter.com/AceofGears/status/1495517792610791429?ref_src=twsrc%5Etfw">February 20, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>For example, American Express and Chase both count purchases of cryptocurrencies as cash advance transactions. Thus, if you purchase $100 worth of bitcoin using an American Express card, you will pay $10 plus an annual percentage fee of 25%. What&#8217;s more, the credit card company also limits you to $1,000 worth of bitcoin purchases per month. The software validates the entire blockchain, which includes all bitcoin transactions ever. This distributed ledger which has reached more than 235 gigabytes in size as of Jan 2019, must be downloaded or synchronized before full participation of the client may occur. Although the complete blockchain is not needed all at once since it is possible to run in pruning mode. A command line-based daemon with a JSON-RPC interface, bitcoind, is bundled with Bitcoin Core. It also provides access to testnet, a global testing environment that imitates the bitcoin main network using an alternative blockchain where valueless &#8220;test bitcoins&#8221; are used. Regtest or Regression Test Mode creates a private blockchain which is used as a local testing environment. Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included.</p>
<h2>Andreessen Faces Opposition On Meta&#8217;s Board, Blackstone Bets On Student Housing, Blockchain Com Eyes Ipo</h2>
<p>If you recall Bitcoin was worth nearly $20,000 in 16th December 2017. But in 17th December 2018, the price of Bitcoin was at its low of about $3,200. Bitcoin is a highly volatile asset class and requires a high risk appetite. The price of bitcoin started off as zero and made its way to the market price you see today. It appears that the market is placing value for the following reasons. The IRS considers cryptocurrency holdings to be “property” for tax purposes, which means your virtual currency is taxed in the same way as any other assets you own, like stocks or gold. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="btc price to usd"/><br />
Okcoin announced its new NFT marketplace on Tuesday, which features no royalty cap for creators and is backed by Randi Zuckerberg. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020.</p>
<h2>Do You Pay Taxes On Bitcoin?</h2>
<p>These wallets can also be referred to as offline wallets or hardware wallets. As mentioned previously, exchange wallets are custodial accounts provided by the exchange. The user of this wallet type is not the holder of the private key to the cryptocurrency that is held in this wallet. If an event were to occur wherein the exchange is hacked or your account becomes compromised, you would lose your funds. The phrase &#8220;not your key, not your coin&#8221; is heavily repeated within cryptocurrency forums and communities. These wallets are best for small amounts of cryptocurrency or cryptocurrency that you are actively trading on an exchange. Conventional financial wisdom would say to hold only spending money in a checking account while the bulk of your money is in savings accounts or other investment accounts. Hot wallets encompass mobile, desktop, web, and exchange account custody wallets. Hot wallets are wallets that run on Internet-connected devices such as computers, phones, or tablets.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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En8x/aPJZkhLjXdHt6BTyUyIIjCaAX34aaip+CwISARffjpqKjqwUqIIo4S013R7ugkfwFje55R/aPJTrCCJ8BJrujx0ClPksuhJAF94ppBGPXgpFlBDuJukX346aivySOEtPpvd1keSlWUEDYCCDujz1keSOgJJO6PHQCKfJTogifCTTjvFBoIx+CwYTdpffnrWor8lMiCFkJFeO81FMSMPgjYCCDujz0EjyUqOcACSaAYklB4fKFudaHzXqtuQzAUOirehdbJ8Dp7Q8l5G5tYG00Yg4ddxb5Pia+x2hrhUHdB21VrI1ifG+d7nNcHuo2goaNc4YjsWYzHRMJugX39dRX5I2EgEX3mukkYdWCkRaaRMhINb7z0EinyWN7mv5snaPJTLKCJ8JJrfeOgEeSw6EkAbo8U0ilT14KVZQRCEhpF95rpqK/JI4SDW+49BI8lIsoIG2cg/myHrI8ll8JJJ3R46AR5KZYQRPhJp/keKaqY9eCzuJu0vvz56ivyUiII2QkV47zUUxI8lWtUBa0HdHu47MCR67ehXVXt/5Yp67PragkNmjJqWNrruhbbm3A3RhmwzKsZpb9Nz4tdWipxBrqWsM85e0OjAac/Rn6erFBJk38kdbvqKtKrk38kdbvqKsoMosIgyiwiAiIgyiwiDKLCIMosIgysIiAsrCICIiAsrCIMosIgyiwiAsrCICIiDKwiICysIgLKwiDKLCIMosIgLnZfte42SV2FSxwFdd0kfJdFc/LDQdwBxBmaD1EOUvCXhLk6xiKK6cbxJdXTUk/Iq21oGYU++dEVURFE/jPDdA4x/gdvyQSrKwiDKLCIMosIgysIiAiIgKvbvQH62fW1WFXt/5Yxpx2fW1BYRU32J5fe3UihqBjrrQ44hYisLmvDjKSAc2OOfPj0oNbBZY3RAujYSS6pLR6xVneUXJR9wLTJv5I63fUVaQQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBN5RclH3Ap0QQbyi5KPuBc7KcMIfZ2Bkd4ytNA0VuitfZiF07TLcje/DitJxzYBcvJ1ZbZaJSQAw3AKY8ZkZqT7FKl8OlvKLko+4E3lDyUfcCnWFVV32WFoJMUdB/wFrFYY6VMUdTieIMOj2KV3GeBobievQP57FKiod5RclH3Am8ouSj7gUyyiIN5RclH3Am8ouSj7gU6IIN5RclH3Am8ouSj7gU6IIN5RclH3Am8ouSj7gU6IIN5RclH3Am8ouSj7gU6IIN5RclH3AoLZZo2sDhGxpD2YhoH+7VeVa3/lj9cf1tQbOtcYIBeKk3QOmtKdoRtrjJADwSTQU9o/grJssZNS0a/5WG2SMEEMaCM1B1+ZQaZN/JHW76irS59gtcbYgHSNBBdgT/0Vafao20Je0VFRU5wgmRQ76ju3r7btaVrhVGWqN1br2mgqaHMEEyKBtsicQBI0k5gCjrZECQZGgjPignRQyWqNtLz2ioridCG1R3Q6+26TQGuCCZFC21RuBIe0huJocyMtcbiA17SToBQTIq5tsVabo3tW0lqjaaOe0HUSgmRQutUYAcXtAOY1zo21RkFwe0gZzXMgmRQx2qNxo17SdQK1FtiJpuja9aCwihfa42khz2gjQSjrVGACXtAdiMc6CZFCLVHdLr7boNK1wRlqjdW69poKmh0IJkUDbZESAJGknMKo62RAkGRoIziqCdFC+1Rtpee0VFRU5wm+o7t6+27Wla4VQTIoWWqN1SHtNBU0OYLDLXG4gNkaScwBQToq5tsQNDI0EdK2ktUbTRz2g6iUEyKE2qMNDi9t05jXAo21RkEh7SG5zXMgmRQx2qNxo17SdQK137Fm3RvagsIoZLVG00c9oI0Eo61RgAl7QHZjXOgmRQi1RlpdfbdGc1wSO1RuNGvaTnwKCZFA22REgCRpJzYo+1xNJBkaCM4JQTooX2qNtKvaKioqc4TfUd29fbdrStcKoOd+ILUNzMANZJWkBun0XH5iitZNsDYGuAzvN44k5gBnPQFTdI1+UGua5pDISSa5sSP5XSZbInEASNJOYAqe6TlMtZX3RrOYDWVG62RAkGRoIz4qPfMd4Oe9oFKsBOg6fb8lWosRsuimc5ydZWyiNqjDQ6+26cAa4I21RkEh7SG5zXMiJkULLVG40a9pJ0ArU22LNuje8gsIoZLVG00c9oOolHWqMAOL2gHMa50EyKEWqMtLg9tBnNcyR2qNxo17SdQKCZFXFtiJAEjanpWX2uNpIdI0EZwSgnRQvtUbQCXtAIqKnOm+o7t6+27Wla4VQTKtbz/jGFePH9bVuy1Rurde00FTQ6FWtdrjc0Br2kl7MAf+2oNn214cBuLiL1CRXAVIrm6B2rEVtkdJdMLgKkXsenHN/eyt1EFbJv5I63fUVZVbJv5I63fUVaQEREBERAREQEREBERBhZREBERAREQFhZRBhFlEBERAREQEREBERARQm0sD7hNHUBx6a0+kqVBlERAWFlavddaScwFUGyLWN4cAQagrZAWFlYQc3JvGntTnYubJcaTnDbjDQdFcV0lzMjuDpLWQQQZsCD/9Ni6Mjw0EnQpE6WknGcGaM7urQPb/AApVHCwgVPpHEqRVqiIiIyiIgIiICwsogIiICIiDCr2/8saOOz62qyq1u9AfrZ9bUGphlLq38K1GPSSB/C0js8wkDjLVulvtP8U/tFa3ZlaXm1rSlR/dBWrbTGTQSMJ1Bwr/AHA9iCPJv5I63fUVaXPsE5EQG5POLsRdp6R6VY3y7kZP2+aCwir75dyMn7fNN8u5GT9vmgsIq++XcjJ+3zTfLuRk/b5oLCKvvl3Iyft803y7kZP2+aCwir75dyMn7fNN8u5GT9vmgsIq++XcjJ+3zTfLuRk/b5oLCKvvl3Iyft803y7kZP2+aCwir75dyMn7fNN8u5GT9vmgsIq++XcjJ+3zTfLuRk/b5oLCKvvl3Iyft803y7kZP2+aCwir75dyMn7fNN8u5GT9vmgsIq++XcjJ+3zWgttSQIn1GJ9HDP09BQWq6FleQttrdM6a0sD2iJoEZa7r4xx1PK9Pvl3Iyft80SLCKvvl3Iyft803y7kZP2+aKsLCg3y7kZP2+aoWnLrWkNZG98hNA0XTmdR1aHDT2IKmU7JutsfQVLY4jUDEUe8/wr+Q7fu0DLwo8MbeBrUEtFQa6a1UOS2ytMks0Mm6vNDxgQGgktAx0XiqTmSw22F9JLs0zqsIbyUhwNf7RSJHplhVt+G9d3GStK/6+ap5btLt52j/AByN/wATseLhgdRVV0YZ2vBLdBoVVyvbGRwyNLqPdG4tFccKCva4Lm2W2ussr45WyOaWOlvFrahrbgOY4+kVDk9s8toE0kTjGL90AAEVeDpOOLVE1jImW2thjZI8EmR4NTrmLW/PSvTXhStRSla6KLhOsdGzudZ38YOIHFpW85wNK58xVSxZbducVmEMhk3MAggA0xGkjQ0ocO3Z8qRyNc8UuNDcag+kSKf3WoLZlU73jdEA+SWgaAQQDcL/AJD4rzbnOioHNcBJBA3MM7XPcdPUruTKb9lIjkuRSXo2saKA3LtDopRx06FNO/h6LJ9kbZ4WsqOKOM6lK9JUoF8hxzDMNfSVC6VzjxoZKA4Di49Jx+Ck3y7kZP2+arXCdFBvl3Iyft803y7kZP2+aqLCKvvl3Iyft81Hv1xNGwvNDxvRw+OdBcRV98u5GT9vmm+XcjJ+3zQWEVffLuRk/b5pvl3Iyft80FhFX3y7kZP2+ab5dyMn7fNBYRV98u5GT9vmm+XcjJ+3zQWEVffLuRk/b5pvl3Iyft80FhVreAYwCKi+z62rO+XcjJ+3zUFstBLB/ikHHZibvrt1FBK+wRudeINQbw4xwP8ASsRZOiY++1tHa7x/v/8AAsOyg0Ou3XZ6GgrTjUqaZgtYcoXnNG5uF4kVOsV8kEmTfyR1u+oq0quTfyR1u+oq0gIiICIiAiIgIiICIiAiIgIiICIsIK9utYhYXkVArm6Gk/woLFlAPkc03mlxJaH4GjQ0HDrKo2i2stUkEbBeIkD3UNQG3CDU6MXgLXLjd7mOdoxbeBNM9SHUp/6/BRNdrfLSxzga3a1HVXyW4kBIFcSK0XkYnvgfuTmkb5lxxpdBkA0aSJKq/M+SCWOS+TEXljq0JxmDRToxNVSV35JA0VcaDAdpoF5SyW9sVttdXNo8gCpw9KQ1HsXQyhBJapzGyUsaxsbxSorecSfg1Zk/D8W4RtLauYGAlukjAn4lQQFlMjnpjafg0fwvSLl5ahaywSMaKNa0ADUKhSZOyi2WIvLhgK1oQaXWmpGjOk7QkyY6C0dI0EAkAnN2gfyO1c60ZYYybc6g0DtOcgNIx145lzMo298tpa6Br3MgJEhBFDiw6+jrTS12so5REAbxS9znNaGg+s4N/wDyUORrNRhe+MteZHkVzgOcSPmoLJHHaLRLK5lQwtu3hmLTjSv/AEwLqGcZm1cejzzBCTUq434jeBGyRrqSQuvNoc1QWHDqcupuZd6Zw9UZvadK2MLS27dF3UMFWuzzc+U3iV0wcHRxzlp4uAYISQaj/o/FX8vPEsTIWyU3V9x13PQsdo66K7ZbOx1na0tFHsF6gGPFAXEyLZLS8s3YkCF4wcKn0GmlR0uOdZu4lzFn8Q2V0zGmJjt0oWVNBVrqXm467oXUgZIGNbRrKDrPTgMPirNEVEW4V9Jzne2g7BRQnJkO6CTc2XhnN2pOfzPariwri7UFmswbHGC0VaBm10oVJHEGlxA9I1PX/Qt0RBFlYQEJpiVHJMGmgBc7Q0fzqHWtRCXYyGv/ACPRHn7exBi86T0atZ62k9WodPZrUzGhooAABoCyiDKIiAiIgIiICIiAiIgKtbvQH64/rarKrW+u5ime+z62oLCKo4T3sKUvaxmr1alFZ2Wq+N0cwtrjTVj0f3DpQT5N/JHW76irS59gMu5C6GUq6lSa+kehWnmTCgZmxqTn6MEEyKGsl3My9XWaU7EYZMbwZmwoTn7EEyKBplqKhlNNHHyRxlqaBlNFXHyQTooZDJ/qGZsak5+xCZLowZerjiafJBMihaZKGoZXRQn44IwyVF4MppoTX5IJkVcmWuaOn6j5LaQyV4oZTpJ8kEyKFxkoKBldNSaezBGmShqGV0YmntwQTIoYzJXjBlOgnyWoMtc0dP1HyQWFRyzK5llmc03XBtQRoVh5kqboZTRUmvyXP/ELnCxy1uCrCDic/Rr0qXhLwjyPkMWeQy3yS5tC0gYE3dI/T8V1pYWvFHtDhnoRVa1ku5mXq4YmlOxGGTG8GZsKE5+xVZMYdZWl4eRiPtQ+y6FrbbG2WMsOGIcKaHNN4HtC2aZaioZTTRx8lpNM9pp/j6AXGp9gCDkfh20OktFov+lG1sXXub5G19tF33OAFSaBVGh9SY42Coxc4kGuJzUqRUnPTOtxC+gJDXPrpJp7MMFISY0t0Zniexo4rhnOFepeYntTrG6a/T/JVzsMwETQRT/1C9cwyY3gytMKE5+nBc+0ZJ3YvMrIzerjUmlW3c2n7ou+FbJuTRLZmniC9exumtTVta1z0C6EWTQyJ0bHXQ6uYDOa5yak51Od1GZsdNHGPktpDJXihlOknyTDWkVja0UxdpoSSKk1OHWrAFMyiJkuigZe04mnswRpkoahldFCae3BVNSooozJXjBlOgmvyWtZdUfePkgnAQACtBnzqJ5krxQynSTX5I4yUFAyumpPwwQSoogZLpqGXtGJp8kjMleMGU6CfJBMsKkLY6tKxuocQwucR7AFl1onJNyEU0F7rvn8kFxFVfvggXdyadNS4+S13CUt4z6muYOuinWBWqCzJM1npHE5hnJ6gMSo70j8wuN1nF3sGYe2vUsWeJzK8VgwzgkknpJC2YZaioZTTRx8kEkcYaKD2nSesrZQuMtTQR00VcfJZkMleKGU6Sc/YglRREyXRgy9pxNPkjTJQ1DK6KE/HBBMihYZK8YMp0E1+SwTNqj7x8kE6KGQyV4oZTpJr8kcZKCgZXTUmnswQTIoQZLpqGXtGJp8kjMleMGU6CfJBMigBmriI6aeMfJZeZam6GU0VJr8kEyKFxkoKBldNSfhglZLuZl6us0p2IJlWt3oD9bPrat2GTG8GZsKE5+xVrZuhYA4MpfZWjjX029CC9ULAkBzEH2qqbA29evOGNf9dZOrWUbk5gkEgrUGtMKVxxzdKDbJv5I63fUVZVbJv5I63fUVLPO2Nhe80aM56zRBItIpWvrdNaGhp1V/lV35SjEJmBvNDQ6gz0IB/lcf8MXoHTQyi450gLanP/jjGGvTm1FEejRERRERARZRBhFlYQEWUQYRZUFtmbHE5zjQZvaTQfEhBy8lZRfLbLTG4gsYAWUGtzh8gs5Tkjmms0RAdSY3mkVBG5Px6sVz7HZXWXe04w3VjGSAigbdY81PSSaY6gr34asIbBFMSS58bc5JpxQNPUs8xnmO2sPeAKk0Cw99OknMBpWrI8bzsXfAdXmtNscd3/A/d9vit44w3MOvp6ytkQ0RZWEQREQERHOAFSaDpQEUO+2HBtX/AKQSO3N8VjdJHZmBvS849grXtCCdaSTMZ6TgOsrTe5Ppvc7oBujsGf2kreKFjPQa1tdQogj3zX0WPd/60+qibpKc0Yb+p38CvzVhEFfcZDnlI/S0D51TebD6Qv8A6yT8DgrCwgAUwCIiDKLCygwiyiAsLKICIiAiIgIiICIiAiIgIiICrW80jB/7Z9bVZVa3egP1s+tqBvxl6mOenxI/hRQ5Uie8NaSSejr8vire5t9UdizdGoIOTPO6Kwl7DRwfn65aH4Fc9tsNps9hhv3XStaZNOG5F9eqrfgsWZr7U+SISuDY7puC7Su6vrXD/kFdaDJxZK4hwAoKERtwz4D2fNTlnlTt2RpaSCBwuyYFjnGmDKV6DUDDMr+VrCZoxcNHsqWnpuuAHafgpntc0VM9B0tatBup9FzustaPv8FWs93Kt2XJG2MSMu7sb5pQmjWEgn6e1dxs43O+4gUbed0YVXl8m5FmljmEjrhIfGCRXivpWg9gx61HbJrZFNuD3tIna9jRQUztYDXR6XxU0x3P/wDcZu13DcsBugxF5zroHeNF1Qa4heYtuQ5I7MNzLS/dIiQGAY7qHHGus+1T5JyjLJ/jdI1sreKWUAzEjPj6qGOrlC3bk03RefxaNxxqafIHsUWSLaXsZHIxzJWxtc4OxzgY10417Fz7G2We1SStdQMa1gcQCCQX1prwd8QsyyPjt1H2hgc6JoFWgVxeaZ9TSmkjvpXRpXmoMoSmj7ziPzCbmBpEM9BgoYd+7mbQyRhEjXkktrcoABQf+lU1cenE7bheTRorUnClM/ySCdsgq0gipGB1Ej+F5vKO+4iIL26NmY/0Weji0Y98qN8FrhmmbEK3mNdfDCG8QVIw0mp600x61cbLDxLNBZg+l915400bxh8WFc6TLUzRFddeNWNkIGDS54YQcM4NdKt5P3Wa0zStN1tGsDnNBrdLq0A6/ilSx3HsDhRwBGohabsMzOMejMOs6FCbE4mrpS7raD8My3EDxml/YFV7JY46Yk1cc58uhbqDcpOVPdCblJyp7oRE6Km95aabuS71WsBPYFrSd3ouoNbwPkPMIL60kka0Vc4NHSaKsbNMQK2gg6brGivbU/FGWItNQ/HWWAntOKCTfBPoRuPS7ij44/BZpKdLG+wu8ljcZOVPdCbjJyp7oQN7k+nI49A4o+GPxWwskYNbjSdZFT2nFa7jJyp7oTcZOVPdCCdFBuMnKnuhNxk5U90IJ1lV9xk5U90JuMnKnuhBYRV9xk5U90JuMnKnuhBYWFBuMnKnuhNxk5U90IJ0UG4ycqe6E3GTlT3QgnWVX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhFX3GTlT3Qm4ycqe6EFhVrf+WKeuz62rO4ycqe6FDa43hoJkJF9mF0eu1Bl8s97CMXb2fDNU/9aqLWKS0XwHMF3ScNZ6dVFeRBzclAMjcG1cXPc49FXHT7FduvdnIaOjE9pzKPJv5I63fUVZReGjIWtNQMdZxPaVusoiMNaAKAUCo22wMmnhc4GsYJDhoN5hp7bvwV9YQFwcr5PEJFqgZ/kDqForxt0ddJ6+OSu8sGhz0QUsiQhlliwoXMa52suIFSelV/xBkt1pbEGEAseXGo0XHt+bl0BJHE1rC9ooABVwrgsb7Zovnqjd5KYmdsbNszAwsawNaRQgCmFKfJSgKEWmuZjz/60+dFjdpDmhI/U5o+VVVToQob0vqsH/sT/AqsXJuUYOqM7SDmx5BaGzipbukgkGOYtldI32VIwVrI1kkhhuSkF94kkZj0qzuLznlcP0tb/IKxvYnPJIfaB9ICCclQutUYNL1Tqbxj2BN5x6WNJ1kVPxUzWgCgFANAQQX5Hei0NGt+P7R5hN6g+m5z+g4DsH81U6IMMYGijQANQFFlFlAREQEREBERAREQEWFlAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVa3j/GP1s+tqsqtbyBGCcOPH9bUET8nXnh+6OBBqKddUiyfdeHbo40Ncc5xJxPtUrrdGHhhdxiaAUOetP4WW2yMuDQcSaUodZHzCClFZzQ/4GEFpIcWtNTRpGc6SXasy2MLi0/+LG12FBRprjj7F8wH40yiMBafDj2VnhrlLnPhx7KD6dZbOS4bpZ4wNJuN1CmYnpUk9kAeCyFhFx3+oz4XcDQL5bw1ylznw49lOGuUuc+HHsoPpjoH3aizRh1c11pwocc40qWy2epO6QRgU9RuevQSvl3DXKXOfDj2U4a5S5z4ceyg+q2qxsuG5EwuqKUaNY6sNaoSZJjw/wDCs73EG8dyjFCThnz4Z1854a5S5z4ceynDXKXOfDj2UH0llh3N5EdkhayucRsGFdNDqV+KyxlrS6FgdQVF0YHSvk/DXKXOfDj2U4a5S5z4ceyg+mMs7wHje0eFAyoGOONTU6Fncyb4FkY0il2rWkGpoej41+S+ZcNcpc58OPZThrlLnPhx7KD6dZrO4kbpZ4wNPEb/AASsz2Qhz7kMRF1t2rRnrj8F8w4a5S5z4ceynDXKXOfDj2UH0xsby11bJGxwIp6Jrjjq0Lay2clwElnjAxqbjdQpmJ6V8x4a5S5z4ceynDXKXOfDj2UH1Waxsqy7Cw8bHijNQ9vxVeGB1QH2aOlcSGtww1V1/wBC+ZcNcpc58OPZThrlLnPhx7KD6VHDJhes0eivEZrFf9tVezqrdmsUVx1Im1oczQD7M3zXyjhrlLnPhx7KcNcpc58OPZQfTBZ33cbPFeveq3NQdOGNcceoo+F90FtmjDsai60imFMa58/YeivzPhrlLnPhx7KcNcpc58OPZQfU7LZga7pAwauI3+CVEbKQ94bZ47tDdcQM9BTCuatdS+Y8Ncpc58OPZThrlLnPhx7KD6hDCT6dljbnxF09WChjgkqL1mjphXiN1tr/ALaq/wBz/NeGuUuc+HHspw1ylznw49lB9QtNko8bnBGRcdXijPhdwUccTzeDrJGKNN1wDMTTDi6O32r5nw1ylznw49lOGuUuc+HHsoPpkUD7wv2eOlcaMbm7VZtNjZcNyJhdnAujOD7MF8q4a5S5z4ceynDXKXOfDj2UH0t0MgDSLLE40NW0aNOGNcMOv2LaSF3Fu2aPNxhdaaY6DUaP7oXzLhrlLnPhx7KcNcpc58OPZQfVLLZgQd0gjBw/0bjgK5q6aj2KBlmIa7/x2GlLtWtqeMag4+rTtXzLhrlLnPhx7KcNcpc58OPZQfTDC8xg71ja/S2jXUFPZpUlls9Sd0gjaKeo3PXoJ/tF8v4a5S5z4ceynDXKXOfDj2UH1GSy0lF2CMsN2pIGGetBrzfdRQwSXmh9lhp/s5t3T0dC+Z8Ncpc58OPZThrlLnPhx7KD6S2GXTZo+4z48b+49FbVpsbax3IYzxxewA4tDXrXyzhrlLnPhx7KcNcpc58OPZQfTYoX3wH2WK6c7hTDNo0nOo9wlx/8aPo4jPZXja6fFfNuGuUuc+HHspw1ylznw49lB9YfYoi0jcmZtDRVUmWeS4K2eG9XEXRmpo9v90r5pw1ylznw49lOGuUuc+HHsoPpjoXlgIssbX1NW0aaCmuoxqpbLZqk7pBG0Uw4jdZ1E6KL5dw1ylznw49lOGuUuc+HHsoPrW84uSZ3Am84uSZ3AvkvDXKXOfDj2U4a5S5z4ceyg+tbzi5JncCbzi5JncC+S8Ncpc58OPZThrlLnPhx7KD61vOLkmdwJvOLkmdwL5Lw1ylznw49lOGuUuc+HHsoPrW84uSZ3Am84uSZ3AvkvDXKXOfDj2U4a5S5z4ceyg+tbzi5JncCbzi5JncC+S8Ncpc58OPZThrlLnPhx7KD61vOLkmdwILJECCI2VGI4oXyXhrlLnPhx7KcNcpc58OPZQfWzZIiamNhOu6EbZowbwjYDrDRXT5ntK+ScNcpc58OPZThrlLnPhx7KDgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg//9k=" width="304px" alt="btc price to usd"/><br />
In order to determine for yourself if it is a good investment, it is important to understand the risk and only invest amount that you are comfortable losing. When transacting coins, you would typically be doing it on your personal computer. Since your personal computer is connected to the internet, it has the potential to be infected by malware or spywares which could compromise your funds. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. Learn all about finances in next to no time with our weekly newsletter. Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="btc price to usd"/><br />
In general, however, it is not a good idea to purchase bitcoin with credit cards. The private key can be printed as a series of letters and numbers, a seed phrase, or a 2D barcode. Usually, the public key or bitcoin address is also printed, so that a holder of a paper wallet can check or add funds without exposing the private key to a device. The company&#8217;s goal is to fund 100 bitcoin businesses within 2–3 years with $10,000 to $20,000 for a 6% stake. According to a 2015 study by Paolo Tasca, bitcoin startups raised almost $1 billion in three years (Q – Q1 2015). In 2012, bitcoin prices started at $5.27, growing to $13.30 for the year. By 9 January the price had risen to $7.38, but then crashed by 49% to $3.80 over the next 16 days. The price then rose to $16.41 on 17 August, but fell by 57% to $7.10 over the next three days.<br />
The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. As with any investment, price is where it starts and ends for investors. Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. 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.</p>
<ul>
<li>Usually, the public key or bitcoin address is also printed, so that a holder of a paper wallet can check or add funds without exposing the private key to a device.</li>
<li>Bitcoin and Ethereum are the two largest cryptocurrencies by market cap and exchange volume, but they’re very different when you look past the popularity they share.</li>
<li>In general, the higher the value of the market cap the safer the investment.</li>
<li>BTC has also gained a significant amount of mainstream attention over time, likely due to public support from celebrities such as Elon Musk and adoption from companies such as PayPal.</li>
</ul>
<p>Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto investors. The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. Exchange fees can vary greatly, and may be applied as a flat fee upfront or as a percentage of your trades. Fees can be based on price volatility, and many are charged per transaction. While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase. If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
The Bitcoin network is essentially a ledger containing a record of all Bitcoin transactions made since 2009, the network launch. There are thousands of nodes, which anyone can operate anonymously. Nobody owns or controls the Bitcoin network, and updates to the software are accepted by community consensus. Bitcoin’s USD price changes constantly, as the asset trades on the market 24/7 without holidays. The current Bitcoin price can be seen at the top of the page via the live Bitcoin price. Bitcoin and Ethereum prices struggle to move past resistance as the crypto market downturn forces $160 million in liquidations. 95% of the liquidations are in long positions in Bitcoin and Ethereum.<br />
In general, the higher the value of the market cap the safer the investment. Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> fiat. In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction.</p>
<p>In the latter half of 2012 and during the 2012–13 Cypriot financial crisis, the bitcoin price began to rise, reaching a high of US$266 on 10 April 2013, before crashing to around US$50. On 29 November 2013, the cost of one bitcoin rose to a peak of US$1,242. In 2014, the price fell sharply, and as of April remained depressed at little more than half 2013 prices. In April, exchanges BitInstant and Mt. Gox experienced processing delays due to insufficient capacity resulting in the bitcoin price dropping from $266 to $76 before returning to $160 within six hours. The bitcoin price rose to $259 on 10 April, but then crashed by 83% to $45 over the next three days. As of 2013 just six mining pools controlled 75% of overall bitcoin hashing power. In 2014 mining pool Ghash.io obtained 51% hashing power which raised significant controversies about the safety of the network. The pool has voluntarily capped their hashing power at 39.99% and requested other pools to act responsibly for the benefit of the whole network. Around the year 2017, over 70% of the hashing power and 90% of transactions were operating from China.<br />
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. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. Coinbase Commerce allows merchants to accept multiple cryptocurrency payments from global customers. Therefore, cash from a large sale may not be immediately available to the trader.<br />
He is a CFA charterholder as well as holding FINRA Series 7, 55 &#038; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. &#8220;Bitcoin investors are bracing for a key technical event — here&#8217;s what you need to know&#8221;. &#8220;Cryptocurrency mining operation launched by Iron Bridge Resources&#8221;. Liquidity is estimated by a 365-day running sum of transaction outputs in USD. Relative mining difficulty is defined as the ratio of the difficulty target on 9 January 2009 to the current difficulty target. The MIT Digital Currency Initiative funds some of the development of Bitcoin Core. The project also maintains the cryptography library libsecp256k1.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap/">Bitcoin Price, Btc Chart, And Market Cap</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>Mining Profit Calculator For Video Card Gpu</title>
		<link>https://onlinenursingdegreenow.net/mining-profit-calculator-for-video-card-gpu/</link>
		<comments>https://onlinenursingdegreenow.net/mining-profit-calculator-for-video-card-gpu/#comments</comments>
		<pubDate>Mon, 06 Jun 2022 15:10:51 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1376</guid>
		<description><![CDATA[<p>Tool for a more in-depth calculation of hardware cost and estimated returns. The plot space below is added to the total network space. Add 1 btc to usd transactions for any alt and crapcoin that ever existed. Whether you are staking on Kraken, lending on Nexo or going long on...
<p><a class="more-link" href="https://onlinenursingdegreenow.net/mining-profit-calculator-for-video-card-gpu/#more-1376">Read More</a></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/mining-profit-calculator-for-video-card-gpu/">Mining Profit Calculator For Video Card Gpu</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Tool for a more in-depth calculation of hardware cost and estimated returns. The plot space below is added to the total network space. Add <a href="https://www.beaxy.com/market/btc/">1 btc to usd</a> transactions for any alt and crapcoin that ever existed. Whether you are staking on Kraken, lending on Nexo or going long on BitMEX.</p>
<p>The insights and quality services we deliver help build trust and confidence in the capital markets and in economies the world over. We develop outstanding leaders who team to deliver on our promises to all of our stakeholders. In so doing, we play a critical role in building a better working world for our people, for our clients and for our communities. Crypto staking is a process by which holders of a cryptocurrency can earn rewards for participating in the blockchain. The way it works is that a person will deposit their coins into a staking wallet, and then they will start to earn rewards based on the number of coins they have staked. Different cryptocurrencies have different staking reward percentages, which means the number of coins you will receive as a return for holding them in a wallet. The staking rewards can vary from a few percent to even 100% per year. The way cryptocurrencies are taxed in most countries mean that investors might still need to pay tax, regardless of whether they made an overall profit or loss. 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. Calculate your returns with dollar cost averaging or lump sum investing, the perfect tool for cryptocurrency investors.</p>
<p>
<h2>Power Features For Power Users</h2>
</p>
<p>Not all crypto wallets are created equal when it comes to staking. Some wallets allow you to stake your coins and receive rewards, while others do not. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result. Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. Whether you are filing yourself, using a tax software like TurboTax or working with an accountant. Koinly can generate the right crypto tax reports for you.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p>To give an example, to stake NEO you need to hold at least 0.1 NEO in your wallet, while for Bitcoin Cash you need to hold at least 1 BCH. Coinmama&#8217;s live crypto calculator does the math so you don&#8217;t have to, giving real rates in real time. It works as a simple ETH to USD calculator, and it also accepts more than 45 international currencies. This helps people all around the world follow ETH price movements in the currency they&#8217;re most familiar with.</p>
<p>So, if you have 1% of the total stake weight, you’d receive 1% of the staking rewards. Staking can sometimes result in users receiving unexpected income like bitcoin mining rewards, block reward bonuses, or even airdrops. While these are opportunities for users to earn more coins without doing any extra work, they are also high-risk opportunities. The rewards that you earn from staking can be used to pay for transaction fees on the blockchain, or they can be stored as a form of passive income. In addition, staking can also help to secure the blockchain by providing extra voting power to the network. To receive staking rewards, you have to keep your coins in a wallet for a certain amount of time.</p>
<p>
<h2>Currency Table Usd</h2>
</p>
<p>DCA-CC helps you remove emotions from your investing by giving you tools for stressless investing. Patricia decided 5 years ago, to start investing $10 in #Bitcoin every week. Total Cost$1.36kActual price may vary by country and time of purchase. Use the advanced tab to simulate earnings over time with netspace growth taken into account. The EY Blockchain Global newsletter curates the latest developments and the news you need to know. Create a free, personal account on our blockchain platform. Discover how EY insights and services are helping to reframe the future of your industry. A crypto entrepreneur bought an NFT of Jack Dorsey&#8217;s first tweet for nearly $3 million and tried to sell it for $48 million.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Mothership &amp; Beaxy were pretty awful names</p>
<p>&mdash; zachxbt (@zachxbt) <a href="https://twitter.com/zachxbt/status/1506065618348482560?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
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<p>Use the inputs above to set the number of days exponential growth will continue, and the linear rate that growth will stabilize to. Use this calculator to estimate how much you can earn from farming the Chia cryptocurrency on the Chia Network. Input the number of plots that you would like to dedicate, and the calculator will give you an overview of your estimated earnings and suggested hardware. We are a young team of developers and security experts based in the EU. The site was founded in 2017 and its main goal is to provide crypto financial intelligence to miners, investors, and all people that are interested in crypto currencies.</p>
<p>
<h2>Harmony Rewards</h2>
</p>
<p>Different cryptocurrencies offer different rewards for staking, and the returns vary based on network conditions and other factors. Geometric rewards are a variation of weighted rewards that give a higher percentage of the staking rewards to validators with larger stakes. Staking also makes it much easier to store digital assets without having significant security risks. For example, if you were able to lock your wallet with $100,000 worth of coins, you might not want to leave it on an exchange all the time. Network weight is another factor when it comes to earning staking rewards. Some cryptocurrencies use algorithms that adjust this ‘weight’ regularly, while others do not.</p>
<p>The number of nodes on a blockchain also affects the distribution of rewards. Fewer nodes can mean more rewards for individual users, while larger deployments of nodes could ensure higher security but smaller returns on investment . A crypto stake calculator is an important tool for all traders. By using this tool, you can better understand the amount of risk you are taking on with a particular trade. Additionally, you can use the calculator to help you determine your potential profits. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor. In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Generate a full crypto tax report with all your long/short term disposals.</p>
<p>It connects directly with multiple exchanges, allowing users to insert API keys and/or upload exchange-formatted CSV files. Individuals can also insert cryptocurrencies from transactions related to mining and staking rewards to include in their basis for future sales of that cryptocurrency. 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. The rates displayed by the calculator <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. Compare actual crypto currencies market prices with main World fiat money.</p>
<p>
<ul>
<li>Open-source calculator for Dollar Cost Averaging and lump sum investing in cryptocurrency.</li>
<li>This is typically done as a way to reward users for helping to secure the network.</li>
<li>Your &#8220;luck&#8221; will play into how many blocks of 2 XCH you end up actually winning.</li>
<li>This can be extremely time consuming to do by hand, since most exchange records do not have a reference price point, and records between exchanges are not easily compatible.</li>
<li>Geometric rewards are a variation of weighted rewards that give a higher percentage of the staking rewards to validators with larger stakes.</li>
</ul>
<p>When you sell or trade crypto you have to pay tax on the difference between the selling price and the price you bought it for . This is known as a Capital Gains Tax and has to be paid in most countries such as the USA, UK, Canada etc. &#8220;It was easy to sync my accounts, the tax report was in good format and approved by BZSt. Great support.&#8221; Even if you’ve only been in the crypto world for a brief time, you’d already be familiar with the volatility of the crypto market where prices fluctuate almost daily. You can use our software to categorize all of your transactions, and will only need to proceed to payment once you want to view your tax 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. If you used a DEX such as Uniswap, Pancakeswap, or SushiSwap, we have you covered.</p>
<p>
<h2>Crypto Tax Reports In Under 20 Minutes</h2>
</p>
<p>World currency prices and crypto conversion rates of our Bitcoin calculator are based on the rates obtained via Currency Freaks. The rates displayed represent market exchange rates provided for informational and estimation purposes only. ZenLedger’s Cryptocurrency and Bitcoin calculator converts your crypto investments to fiat currencies by using up-to-date exchange rates, going up to six decimal places. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. EY is a global leader in assurance, consulting, strategy and transactions, and tax services.</p>
<p>In other words, how long each validator has been participating in the consensus algorithm determines how much staking reward they get. In addition to helping confirm transactions, stakers also secure the network by verifying new blocks. This helps to prevent fraudulent activities and keep the network running smoothly. Additionally, the calculator can be used to help you set profit targets. By knowing how much profit you could potentially make on a trade, you can set a goal for yourself and work to achieve it. This can help to keep you motivated and focused while trading. With the currency calculator, you can quickly and easily convert amounts between any currencies. In total, there are about 160 different currencies available on the currency calculator. Natalie Arabian dropped out of college once she started making a lot of money from her crypto investments.</p>
<p>Koinly is packed with tools to help you find problems with your transactions. Every time you transfer funds to an exchange you are leaving a papertrail that tax agencies can catch on to. In the past, exchanges like Coinbase and eToro have handed over data on thousands of users to tax authorities. Yes, CryptoTaxCalculator is designed to generate accountant friendly tax reports. You simply import all your transaction history and export your report. 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. In most countries you are required to record the value of the cryptocurrency in your local currency at the time of the transaction. This can be extremely time consuming to do by hand, since most exchange records do not have a reference price point, and records between exchanges are not easily compatible.</p>
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" width="302px" alt="crypto calculator"/></p>
<p>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. We support all major international exchanges, such as Binance, Coinbase, and FTX. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. Finally, your profit or loss for your investment will be displayed in the screen. In the Selling Crypto Price’ field, enter the price of the cryptocurrency when you sold the crypto. In the ‘Initial Crypto Price’ field, enter the price of the cryptocurrency when you purchased the crypto. Bitcoin may be the most popular crypto out there, yet Ethereum is a solid second — and it has some powerful tricks up its sleeve. During this period Patricia would have invested $2,610 of her own money.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/mining-profit-calculator-for-video-card-gpu/">Mining Profit Calculator For Video Card Gpu</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>0 0001 Bitcoin to Brazilian Real or convert 0.0001 BTC to BRL</title>
		<link>https://onlinenursingdegreenow.net/0-0001-bitcoin-to-brazilian-real-or-convert-0-0001/</link>
		<comments>https://onlinenursingdegreenow.net/0-0001-bitcoin-to-brazilian-real-or-convert-0-0001/#comments</comments>
		<pubDate>Thu, 05 May 2022 16:58:28 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1365</guid>
		<description><![CDATA[<p>Content The Bitcoin and Cryptocurrency Mastery Bundle Learn to Short or Long Bitcoin and Trading BTC by Udemy Support Most of his classes only cost $11, but they still contain dozens of lectures and hours of video content. On trading platforms, the digit representing a tenth of a pip usually...
<p><a class="more-link" href="https://onlinenursingdegreenow.net/0-0001-bitcoin-to-brazilian-real-or-convert-0-0001/#more-1365">Read More</a></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/0-0001-bitcoin-to-brazilian-real-or-convert-0-0001/">0 0001 Bitcoin to Brazilian Real or convert 0.0001 BTC to BRL</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The Bitcoin and Cryptocurrency Mastery Bundle</a></li>
<li><a href="#toc-1">Learn to Short or Long Bitcoin and Trading BTC by Udemy</a></li>
<li><a href="#toc-2">Support</a></li>
</ul>
</div>
<p>Most of his classes only cost $11, but they still contain dozens of lectures and hours of video content. On trading platforms, the digit representing a tenth of a pip usually appears to the right of the two larger digits. Learn how to trade forex in a fun and easy-to-understand format. Browse other questions tagged transactions transaction-fees or ask your own question. A dedicated writer who shows her interest in writing all sorts of content about the cryptocurrency market in NewsCrypto. She is an enthusiastic reader and writer with passion for sharing crypto news and trends. Shiba Inu is a popular memecoin which was launched in 2020 as an ERC-20 token. It is compatible on both Ethereum blockchain and Binance Smart Chain . With greater advancements in the Shiba Inu ecosystem, the crypto community might continue to invest in Shiba Inu for the next 8 years and drive significant price rallies for the token. From the above chart, the Relative Volatility Index of Shiba Inu .</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="vi" dir="ltr">DOI  Kurs  Freitag, 22.07.2022</p>
<p>BTC 0,0001<br />USD 2,34<br />EUR 2,31<a href="https://twitter.com/hashtag/doichain?src=hash&amp;ref_src=twsrc%5Etfw">#doichain</a> <a href="https://twitter.com/hashtag/doi?src=hash&amp;ref_src=twsrc%5Etfw">#doi</a> <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://twitter.com/hashtag/dollar?src=hash&amp;ref_src=twsrc%5Etfw">#dollar</a> <a href="https://twitter.com/hashtag/euro?src=hash&amp;ref_src=twsrc%5Etfw">#euro</a> <a href="https://twitter.com/hashtag/kurs?src=hash&amp;ref_src=twsrc%5Etfw">#kurs</a> <a href="https://twitter.com/hashtag/preis?src=hash&amp;ref_src=twsrc%5Etfw">#preis</a> <a href="https://twitter.com/hashtag/price?src=hash&amp;ref_src=twsrc%5Etfw">#price</a> <a href="https://twitter.com/hashtag/freitag?src=hash&amp;ref_src=twsrc%5Etfw">#freitag</a> <a href="https://twitter.com/hashtag/friday?src=hash&amp;ref_src=twsrc%5Etfw">#friday</a> <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/cryptonews?src=hash&amp;ref_src=twsrc%5Etfw">#cryptonews</a> <a href="https://twitter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://twitter.com/hashtag/cryptocurrencies?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrencies</a> <a href="https://twitter.com/hashtag/krypto?src=hash&amp;ref_src=twsrc%5Etfw">#krypto</a> <a href="https://twitter.com/hashtag/kryptow%C3%A4hrung?src=hash&amp;ref_src=twsrc%5Etfw">#kryptowährung</a> <a href="https://twitter.com/hashtag/defi?src=hash&amp;ref_src=twsrc%5Etfw">#defi</a> <a href="https://twitter.com/hashtag/finance?src=hash&amp;ref_src=twsrc%5Etfw">#finance</a> <a href="https://twitter.com/hashtag/decentralized?src=hash&amp;ref_src=twsrc%5Etfw">#decentralized</a> <a href="https://t.co/8DAExHVrrU">pic.twitter.com/8DAExHVrrU</a></p>
<p>&mdash; Doichain (@doichain) <a href="https://twitter.com/doichain/status/1550421247032451072?ref_src=twsrc%5Etfw">July 22, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Once you&#8217;ve secured some Bitcoin, you&#8217;ll be able to purchase other coins, which usually don&#8217;t trade with USD. In cryptocurrency trading, it&#8217;s important to understand the fundamentals of the technology as well as the economics behind how prices are set. In this course, you can learn how to maximize your trades and develop a solid investment strategy. The PPS+ method is a mixed type of two payment schemes described above – PPS and PPLNS. When using such a payment model, mining poos charge transaction fees according to PPLNS, while the block reward is settled the same way as in PPS mode. Binance established its rights on the crypto market in 2017. Since then, the Binance ecosystem has been growing rapidly. Today, Binance is the biggest cryptocurrency exchange in the industry that offers a wide range of crypto products, including a Bitcoin mining pool. Data collected included baseline characteristics &#8211; age, gender, Eastern Cooperative Oncology Group Performance Status and co-morbidities reported using the Charlson Co-morbidity index .</p>
<h2 id="toc-0">The Bitcoin and Cryptocurrency Mastery Bundle</h2>
<p>We introduce people to the world of currency trading, and provide educational content to help them learn how to become profitable traders. We&#8217;re also a community of traders that support each other on our daily trading journey. This calculation is probably the easiest of all; simply multiply/divide the “found pip value” by the exchange rate of your account currency and the currency in question. We say “approximately” because as the exchange rate changes, so does the value of each pip move. Determine significant support and resistance levels with the help of pivot points. Similar survival benefit by treatment was seen in older and younger patients . TheNewsCrypto is an online media publication that helps to educate readers about news, exchanges, and markets in the crypto and blockchain industry. If Shiba Inu sustains major resistance levels and continues to be recognized as a better investment option among investors for the next 5 years, SHIB will rally to hit $0.0009. If Shiba Inu sustains major resistance levels and continues to be recognized as a better investment option among investors for the next 3 years, SHIB will rally to hit $0.0005. Moreover, the Moving Average of Shiba Inu is shown in the above chart.</p>
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<h3>Cash App Raises Minimum Bitcoin Withdrawal To 100,000 Sats &#8211; Bitcoin Magazine</h3>
<p>Cash App Raises Minimum Bitcoin Withdrawal To 100,000 Sats.</p>
<p>Posted: Thu, 22 Apr 2021 07:00:00 GMT [<a href='https://bitcoinmagazine.com/business/cash-app-raises-bitcoin-withdrawal-minimum' rel="nofollow">source</a>]</p>
</div>
<p>Just like PPS, a Full Pay Per Share pays rewards for each solved share. However, unlike Pay Per Share, FPPS covers transaction fees as well. A mining pool has to process a transaction to send it to your wallet. Each network charges different transaction fees, but once you find a mining pool that uses the FPPS payment scheme, you don’t need to pay any. Previously, individual Counterparty transactions were committed directly to the Bitcoin blockchain. This is very secure, but is impacted by Bitcoin’s 10 minute block times and per-transaction fees. The benefits of this are especially apparent when the amounts transacted are small, and/or performed frequently or on an on-going basis. Pay Per Share payment scheme is pretty obvious – a miner receives a reward for each share contributed. Read more about <a href="https://www.beaxy.com/faq/how-do-i-read-the-order-book/">stock order books</a> here. If a mining pool is unlucky and the block is not discovered, miners still get paid.</p>
<h2 id="toc-1">Learn to Short or Long Bitcoin and Trading BTC by Udemy</h2>
<p>Fast forwarding to the present, the number of transactions has been continuing to accelerate, and there is no sign of slowing down soon. More people are learning about Bitcoin and want to use it. But as Bitcoin grows in popularity, so does the need for a more reliable fee structure to deal with periods of congestion on the network. In a recent update to our web wallet, we implemented a dynamic fee structure. This may sound a little intimidating, but we think you’ll like it. In this post you’ll learn about our transition to a dynamic fee structure and what changes users need to know about. F2pool is a veteran of the industry and has a good reputation. The platform offers lots of cryptocurrencies, which are accompanied by tutorials.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="ro" dir="ltr"><a href="https://twitter.com/search?q=%24ETH&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ETH</a>: $0.41 &#8211; $4.49</p>
<p>    <a href="https://twitter.com/search?q=%24SOL&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$SOL</a>: $0.00022<br />        <a href="https://twitter.com/hashtag/SolanaNFTS?src=hash&amp;ref_src=twsrc%5Etfw">#SolanaNFTS</a>: $0.35 &#8211; $1.63</p>
<p>    <a href="https://twitter.com/search?q=%24AVAX&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$AVAX</a>: $0.03</p>
<p>    <a href="https://twitter.com/search?q=%24FTM&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$FTM</a>: $0.0001</p>
<p>    <a href="https://twitter.com/search?q=%24MATIC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$MATIC</a>: $0.01</p>
<p>    <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a>: $0.36</p>
<p>    <a href="https://twitter.com/search?q=%24XRP&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XRP</a>: 0.00000828</p>
<p>    <a href="https://twitter.com/search?q=%24XLM&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XLM</a>: $0.00000110</p>
<p>    <a href="https://twitter.com/search?q=%24ALGO&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ALGO</a>: $0.00040<br />      <a href="https://twitter.com/hashtag/AlgorandNFTs?src=hash&amp;ref_src=twsrc%5Etfw">#AlgorandNFTs</a>: $0.0007</p>
<p>&mdash; Gas (@gassssxyz) <a href="https://twitter.com/gassssxyz/status/1550417882684825601?ref_src=twsrc%5Etfw">July 22, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>You&#8217;ll gain a full theoretical and practical understanding of Bitcoin, and even get some of your own just by signing up. US investors looking for bitcoin or similar exposure to bitcoin may remember blockchain ETFs that make investments within the underlying generation of the cryptocurrency. As noted above, the minimum increase can likely be attributed to the increasing transaction costs on the Bitcoin network at large. On-chain bitcoin transaction fees have risen due to a combination of factors. Withdrawals of smaller amounts of bitcoin may have been costing Cash App significant amounts of capital. For the most part, the user experience of sending stays the same.</p>
<h2 id="toc-2">Support</h2>
<p>Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services. We may also receive compensation if you click on certain links posted on our site. While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products. Please don&#8217;t interpret the order in which products appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services. Please appreciate that there may be other options available to you than the products, providers or services covered by our service.<br />
<a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
Just like nobody owns the email technology, nobody owns the Bitcoin network. None of the sites linked here are endorsed by Bitcoin.com; users must do their own due diligence on any company / site linked to within this sub-forum. A practice guide for strumming along to the song &#8220;Zombie&#8221; by The Cranberries. 1 PDF and 1 Guitar Pro file of all 10 strumming patterns . On Oct 8, we informed all known anchors of this issue then updated the Stellar code base to remove this feature, as it <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> added unnecessary complexity for little value on a protocol level. This particular issue no longer exists on the Stellar network. Shiba Inu has been listed on many crypto exchanges which include Binance, Coinbase, ZB.COM, WhiteBIT, KuCoin, FMFW.io, and OKX. From the above chart, we can interpret that BTC, ETH, and SHIB are moving in a similar trend. This indicates that when the price of BTC and ETH increase or decrease, the price of SHIB also increases or decreases respectively.</p>
<h2 id="toc-3">Advanced Bitcoin Courses</h2>
<p>That is why major Bitcoin mining pools are located in China. Bitcoin mining pools are still in great demand, even in 2020. Changelly is always on guard to provide you with the latest learning materials about crypto essentials. Bitcoin is a digital currency first described in a 2008 paper by pseudonymous developer Satoshi Nakamoto, who called it an anonymous, peer-to-peer, electronic payments system. Bitcoin creation and transfer is based on an open source encryption protocol and is not managed by any central authority. Each bitcoin is subdivided into 100 million smaller units called satoshis, defined by eight decimal places.<br />
Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions. We may receive payment from our affiliates for featured placement of their products or services. We may also receive payment if you click on certain links posted on our site. We size up the 2 largest stablecoins on the crypto market – Tether and USD Coin – to see how they compare. Find out which cryptocurrency exchange is better for beginners, Binance.US or Bittrex. Find out which cryptocurrency exchange is better between eToro and Crypto.com. Buy, send and convert from 27 currencies in seconds, all on one platform.<br />
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width="300px" alt=".0001 btc"/><br />
The only noticeable change will be that the fee value will fluctuate for individual transactions, depending upon the transaction size, and network conditions. During a period of unusually high network activity, users will see a “high fee” warning when sending. Dynamic fees work to detect changes in network volume and will raise or lower transaction fees accordingly. This means that the same transaction may require a higher fee during a period of network congestion, or a lower fee if sent during a period of decreased activity.<br />
The platform was introduced on November 27, 2010, by Satoshi Labs. This fact makes Slush pool the oldest Bitcoin mining in the industry. In the summer of 2017, the site became the leader in Bitcoin mining. After the Bitcoin fork, BCH appeared, and Antpool shifted part of its capacity to Bitcoin Cash, which led to Slush Pool’s leadership. In 2018 Slush Pool ranked third for the share of production of the first cryptocurrency. A mining pool is a united group of miners who share their computational resources over the network in order to find the next block and get a reward. Mining might be costly in terms of electricity and equipment costs. With combined hashing power, miners manage to find new blocks efficiently and in a much  cheaper way. Compare cryptocurrency exchanges by fees, fiat currencies and deposit methods to find the right fit for your needs. Finally, You can watch LIVE.0001 BTC to USDfluctuating price in Real Time with our latest updated and accurate Live Currency Converter.</p>
<p>Shiba Inu exists as a potential contender to the largest memecoin, Dogecoin and thus, it is called the DOGE killer. The network is working on launching its new Defi project, Shibarium Financial Ecosystem . SHIBFE is followed by the launch of its native stablecoin project, SHI. Size, extent, how it operates, and a little bit about the economics of this market. BTC is ISO code of Cryptocurrency Bitcoin, official currency in World. Join Dollar Flight Club for the Cheapest Flight Deals on the Web. Investors looking to gradually grow wealth may opt for index-based mutual funds and trade finance .<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt=".0001 btc"/><br />
Bookmark ⭐ this webpage to Quickly Revisit everyday to take a look at Greed and Fear Index before entering into the market. It seems that BTS is currently on a wave 2 from Elliot wave. On lower time frames Stoch RSI seems to get an uptrend and on 1d + 3d it seems to reset. A good entry would be under 6h cloud and a good sell would be at key fib points. IndieSquare Wallet encrypts user’s private keys securely in the users smartphone with the option of doubly encrypting with a password of the user’s choice. IndieSquare wallet utilizes the bip39 standard allowing you to import/recover your funds in other wallets. This includes his most popular offering, The Complete Bitcoin Course. Nearly all forex brokers will work all this out for you automatically, but it’s always good for you to know how they work it out. For every .0001 pip move in USD/CAD from the example above, your 10,000 unit position changes in value by approximately 1.24 NZD. So, for every .01 pip move in GBP/JPY, the value of a 10,000 unit position changes by approximately 1.27 USD.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt=".0001 btc"/><br />
F2pool was founded in 2013 and since then has grown into one of the biggest pools the cryptocurrency market can offer. The crypto newcomers will be glad to know that it provides tutorials on each coin offered for mining at f2pool. This is great news for those who are just starting to make their first steps. F2pool enables you to mine other popular cryptocurrencies like LTC, ETH, ZEC, XMC, and many others. Being the largest mining pool at the moment, f2pool has nodes all over the world, providing miners from different countries with a flawless experience. A user should do his/her own research in order to select the one that suits best. Sometimes, a miner joins a mining pool without learning all the details closely. For example, different pools charge different transaction fees or offer various payment methods for payouts. We’ve tried to provide you with essential information about each pool mentioned in the list, yet this does not mean we’ve observed everything.</p>
<ul>
<li>ViaBTC introduces an all-in-one mobile application for iOS and Android devices so the users can monitor cryptocurrencies’ hashrate in real-time.</li>
<li>Moreover, the Moving Average of Shiba Inu is shown in the above chart.</li>
<li>In cryptocurrency trading, it&#8217;s important to understand the fundamentals of the technology as well as the economics behind how prices are set.</li>
<li>Transaction fees when you engage in everyday Bitcoin business.</li>
</ul>
<p>Once you decide to join it, you will be asked to provide the address of your cryptocurrency wallet. In this way, when the mining of a particular crypto asset will be finished, a pool will transfer a sum right into your digital wallet. As mentioned above, the biggest bitcoin mining pools are located in China for “electric bills” reasons. However, a significant part can also be found in the USA, Russia, etc. We are going to observe the most popular and trustable ones. By taking this course you’ll explore cryptocurrency trading on a practical level, with step-by-step instructions from a trader&#8217;s perspective guiding you through the entire process. This course embodies the ethos of learning by doing, as you’ll witness live trades, and then get to open your own trades confidently by course&#8217;s end. Whatever stage you&#8217;re at on your cryptocurrency and blockchain journey, Ravinder will be your helpful guide. The coin was originally introduced to be used for payments that are not subject to government oversight, transaction fees, or delays in transfers – unlike traditional currencies Mandatory .<br />
RSI is showing a bullish divergence from the chart making lower lows and higher lows on the the RSI. Previous bullish divergence back in Oct had a 680% price increase over&#8230; Send and receive Bitcoin, Ethereum see your transaction history and managed your assets within different HD addresses. You will be gaining a whole host of practical experience with Bitcoin, as well as theoretical within this course, and that’s going to start from the very first section. So you’ll be jumping straight into the deep end within the first part of this course. Click on the &#8220;Group converter&#8221; link to convert a group of numbers all at one time.<br />
Buy crypto at the best rates on the crypto market and pay with your native currency – Changelly accepts over 50 fiat currencies. Just like in other crypto sectors, Binance Pool managed to succeed. It allows users to mine blocks for blockchains built on the SHA-256 hashing algorithm and Ethash. Binance pool is not as big as others, yet it provides native UX/UI, which is recognizable by users. A relatively new pool was developed by a Chinese company Chengdu Wanyou Computing Technology, in 2018. Since then, 1THash has continued to grow and evolve, turning into a popular platform. It is a Bitcoin-oriented mining pool, so developers can concentrate solely on improving user’s interaction with Bitcoin mining. BTC.com takes 13.6% of hashrate within the Bitcoin network. BTC.com mining pool is run by a Chinese-based giant company Bitmain which is also behind Antpool and Antminer ASICs. Currently, it is the best crypto mining pool in terms of the number of supported currencies.</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Decoding Crypto: Top 25 Crypto Terms You Need to Know &#8211; Nasdaq</h3>
<p>Decoding Crypto: Top 25 Crypto Terms You Need to Know.</p>
<p>Posted: Mon, 13 Sep 2021 07:00:00 GMT [<a href='https://www.nasdaq.com/articles/decoding-crypto%3A-top-25-crypto-terms-you-need-to-know-2021-09-13' rel="nofollow">source</a>]</p>
</div>
<p>At current exchange rates, (1 BTC is worth about $54,785 at the time of this writing), this new 100,000 sat withdrawal minimum is equivalent to $54.79. A raise to the Cash App bitcoin withdrawal minimum suggests increasing transactions and fees were becoming a burden. We’re always looking for ways to improve how our users can send and receive Bitcoin. Lately, there’s been a good deal of congestion on the Bitcoin network, and with this we’ve seen unusual delays for some transactions. Beyond established coins like Bitcoin, Litecoin, and Ethereum you may have also heard of newer coins, like Ripple , OmiseGO , or VeChain . There are lots of coins to choose from, with Initial Coin Offerings going up every day. But it can be hard to tell whether a project truly has potential, or whether it&#8217;s just a scamcoin (unless of course, you&#8217;re looking intoPonziCoin, which is overtly both).<br />
The number of countries that mine the most Bitcoins directly correlates with the electricity bills. As we’ve already told you, China provides the cheapest electricity alongside access to top-notch hardware and software. Therefore, it is no surprise that the vast majority of Bitcoin mining pools are located in China. Changelly provides different payment methods, including bank cards , bank transfers, and Apple Pay.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/0-0001-bitcoin-to-brazilian-real-or-convert-0-0001/">0 0001 Bitcoin to Brazilian Real or convert 0.0001 BTC to BRL</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>Convert Pounds Sterling GBP and United States Dollars USD</title>
		<link>https://onlinenursingdegreenow.net/convert-pounds-sterling-gbp-and-united-states/</link>
		<comments>https://onlinenursingdegreenow.net/convert-pounds-sterling-gbp-and-united-states/#comments</comments>
		<pubDate>Tue, 26 Apr 2022 14:24:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

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		<description><![CDATA[<p>Content Data producers six bits GET STARTED WITHBITCOIN TODAY! After all, Twitch is the place you can place all your creativity into. Play games your own way, or do things better than anyone else in the niche. By clicking “Get Bits” in the lower-right corner of the stream window you’ll...
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<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/convert-pounds-sterling-gbp-and-united-states/">Convert Pounds Sterling GBP and United States Dollars USD</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Data producers</a></li>
<li><a href="#toc-1">six bits</a></li>
<li><a href="#toc-3">GET STARTED WITHBITCOIN TODAY!</a></li>
</ul>
</div>
<p>After all, Twitch is the place you can place all your creativity into. Play games your own way, or do things better than anyone else in the niche. By clicking “Get Bits” in the lower-right corner of the stream window you’ll have an ad pop up for you, and you get up to 100 bits per ad watched! Twitch bits form the links of this ever-growing platform, and having firm knowledge of how Twitch bits correspond to real-life currency represents the basis of every aspiring streamer out there. With more than 1 trillion minutes of streaming watched over the last 12 months alone, Twitch is experiencing an unprecedented growth spurt. Just over 80 percent of Twitch users are male with female around 20 percent. More than 50 percent of Twitch gamers are between the ages of 18 and 34. A viewer can accumulate these bits through a few different ways, the most common among which is by purchasing them on Twitch’s platform. There are also a couple of ways to acquire them for free.</p>
<p>Making a lot of money on Twitch is by no means an easy task, however it is achievable. Twitch is bigger than it’s ever been before, so it’s never too late to try it yourself. It won’t be quite so easy for others, however, as finding viewers can sometimes be a struggle, especially in Twitch’s current overcrowded state. Meanwhile, reaching Partner status is arguably far more difficult. In order to become truly successful on Twitch, you must possess love for streaming beyond the money-making aspect, and also be willing to put forth effort to constantly improve yourself. Whether or not it may be worth becoming a Twitch streamer entirely depends on you, how much you really want to stream, and the reasons that motivate you to become a streamer.</p>
<h2 id="toc-0">Data producers</h2>
<p>Although he also has three tiered Twitch subscription options set up, his Patreon gives him an additional avenue to monetize his Twitch channel. For example, take a look at how MuTeX has his profile set up. He’s created several panels with links to other social media, their subscription options, and a donate button for Twitch followers who want to support their channel. You can set up this option through a third-party company. Set up a donate button on your account through PayPal, or use a service like Streamlabs to set up a tip page and start getting extra money through tips and donations on your Twitch channel.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">For 99 dollars I really hope they added bits from Last of us 2 into there like how they got to Jackson &amp; what happened leading up to where it began in LOU2. But I have to say, the graphics are AMAZING for the remake! It will be even better on the PS5</p>
<p>&mdash; Mandee 🦋 (@MandeeDiro) <a href="https://twitter.com/MandeeDiro/status/1535285653881200641?ref_src=twsrc%5Etfw">June 10, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>During colonial days &#8212; that is, when there were 13 English colonies in North America &#8212; English royal law made is illegal for colonists to possess or use coins of any kind. Colonists were expected to ship any coins to England, supposedly to pay for manufactured goods received by the colonists from the motherland. During this time, the Continental Congress of the United States issued paper money for the colonists to use when trading among themselves. Just like in real life, viewers can donate money to Twitch streamers in the form of &#8220;bits.&#8221; On average, they are worth $0.01 each. Yes, just like any other earned income, Twitch streamers must report it to the IRS. This includes money earned from ads, donations, tips, sponsorships and any other revenue source. Twitch streamers also file as independent contractors, which means they pay the full tax instead of splitting it with an employer. Another Twitch Affiliate perk is Twitch Bits, a form of virtual currency that viewers send streamers to “cheer” for them while they’re streaming live. Streamers receive 1¢ for each Bit they receive during a stream. As a beginner,  you aren’t able to set up subscription tiers yet, but you can still receive donations from people watching your video streams.</p>
<h2 id="toc-1">six bits</h2>
<p>Once streamers start to bring in revenue, Twitch pays out to content creators every 15 days—as long as there is more than $100 in their account. Otherwise, Twitch streamers have to wait until they’ve earned $100 to receive a payout. Twitch has a few convenient ways for users to earn bits, too. Users can sign up to regularly buy more bits so they don&#8217;t have to worry about constantly buying new batches of bits. Twitch also has an option to watch ads in exchange for a couple bits. Although ads don&#8217;t offer a ton of bits all at once, they&#8217;re an easy, affordable way to earn some bits to give to streamers. They&#8217;re an accessible way of donating directly to streamers that also allow users a lot of self-expression by pairing bits with messages and emotes. Any regular Twitch viewer should consider picking up a couple bits and showing some love to their favorite creators. 500 bits are in fact $5.00 that a user can send to a streamer they like, but to buy 500 bits, a user has to pay Twitch $7.00. It&#8217;s worth nothing that Twitch bit values and prices vary a little bit based on international currencies, but the value of bits in United States dollars is pretty stable.<br />
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" width="307px" alt="bits into dollars"/><br />
5 bits for visitors new to the Crystal Empire, 2 bits for friends of Princess Twilight Sparkle; 7 bits for local ponies. Some ponies are seen purchasing a bottle for 1 bit, Granny Smith buys one for 4 bits, and other background ponies for 3 or 4 bits, and &#8220;the whole &#8221; for a bag full of bits. Larry&#8217;s Comics and Jetpack Comics exclusive covers RE of Issue #5 depict Pound Cake and Pumpkin Cake Equestria postage stamps each denominated with the value of 5 bits. Cover D of Issue #1 depicts Apple Bloom holding on to a bunch of balloons next to a sign reading, &#8220;Balloons&#8221;, &#8220;2 bits&#8221;, and &#8220;Will trade for Cutie Mark&#8221;. In Friendship University, Flim and Flam have an  entire mountain of bits appropriated from their students. In Once Upon a Zeppelin, Iron WIll&#8217;s parachute has a picture of him in a pile of bits. In A Royal Problem, bits appear in a dream of Flim and Flam.</p>
<p>When it comes to making money online, building an audience through Twitch streaming is a promising path to success. Twitch is a popular livestreaming platform where viewers can watch their favorite content creators play video games or create other forms of entertainment—from ASMR audio to “just chatting” videos. The more viewers your livestreams bring in, the more money you can earn—some streamers make thousands of dollars each month from monetizing their Twitch channels. Because there was no 1-bit coin, a dime (10¢) was sometimes called a short bit and 15¢ a long bit. A great way for both viewers and streamers to show support to their fellow and favored channels online, Twitch Bits are a highly popular and vastly growing in-stream currency. From gifs to emojis, cheermotes to gem icons, the possibilities are endless when it comes to this inclusive online community. Twitch has facilitated streamers to not only showcase their skills but also earn at the same time. Are you an emerging streamer and want to start earning bits by bits too? Read our complete guide on how you can also start earning through Twitch. At any given time, there are more than 2 million people watching Twitch streams on more than 125,000 concurrent broadcasting channels!</p>
<p>Partners are invited to join upon application, and not everyone receives the illustrious invitation. Of course, you don&#8217;t want to do this too often or you&#8217;ll turn your viewers off. Advertisement earnings are based on cost per 1,000 views. You&#8217;ll also make more money per stream, and you have the option to add on other options, such as selling merchandise. Get free online marketing tips and resources delivered directly to your inbox. Broadcast regularly; having recurring, frequent broadcasts will make your stream look more valuable to potential partners. There are those who are lucky or clever enough to possess dollars. This, in turn, caused the devaluation of the peso in the black market, aggravating inequities between those with access to dollars and those without. Thus, the largest firms control a disproportionately large share of the construction dollar, and a good share of that is coming from international sources.</p>
<h2 id="toc-3">GET STARTED WITHBITCOIN TODAY!</h2>
<p>A Lewes pound is a local currency used in Lewes, East Sussex, United Kingdom, as part of an initiative to encourage consumers to shop locally. The BMD is the abbreviation for the currency symbol for the Bermudian dollar, which is often written out as BD$. The Gibraltar pound is the official currency for the country of Gibraltar. The offers that appear in this table are from partnerships from which Investopedia receives compensation. This compensation may impact how and where listings appear. Investopedia does not include all offers available in the marketplace.</p>
<p>We use the CryptoCompare Price Index for every USD, CAD, EUR, and GBP conversion. Let me know if you have any questions or suggestions for improving the Bitcoin converter. Of course, in order to make that much, you’ve got to build up a somewhat large following which is no easy task. Streamers with far less followers will make significantly less money and all ad revenue is also split with Twitch. Experience your first streaming session, at zero costs? Here’s your chance to stream on Twitch with our free gamer trial subscription.</p>
<p>However, many people like myself would gladly trade the fees if we got money instantly from Twitch. A chat message that utilizes Bits, Cheering is a great way to emote and amplify your voice across the highly popular digital platform. With a number of purchasing discounts available that are reflective of the number of Bits you purchase (i.e. 8% discount for 5,000 and 10% for 10,000), there’s a payment option for every need. When the twitch streamer is streaming, the viewers can cheer him up using Bits. Like if he donates 1000 Bits, it will cost him $10 as 1000 bits are equals $10. Once the viewer cheers the streamer using bits, he can now participate in the chat on a circumstantial gamer’s chat channel. Twitch is online live-streaming platform that focuses on video game live-streams. In fact, dozens of gamers have earned a lot of money streaming video games on Twitch.</p>
<p>While most Twitch streamers generally strive to make it big, it’s also possible to make a living as a small Twitch streamer. So in short, no, streamers do not get paid solely for views although their view count will heavily weigh into how much money they make. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. You can also remove cheer benefits such as custom bit badges, cheermotes, appearing on stream, and so forth. So you really don’t have to do anything to enable bits on your Twitch channel. Twitch bits are enabled by default for all affiliates and partners on Twitch.</p>
<ul>
<li>Include them in your content frequently, give shoutouts, form a loyal follower base.</li>
<li>Plus, it’s virtually impossible to make money from sponsorships or merchandise until you have a large following.</li>
<li>In Discordant Harmony, Discord materializes large amounts of bits out of thin air to pay for tea party supplies from a teashop salespony, a judgy clerk pony, and Cherry Fizzy.</li>
<li>In this guide, you’ll learn about the 10 different ways to make money streaming.</li>
<li>This might not sound like much, but it can add up over time as your viewership grows.</li>
</ul>
<p>Because there was no one-bit coin, a dime was sometimes called a short bit and 15c a long bit. Your cheer bits will be donated to the streamer along with the custom Cheermote and the text you typed. If you don’t have a budget but still want to support your streamers, read along till the end as there is a separate section for earning Twitch Bits for free. Everyone loves being supported by fans and one of the ways to make sure the streamers create engaging content is by giving donations. Here are some of the reasons why you should donate to hardworking streamers worldwide. Include them in your content frequently, give shoutouts, form a loyal follower base. Be a streamer you yourself would watch in your free time. The charm Twitch bits have lied in the fact that you’re not actually giving streamers money, at least not directly. You can also get Twitch Bits for free by completing short surveys. Twitch Research Power Group, abbreviated as TwitchRPG is an official center for surveying different streamers.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a><br />
In Viva Las Pegasus, bits are used by the customers of Gladmane&#8217;s casino. In Daring Don&#8217;t, Dr. Caballeron steals a magical ring from Daring Do in the hopes of selling  it to her greater nemesis Ahuizotl. Later in the episode, Daring Do disguises herself and attempts to &#8220;buy&#8221; the ring back from Dr. Caballeron with a large bag of bits. Dr. Caballeron initially complies to this trade before a furious Ahuizotl appears for the ring, and Caballeron drops the ring and runs away with the bag. In the opening of Sleepless in Ponyville, Rainbow Dash is seen holding two bits before flying off-screen. In her vision, Berryshine buys a basket of apples for eight bits at her apple stall. Then this list of over 25 of the best passive income apps may be just what you&#8217;re looking for. Sponsorships are the one way Partners make much more than Affiliates. Getting paid to advertise a company&#8217;s product or play their game certainly makes it worth it to be a Partner. As we mentioned above, becoming a Twitch Partner isn&#8217;t a &#8220;sure thing.&#8221; Anyone can become an Affiliate if you meet the above guidelines.</p>
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<h2>Is Pokimane a Millionaire?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Pokimane&apos;s net worth is estimated to be between $2-3 million. The majority of her net worth comes from her content creation career on both Twitch and YouTube, with revenue sourced from donations, ads, sponsored streams, and sponsored deals.</p>
</div></div>
</div>
<p>Networking and supporting other ambitious and popular streamers is a great way to generate new opportunities. Bits are essentially virtual cheers or tips — viewers give them to streamers in the chat when they enjoy the stream and want to support the creator. For starters, you can’t make money from subscriptions, Twitch Bits, game sales, or ads until you become a Twitch Affiliate or Partner. Plus, it’s virtually impossible to make money from sponsorships or merchandise until you <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> have a large following. In The Lost Treasure of Griffonstone, griffons are shown to use bits as currency like ponies do, and are said to have greedily hoarded bits since ancient times. Pinkie Pie and Rainbow Dash bring several bits with them during their visit to Griffonstone at Twilight Sparkle&#8217;s recommendation that griffons always help those who share their wealth. On the train ride to Griffonstone, Pinkie wastes an entire bag full of bits on a cart of candy from a conductor.</p>
<div style='border: grey solid 1px;padding: 13px;'>
<h3>Maserati Announces Track-Only MC20 With 740 Horsepower &#8211; Torque News</h3>
<p>Maserati Announces Track-Only MC20 With 740 Horsepower.</p>
<p>Posted: Fri, 22 Jul 2022 19:53:00 GMT [<a href='https://www.torquenews.com/15975/maserati-announces-track-only-mc20-740-horsepower' rel="nofollow">source</a>]</p>
</div>
<p>If you’re interested in learning more about Twitch donations, we’ve got you covered in the article here. Twitch has an automated payment system that keeps the money for 15 days before paying it to you. For affiliates, you can only initiate a withdrawal request after you have hit the mark of $100 on your earning dashboard. Post 15 days of that mark, your money is paid to you. TwitchRPG is Twitch’s research arm that helps create a better community for both the viewers and streamers. Simply signup on the site, vote on new emotes, take surveys and more to earn free Twitch bits. TwitchRPG surveys reward around500 Free Bits per survey. You can also earn some pretty sweet badges to highlight your support of your favorite streamers community. English banknotes were created during the rule of King William III after he started the Bank of England in 1694.</p>
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<h3>THE WOLF STREET REPORT: US Dollar Exchange Rates and Inflation – What&#8217;s Next? &#8211; WOLF STREET</h3>
<p>THE WOLF STREET REPORT: US Dollar Exchange Rates and Inflation – What&#8217;s Next?.</p>
<p>Posted: Sun, 10 Jul 2022 07:00:00 GMT [<a href='https://wolfstreet.com/2022/07/10/the-wolf-street-report-us-dollar-exchange-rates-and-inflation-whats-next/' rel="nofollow">source</a>]</p>
</div>
<p>Investors lost billions of dollars in the stock market crash. Try out a BCH to BTC conversion and see how much extra value you may have lying around in your old Bitcoin wallets. Read more about <a href="https://www.beaxy.com/glossary/satoshi-sats/">satoshi sats</a> here. Please let me know if you want me to add a feature or if you have any ideas for how I can improve this Bitcoin converter. If you are willing to put in a lot of additional work outside of simply playing games and can accept that you may not make a living wage overnight, then you should go for it. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. It is actually not possible to disable bits on Twitch.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>Do streamers keep all the bits?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Subscribe to Streamers Playbook!</p>
<p> And each bit is worth about $0.01 to a streamer and so that means Twitch takes roughly 30% right off the top. Luckily, Twitch does not take anything from bits that are donated to streamers and so it is only the users initial purchase that Twitch is taking a cut from.</br></br></p>
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<p>Earned $1 million for a few hours of gaming as part of EA’s Apex Legends launch. Click on the dropdown to select THB in the first dropdown as the currency that you want to convert and USD in the second drop down as the currency you want to convert to. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/convert-pounds-sterling-gbp-and-united-states/">Convert Pounds Sterling GBP and United States Dollars USD</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>42493 47 Bitcoin Btc To Us Dollar Usd</title>
		<link>https://onlinenursingdegreenow.net/42493-47-bitcoin-btc-to-us-dollar-usd/</link>
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		<pubDate>Fri, 15 Apr 2022 13:39:14 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

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		<description><![CDATA[<p>CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. The process of requiring network contributors to dedicate time and resources to...
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<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/42493-47-bitcoin-btc-to-us-dollar-usd/">42493 47 Bitcoin Btc To Us Dollar Usd</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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				<content:encoded><![CDATA[<p>CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. 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.</p>
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" width="302px" alt="btc rate to dollar"/></p>
<p>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. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity .</p>
<p>
<h2>How To Exchange Bitcoin Btc To Us Dollars Usd?</h2>
</p>
<p>Verify your identity and credit card, provide necessary data to complete the transaction. Enter the number of bitcoins you have, and watch their value fluctuate over time. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price. Using a blockchain ensures security and manages digital relationships as part of a system of record. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top right corner of this page. Sign up for an account in minutes to buy crypto using credit card or bank transfer. 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. Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="btc rate to dollar"/></p>
<p>Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. The huge breakthrough moment was the first exchange of digital currency on the exchange. On October 12, 2009, USD/BTC transactions were made and 5,050 Bitcoins were purchased for 5 dollars and 2 cents. The first rationalization of cryptocurrencies, although symbolic, revolutionized the perception of BTC in the eyes of numerous investors. Another further milestone in the history of digital currencies was the purchase of the first material property. May 22, 2010 is commonly called the &#8220;Bitcoin Day of Pizza&#8221;, or the worst investment in the history of cryptocurrencies. The transaction took place in the city of Jacksonville, Florida. The live price of BTC is $ 38,573.92 per (BTC / USD) today with a current market cap of $ 733.79B USD. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets.</p>
<p>
<h2>How Is Bitcoin Btc Different From Bitcoin Cash Bch?</h2>
</p>
<p>They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks.</p>
<p>There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. 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>
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<h2>Who has the most bitcoin?</h2>
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<p>Who is the wealthiest person in cryptocurrency? According to the Bloomberg Billionaire Index, Changpeng Zhao—founder of cryptocurrency exchange Binance—is estimated to be worth $96 billion, making him the richest person in cryptocurrencies.</p>
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<p>After three years, however, the foundation eventually ran out of cash and was dissolved. There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain. Cryptoassets are unregulated in some EU countries and the UK. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender.</p>
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<h2>Buy Btc</h2>
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<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 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. Although HODLers will probably not notice a big impact, Taproot could become a key milestone to equipping the network with smart contract functionality. In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching to Taproot addresses primarily. If adopted by users, Taproot could, in the long run, result in the network developing its own DeFi ecosystem that rivals those on alternative blockchains like Ethereum. Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market. Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use. Live tracking and notifications + flexible delivery and payment options.</p>
<p>The total dollar value of all transactions for this asset over the past 24 hours. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021. Deposit crypto to our exchange and trade with deep liquidity and low fees. 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. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX. Some of the top crypto hot wallets include Exodus, Electrum and Mycelium. What exactly are governments and nonprofits doing to reduce Bitcoin energy consumption?</p>
<p>And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. The Binance Refugee Crypto Card will serve users of the exchange from Ukraine who are escaping Russia&#8217;s war by moving to other European countries. CEX.IO LTD serves residents throughout countries all over the world in which it operates. Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. Read interesting news and articles about trading on INFO EXMO.</p>
<p>In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. The answer is simple — the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price will soon return <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to the previous level. You can use Bitcoin to send money to anyone via the Internet with no middleman. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors.</p>
<p>The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver without banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place. Every time anyone buys or sells bitcoin, the swap gets logged. So if you want to withdraw them, you can do it any time by using different payment instruments. Say, if you need to send funds to your card, you can exchange crypto for fiats .</p>
<p>Check live rates, send money securely, set rate alerts, receive notifications and more. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. If you’re a CEX.IO customer, you just need a debit card or credit card.</p>
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<h2>Exchange</h2>
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<p>At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Bitcoin is secured with the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features. Bitcoin is a decentralized cryptocurrency originally described in a 2008 whitepaper by a person, or group of people, using the alias Satoshi Nakamoto. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes.</p>
<p>This results in multi-signature transactions looking the same as regular transactions or more complex ones. By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones. Furthermore, some who defend Bitcoin argue that the gold and banking sector — individually — consume twice the amount of energy as Bitcoin, making the criticism of Bitcoin’s energy consumption a nonstarter. Moreover, the energy consumption of Bitcoin can easily be tracked and traced, which the same cannot be said of the other two sectors. Those who defend Bitcoin also note that the complex validation process creates a more secure transaction system, which justifies the energy usage. Over the past few decades, consumers have become more curious about their energy consumption and personal effects on climate change. When news stories started swirling regarding the possible negative effects of Bitcoin’s energy consumption, many became concerned about Bitcoin and criticized this energy usage.</p>
<p>Thus, the data structure keeps the strict chronological order. Additionally, the system used private keys or digital signatures to sign the document. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. Margin Trading Trade digital assets with leverage on CEX.IO Broker. Bitcoin initially grew in part because it promised freedom from government-issued centralised authorities. Over the years though, it has developed into an asset class that many serious investors also have in their portfolios, and not just people who are following its digital ideals.</p>
<p>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. It has managed to create a global community and give birth to an entirely new industry of millions of enthusiasts who create, invest in, trade and use Bitcoin and other cryptocurrencies in their everyday lives. The emergence of the first cryptocurrency has created a conceptual and technological basis that subsequently inspired the development of thousands of competing projects. These are the average exchange rates of these two currencies for the last 30 and 90 days. But even for those who don&#8217;t discover using their own high-powered computers, anyone can buy and sell bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins. 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.</p>
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<h2>Can I buy Bitcoin with 1 dollar?</h2>
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<p>Another app that let you invest as little as $1 is WeBull. This platform enables users to trade Bitcoin, Dogecoin, Bitcoin Cash, Ethereum, Ethereum Classic, Litecoin, ZEC and XLM.</p>
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<p>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. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. Major equity markets in Asia have declined significantly in recent months, and bitcoin has followed a similar pattern. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash. Since hashes are completely random, it’s just a matter of trial and error until one miner is successful. No more bitcoin can be created and units of bitcoin cannot be destroyed. Holders who store their own bitcoin have complete control over it.</p>
<p>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. The crypto you bought will appear on your account immediately. So, if you still don’t have an account on CEX.IO, you can easily register here. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. The exchange rate that BitPay has calculated for every payment is disclosed on the payment request by clicking on the circular “” icon in the upper right corner. Options added for millibitcoins, and 3 new cryptocurrencies. A weighted average price of these markets is shown by default (based on 24-hour trade volume).</p>
<p>As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. The most popular wallets for cryptocurrency include <a href="https://www.beaxy.com/exchange/btc-usd/">btc rate to dollar</a> 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. The top crypto is considered a store of value, like gold, for many — rather than a currency. The anonymous nature of cryptocurrencies attracts scammers and bad actors.</p>
<p><a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p>The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. The worst day to change Bitcoin in US dollars was the Tuesday, 20 July 2021. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction.</p>
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<h2>Is bitcoin a good investment?</h2>
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<p>The high liquidity associated with bitcoin makes it a great investment vessel if you&#8217;re looking for short-term profit. Digital currencies may also be a long-term investment due to their high market demand. Lower inflation risk.</p>
</div></div>
</div>
<p>The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. 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. The initial idea was in creating a storage system where documents are protected from unauthorized changes. One of the possible solutions was a system where document timestamps could not have tampered with. Every record included the hashes of previous records’ certificates.</p>
<p>
<ul>
<li>The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.</li>
<li>We also seek to ensure that our exchange rates are competitive.</li>
<li>To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page.</li>
<li>That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement.</li>
<li>Some of the top crypto hot wallets include Exodus, Electrum and Mycelium.</li>
</ul>
<p>Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Now you can send money to the generated address, or just copy the address link and send it to the user from who you are waiting for the funds from. When you click the Exchange button, you will create a market order for your trading pair. Therefore, the exchange will not be instant and the final price may be different. The crypto amount quoted is based on the current rate and is not final. Depending on the order type and market changes, the final price may be different. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment.</p>
<p>As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible. But with more bitcoins in circulation, people also expect transaction fees to rise, possibly making up the difference. We also factor market depth into our exchange rates, which means that the demand liquidity for a given cryptocurrency can vary based on the size of the order. Adjustments for market depth are usually only noticeable on very large invoices. Although mining and exchanging are questionable in terms of legality, it is known to be legal for users who exchanges bitcoins for goods and services.</p>
<p>Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. Przemysław Kral is set to discuss cryptocurrencies starting from April 7. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more. We hope that the new LIVE CRYPTO PRICE charts are a useful addition to Binance.com. Insert the following html on any of your pages if you would like to share the addition.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Loomdart why don&#8217;t trade apecoin just like beaxy coin launch</p>
<p>&mdash; inversebrah fan acc.XBT (@BabuGG7) <a href="https://twitter.com/BabuGG7/status/1504741220954030082?ref_src=twsrc%5Etfw">March 18, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>At Bitcoin price today in mid-September 2021, those pizzas would be worth an astonishing $478 million. This event is now known as “Bitcoin Pizza Day.” In July 2010, Bitcoin first started trading, with the Bitcoin price ranging from $0.0008 to $0.08 at that time. The live Bitcoin price today is $38,605.97 USD with a 24-hour trading volume of $30,617,005,992 USD. The current CoinMarketCap ranking is #1, with a live market cap of $734,399,022,745 USD. It has a circulating supply of 19,022,937 BTC coins and a max.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/42493-47-bitcoin-btc-to-us-dollar-usd/">42493 47 Bitcoin Btc To Us Dollar Usd</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>Bitcoin Price Tracker Btc</title>
		<link>https://onlinenursingdegreenow.net/bitcoin-price-tracker-btc/</link>
		<comments>https://onlinenursingdegreenow.net/bitcoin-price-tracker-btc/#comments</comments>
		<pubDate>Tue, 15 Feb 2022 17:11:01 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1347</guid>
		<description><![CDATA[<p>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. Up until July 2017, bitcoin users maintained a common set of rules for the cryptocurrency. On 1 August 2017 bitcoin split into two derivative digital...
<p><a class="more-link" href="https://onlinenursingdegreenow.net/bitcoin-price-tracker-btc/#more-1347">Read More</a></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/bitcoin-price-tracker-btc/">Bitcoin Price Tracker Btc</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>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. Up until July 2017, bitcoin users maintained a common set of rules for the cryptocurrency. On 1 August 2017 bitcoin split into two derivative digital currencies, the bitcoin chain with 1 MB blocksize limit and the Bitcoin Cash chain with 8 MB blocksize limit. In early February 2014, one of the largest bitcoin exchanges, Mt. Gox, suspended withdrawals citing technical issues. By the end of the month, Mt. Gox had filed for bankruptcy protection in Japan amid reports that 744,000 bitcoins had been stolen.<br />
The founders were Gavin Andresen, Jon Matonis, Patrick Murck,Charlie Shrem, and Peter Vessenes. After a May 2020 YouTube documentary pointed to Adam Back as the creator of bitcoin, widespread discussion ensued. The real identity of Satoshi Nakamoto still remains a matter of dispute. An Internet search by an anonymous blogger of texts similar in writing to the bitcoin whitepaper suggests Nick Szabo&#8217;s &#8220;bit gold&#8221; articles as having a similar author. Nick denied being Satoshi, and stated his official opinion on Satoshi and bitcoin in a May 2011 article. Virtual currency is a digital representation of value in purely electronic form. El Salvador became the first country to make Bitcoin legal tender on September 7, 2021. Fiat currency is issued by a government and not backed by any commodity, but rather by the faith that individuals and governments have that others will accept that currency. Full BioPete Rathburn is a freelance writer, copy editor, and fact-checker with expertise in economics and personal finance.</p>
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<h2>Is Bitcoin rising in 2021?</h2>
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<p>Bitcoin (BTC) price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter.</p>
</div></div>
</div>
<p>The live price of BTC is $ 40,467.71 per (BTC / USD) today with a current market cap of $ 769.80B USD. In July 2011, the operator of Bitomat, the third-largest bitcoin exchange, announced that he had lost access to his wallet.dat file with about 17,000 bitcoins (roughly equivalent to US$220,000 at that time). He announced that he would sell the service for the missing amount, aiming to use funds from the sale to refund his customers. Because bitcoin transactions are irreversible and there are many faucets, they have become targets for hackers interested in stealing bitcoins. Advertisements are the main income source of bitcoin faucets. Faucets try to get traffic from users by offering free bitcoin as an incentive. Some faucets also make money by mining altcoin in the background, using the user&#8217;s CPU. As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble.<br />
A decentralized network consisting of independent nodes is responsible for approving consensus-based transactions in the Bitcoin network. There is no fiat authority in the form of a government or other monetary authority to act as a counterparty to risk and make lenders whole, so to speak, if a transaction goes awry. Many governments and societies have found that fiat currency is the most durable and least susceptible to loss of value over time. A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit. On Nov. 10, 2021, bitcoin reached an all-time high of $68,789.63.</p>
<h2>More About Bitcoin</h2>
<p>Many people monitor Bitcoin’s price action through charts and either purchase BTC or buy BTC futures contracts which allow them to open long and short positions on Bitcoin. Trading such a volatile currency can be profitable, but is undeniably risky. There is a limited number of bitcoins , and all funds have a digital signature that cannot be replicated. Because the blockchain record is immutable and cannot feasibly be hacked or altered, it is essentially impossible to counterfeit Bitcoin. Bitcoin’s use case as a store of value is controversial due to the price volatility. Due to the high volatility seen in Bitcoin’s price action, the cryptocurrency is popular among traders, particularly swing traders and day traders capitalizing on major inter-day or intraday price movements. Firstly, traders may speculate on the possible scarcity of Bitcoin making way to high volatility. Secondly, as miners&#8217; rewards will be reduced, we may see some miners exiting the market as they could not sustain the lower profitability.<br />
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qUzeFZUSGqbaUs7WX3lD7lHoZK0k+Tijq0XYVt8ZUmcvynV/UepBQWZ2863MVJRV3hoqSwn9a2IzZathWTY0mKfZdo0ehSwGOip8k3Lp+PgAz8cARn1Qv7UjcdZNR09oeyyv1WgVpronJm/p9ihMo7UvIZHSzAUggKBKUKBHKL92f6Z6/wCkumqbK10vSiXCaepLdFMit99+TlBkJYemHQnpuEcISeEEAEEq5YzuE47THKAEIQgBCEIAoRnsiM13Uia277iZHU2jMtN6e6tTjFEu6WGEtyFcI4JGoAdQD31hzqypTZOSYk1Fr6m6d0DVaw65p7cyHDTq7JuSjq2zhxlRHiOoPYtCglaT2FIgC0ds0kih6Ws2g0fqVsVaq0NhPP6mxLzzyGUc+5oIEZWjC2083Z621QYvuXW3cMrcdTlKm4oACZmGnejXMpA5cLpSXR5HAIzQc9kAVjQ74VeenZberd7bE4+2kSFJOEuFIz6Ba7AYm/ud8KovbprVX9IfWdTWvSMsD0b6bdD0vSNJc9p0Zxjix19kaut1+vv5pvWur6wepwUI1WXlGPQPojp+j6BhDWePhTnPDnq7YA2N+BHmJiZ0+1QVMPuOlNZkACtZUR9Qc74vzwyzjrG1WivsPLbWm9pDCkKII/Ok72iICbId+6tnVu3TQUacC5vVJPS850hqHoboejQpPDjgVnPFnPki7N6vhHqRu10cp+mctphN27NStblquuaXUUvtq6Nl9soCQhJ5l7IJ7E+WAMPbC6lPvbw9KGnZ6YWhVws5SpxRB8VfYY/RDH5t9ol82rpluW07v696qKbQqJWmpqfmyy46GWgFAq4W0qWcZHUCY/Q/p/qhp7qrQ0XLpxeVIuKmLx+eKfNJeSknsUBzSfIoAwBdMIok5EVgBCEIARQxWKE4GYA8G9rspFi2nVrurz4akKTKuTTyu0hIzwjvJPIDvIjDW1u26o9a1T1hu2X4bm1Gm/TaYyD9Qk+qVYTnnwhHPy8Q7o6O42de1V1GtLbXTFLVJT7gr12LbV7SmsK8RlRHV0i8fsJ74zyhlmWZRLy7KGmmkhDbaBhKEgYAA7ABHLH+dVzyjp8+f0I6n/U3jn/609F3yfH6LT5swpvI+14uj76T+VNRrSHVGyzeQc7eLpP6aS+VNRrTHVEJtj268CndKV/WR+FFY5sH6sn+ffHCOTP11P8APsiJK0jddFv35fdraaWnUL3vWqpptFpTYdm5otqX0aSoJB4UAqPNQHIHri4Iw/uz+wVWx3ztL/hCXi9n2ctj837tU98h/wDzJP8A0MU/N/7Uu3U1wfDRZ/6GLC1P1KvxG6C6bClror6aWxJ2nKUmnSFRRItNTdSfmm3HnHOhcURhlBxjs5Rkj1rtacf01VjzwP8AIIA6h8IBtPHXqev/ADLP/Qxx9kC2ne+kfjo099DHc9a3Wrtuus+d/wD/AII4nSvWrPK7KyP8rx/HT4A6p8ILtJHXqqB8NInvoY4+yE7RR16stj4aTPD/APpjtHSrWvrF2VrPf6rUf+nR0avYeq9v0yZrNe1CqEhT5NsuzEzNXkw00ygdalLVTgEjymAOZ8IXtCHXq4yPhpc79DFD4Q7Z8OR1ilwe70snfoYjbW91NTdfdldJE6t6quy7haedtGYMzKpIPPEwulpQsdmUFQ8sdWR3S33T3Fu6p2Frzp1IDH9E62kmVTnllamaWtSR5eHEASc9kP2edussonyqps4B+Jh7Ifs69+qQ/aE39FHi2XQr71JoEvdNhatzVwUmaALU3IXjKPNnlnBIpfI8+YOCO2PQnNPtVpB3oJ3UqflXccXA9eEmlWOw4NLgDtDwiGzXt1wpQPllZr6KOJ8IjswTgK11oyCP0UtMj91uOh6jdSu3VV8/5ZyH/pcV9RWphGBqtNfFeNP/APSoA73siWy4/wBnmh/9VMfRxyHhENmB5jXqgfG2/wDRx53qJ1OH9lab88acf3aVFpagq1GtSztR54amXRL1iz7RYuenvM1OnT0pMdKuaQlKx6XtHAVKKzg8woYIxAGdtJ90ugeuVfmrY0o1Kptx1OSlDPTEvKocCm2AtKCs8SQMcS0D9dGVowVJJSd2lsvhptC3NLKgpwpSE8SjUqec8vjjOsAIQhACEIQAhCEAIQhAHBDbbeeBATxHiOBjJ745GKxQwB+f/wAJ39urf/30l8kajG22bbLf26u/J7TvTioUaUqdPpDtaccqsw40yWG3mWlAFCFni4n0csYwDz6oyT4Tv7dW/wD76S+SNRlbwK/21Fzf4gT38IU+APj7DHupHXdOnWPwpNfyaLbrXgkN4dJlVzMrQrbqRSop6OTrSONSefjALCRjyZzzHKN6sIA/MdqpovqpojW027qpYlXtqddClS4nZcpbmUpwFKacHiOpGRkpJAzHf0L191O29XzK31ppcszTpppQE1Khw+hp9nPjMvt+1Wg+UZScKBBAMfod150RsvcBplWtNr2pbUxLVGWdTKzHCC7IzJQQ3MNE+1WhRCh2HGCCCRH5sLlokxbNx1S3Z1aVv0qdfknVI9qVtLKFEeTKTAH6RNtevFu7kdHaBqxbjBlU1RnhnZJTgcVJTiOTzBVgcQSrOFYHEkpOBnEZQjWN4Ea85udsvU2w3poFilVGn1OVaKslJmW3W3CB2DMu38ZMbOBAFYQhAFCfLHkXbc1Ks22arddcmAzT6TKOzkwsnGENpKj8fKPWVy5xHDXuYd1j1Jt7bfRptfpehTVfvFxpRw3ItKCmpZRH3TqsHHYOA9Uaa1Tq4trjy8TlvK7oUm4/qei8XwO9tbtyt1Km13XO95ZTdw6izXo9ptweNK0xORKMjuHBhWO0FJPOM2r5n4Y+jUvLycu3KSrSWmWUJbbbSMBKUjAA8mBHzX1xmnDqobv5+M9WtD0anGnz597erfzZg/eP9rxdP30j8qajWr3fBGyreQR+Z4uj7+S+VtRrVPWYr+2PbrwKL0p98j8KEcmPrqfj/jjjHJj66n4/44iStm66MQbseehlZH9/Ur+EJeMvxh/dkf8AYNrH6vpP8IS8Xs+zEeNRPG3xV5P9/ab/AOiaqBic8Qa1BAO+K4D3T2m/ymoROWAEIQgDrVGfk6XT5mp1GZblpSUZW++84rhS22kEqWSeoAAknyRB2XZRu+dn9ftepiYpugNuTZFn2ukrAuRSXQ0mfnG0+M8HHMIZYA8YrAwc5XlHwitfqtI2sXFQ6NOGWnLwnZC2EOA48ScmENuJPkU2VpPkJi76dYtGl9SLH0zalE+p7Te2GqnJSnU0Z0r9Cyzqk9Si221MFOepTnF1hJAFk6gayu6Q2excl+3fa+htpuL9D0GjKprc9V5ptIzlTSFdEycY+pNod4QRxOAnhFq7ft1Tm4Cipd0w1ft66LkMsqbm7Guimt06dU0CQtKZiXJSDjB4g26kZAOM8UYB8I4KXYu8vS3VbW61J64tKmqX6G6BDXTMNzCFOFaSgnhUoKU04UHHGE454Ii4tgOjG0fU+j6Y6qWzc6ZXVew5DgqNPpc+mUcW4HXh0kzLlHG7xNucBWk4UnCSTiAMm3ZY89ZM9WdzG0y3Z+g3bQHsX9pk6n0NLVlpIDjoMu3xIRN8HjtPtBSXATji4jnONEsnbXuotmha2Tmm9t3S1Xqa0uVnqnTW3ZhLIKvqKiQcFCisEZ5HMexfFPNtaq2Zf9KeUyutTC7WrLAOETbC2XXpZxQ7XGXmuFB7EzDw7YxXs1e9SeoWvmh8ueCmWfeoqdKZHJMtK1NkP9EgdiQ4h1WO9wwBd107Z9qNqU1NQmdvFoTbjzyJaWlJWiS6npl5ZwltAVhOTz5qUAACSQATFqy2he36l1eRp2o20ux7dlqvNJk6fUJduWnJfp1/W2ZghtssuLOEpAC0FRCQviKQrPN+UirVGVptSoDbL9RodQRUWJd5fRomMNuNLbKufCSh1eFYwFAZ5ZiyrqkLt1h9KrWqlg1W16NIVqmVuoTlRm5NbrpkZtubZZl0S7zueJ5hoLWvhARxcOVHxQPmNn+10/2BLJH/AOJa/JGKte7at+zrR1ste1qPKUqk0/SOmNSsnKNBtllBm6ueFKRyAySfjiWqfgiLm6HlT9eT/wDCilD/AMVV4AvGS+2vtj/mqnv4SkIznGDZIf7a+2vJpXOgf5ykYzlACEIQAhCEAIQhACEIQAihisUMAfn/APCd/bq3/wDfSXyRqMreBX+2oub/ABAnv4Qp8Yp8J39urf8A99JfJGoujwVOrumeiu4iv3VqneNPtqkzNmzcg1NzqlBC5hU7JLS2MA8ylpw/rTAG9mER9/N/7NP/AHhLW/6xz5keNdPhJ9ltqyHo57W2QqSlZ6OXpcjNTbqyOzCGyE/CspHlgCR1Yq8hQ6VO1mqzLctJSEu5NTL7qglDTTaSpa1E8gAkEk+SPzFalXE3eOodz3Sw6pxqsVicnmlLHCShx5Sk5HfgiJs72/ChVPX2153SfSKhz1u2nUMJqc/OOATtRa7WOBBKWmifbAKUVDkcDIMWNvG2jVTcve8rZ2nNvvPMlwCoVR1spk6e11qcdcxgHHUn2yiQAOcAbIPAmWJN0vT/AFG1DmpZIardUkqbKOlAypMq24twpV1kcUwkY70mNl46ox5oBopa23zSagaU2mnjlKNLBD00pAQ5OTJ5uzCwOpS1knHPAwOyMiQAhFD1RxUo4wDzgxktPVTUWiaU2LV78r6/ztSmC4lsKALzh5IbTntUrA8mcxEDRbcrptpS7cdZ1PkbkmNQbmqCpqvOM09CkS+M9FLNlTgIQhJHWAcnyCMo3Up7cfr9LWNLKEzp/pm+ierqhzaqFW/qUsf0Qb8biHMA8QPMiIU6+AevbfI7q5NfjDELe3M4SVWHBaLv7/Ip22do16c43NHG7F4WVnXGr8l8yaKt/uhyv+D7t/zY39LF4aU7ndONZbieti0ZattzjEoucV6NlEtILaVJScELVzysdkaweqJJbCADrLUz2+p+Y/HMxptdpVqtaMJYw2cuz+kF5c3UKVTGG8aLHmSX3j/a8XR9/JfK2o1rdpjZTvGI/M73R99JfK2o1rHrMatr+2Xgc/SjS8j8PmxHJj66n4/444xzYA6ZP8++IkrmTdbGH92X2Dqt+EKT/CMvGYIw/uxGdEKqO+o0gf8A8jLxez7MR5vwE75bhPYJ/Tkf9/UYnKeoxBu/loa3v3K44sJSmf05WSeoAO1In/REl1bmtv6SUHVy2QociDOp64A7cvUbrvW77gkaZcKqFRbcmWqcfQrDTk3NzRZQ84tSnUrQhpKXm0gBPEohZyBwiLit2brLU9P0CtTTc69JJaeZm0NhsusucQAWkcgsKbWDjkRwnA5iMK3Bqpo8m4Zu79OtyNrW5VamltNSZnUJqFPnCgBKXVMB1pSXggBHGhxOUhIUlfCnFw2xrnt/oLT783rnb1Tqc8pK52efnm0KdIGEpShPittpBISkdWSSSolRAs7wi1vVWsbVrirlFli/OWhOSN0NoH6CTmEOuKPkSgLUfIkxdlMv+izd+WLquxOJFt6kW2zSpWbHNpE6V+iZVta+pJcS5MITnkVpSn2ykg3ZTNY9EtQpk2ZStQLcrkxVWnZc09qaQ6ZhsoPGkoHWOHiz5IifLzP5iybn9CddJObrO3q6ZxarWuNCHHBbKlucYkJxSfGbbQ5hbTw9qRxAjBCALv3N7u9M7A1qpm3DcDpJIu2TdEiJlu5Kw4iYkCSlQHFLqZI8VwBBVx+LxBXVGuzTS2tN7b1K2zVvbxc01MakViphV00+nTK3UMoE2eascmwZfpAtvOOBOSAMk7Mr20Y9eOy5ehXHRrM12s9lSpigVSdqfoSqSqVDHCZllKm3+WPqiS0VBKeNKlDjNl7YNqV27erBkZal6c6e2leaJNUtWL5nJ1dRmOEqJUtpnhSB4uBguoTyyQoDBAkNetTNzatWfYNJl3HhQHl3TW5kD6lKNJadYlWVK7HHnXStI/QSzpOOWcUbK2xeN+a867S+V0y8719LaS8OaJiTpjXQB5B7UlxTqc/pDFg3ZfszqNNVba7s/rs9XK3XXFG/9UXnDMy9MbUAh4+iU4Q9NlHiIabKUtgEJ4eAhMvdLdN7X0hsCh6bWbKGXo9Ak0SkshRBWoDrWojrUpRKie8mALq5RWEIARFndBn0Br3/AM1FJ+V1eJTRFnc+fzjr4MdWlNH+V1iAL1k/tsLcHdpZO/wlIxnGMHyg/wBthb//ADXTf8JScZwgBCEIAQhCAEIQgBCEIApkQMUByYqo4gD8/wD4Tv7dW/8A76S+SNRGqg2zcl1Ti6da9v1KsTTbZeWxISjkw4lsEArKUAkJypIz1ZI74kt4TrJ3qX/gfdSXyRqMq+BYOd1Fz/4gz38IU+AIZes1q/71N4/5imvmRbU9R6vTCRUqXNymFFB6dlTeFDrHjAc/JH6mynPIx06nRaTWpRUhWaZKT8ssYUzMsJdbI8qVAiAPy20+bVT5+WqCZdh8yzyHg1MNhxpzhUDwrSeSknGCD1gxsd2oeFkY08NPsHVrS23qfbAIaTULSpyJEyYJAC1yqfEcT1klJSrtwrqiZO4zwaG3XWyiT0zbVryVjXUW1LlKpR2AyyXccg/Lpw2tBPXwhKh2Hv0h6t6XXZonqPXdL75kBL1igTXod9IOULSUhSHEHtQtCkqSe5QgD9K1iX3aOpVpU2+bGr0rWKHV2Q/KTkuviQ4k9Y7woHIKTgggggERcEaYfBDbkq1Z2rq9Aq3U1u21eSHnqew4rIlam2jjCm+4ONoWlSR1lKD2HO51PtRAA9UYk3GarzemtmNyFsS5nrxuh8Ui3pNHtlzTnLpSP0LYPEfLwjtzGTqxV6ZQqXNVmszzMlIyLSpiZmHlhLbTaRlSlE9QABjAOilKn9ZtRp7cldEq43Sm0LplkST6OEsSQJDk4UH2q3TxYJ58JI6sRz15v2cOL/bvOC9qyaVvSfrS/Zc39u8yNoZpPT9HdPJC1GHTM1BzM3VZ1RyubnXObrhPdk4HkAjWlr79m2+T/h2b/GGNtylcuYjUjr4f9my+R/h2b/fmIva0FTowjHgn5Fc6UUoULWlTgsJPH7FhRJLYT9mSo/gCY/HMxG2JJbCfsyVI91AmPxzMRdj7zDxK3sf3+l8SJL7xiPzPF0ffyXytqNax642TbxfteboP6eS+VNRrZPXjuEde2PbLwJPpTrex+FCObB+qj+fZHCOTP15P8+wxElaWpuujEG6/nolUx31Kj/wlLxl+MdbgLIuXUPSuq2vZ/oD04dek5mUTPOKbYUtiaae4VqSCQD0ZGQD1xez7QRj1Pk/SrdxfdfrzF20qVckbQqVFqtOtGerEs/MyKpwuNH0O2U8g8nPjA84yB6/81jPq1uf/ALHKx82Ln9Pd7XWNOtI/juCf/k8V9P8Ae573Gkh/yinh/wCXgC2PX/mj13pcuPLo7WPmwGvz/WbzuP8A7HqwP/1i5/VBvaHP1tdJj/lHPfyeHqi3s+9jpN5yz38mgC2BuCeSci9riSe/1n6wMf6sdeq63yVepsxR67c1YqMjNoLcxLTWjtXdZdQetKkKSUkfDF3+qPeyP7F2k5/ynnf5ND1Sb2O3SvSg/BdM6P8AysAQ5rG3TRZNZXW9MtXtXdMXX1lyYZtGybhkpdzJyeFs8SWxnsRwpHYI+H5nbTKsTyXdSdx+vV+yCeqmV+2Liclyf03BwqI6+XEImb6pd6/vVaU+dU7/ACWHqm3qjl60ulfLuuycH/lIAx/ZWqNn6cUCWtaw6pMUCkSiQhmTp+j1WZaTgdZCRzJ7VHJPWSY94bkHPd9Vh8OlNZi4jdO9UDPrR6WH/K2c/kkBdW9Qdej+lvnfOfySALfG5B33f1T49KazD80gvt1CqP8A2VVn8sXD6rN6fvO6XH/LGb/kcVF2b0O3RrTDH+Oc3/IoAtz80krt1FnR8OllZ/LGOdWtRaFcli6pzAr1xXFcV4WnK29IScrYNVkkJMu5NuIypaFglRnFAkkABA74zULt3mD+wzpj56Tf8ijl6rt5OPG0Y0y89Jr+QwB9ZZKk7tKChQIKdLpsEHrB9MpP8kZvjBOnVs641bXA6o6rWralBk5W1nqDLM0etuz63XHJtl7iV0jDXCAGlDlmM68Se8QBQnBxDi5ZzGJ9y+tTmhmnSrnkpFE3U6hNoptNbdB6IPrQ4vjcwQeFKW1nAxk4GRnIhC/rNumu206tqm1qBPM0SjzjUpNqlXmZcNuuYKQGkjJSOJIJPeBzwccVxewt5bmG33ERf7YpWNTqmnKWM4XYbNgqAJ+GIi7ft28tIaUzlwa73NMLelqyKbJTaKa44t9CpdLiUq6FBHF4rx4jgEADrHO+7O3k6a6g6g0ewbUp9WdcqynkJm5ltLDaVIbK0gAkqVxBKuwYxHuN5RkotvGfqbae1bWcYyc0nLguevcZ/JPfDPcYhGxvt1AqWpFLtMWRQ6NIrrTVOqHTvOzTyW+m6NfCsFpKVdeCUkeQx0bT1o3E17ccjSW5LsDDaJ6ckphmXl2EpS0GXFIcCm+ZIHAsDiyOo4OY1vaFHhHL1wcz27atpQy23jhzJ0qXw8yRiLbvy7fUtYdw3ZIvSrjtHps1ON9KctlxtpSkpVwnOCQM45xrfoNT1j1B1Za0avLWK4ae9UZ6Yos5MLmnnmQtAXy6ELbC0rW2lI5jkv4QfR2wl62Nd53SStTHHRq6qo21WJLiKGZooS43zTnkriQoA9YCiO0xz/xJze6o4TeM95xrpA6slCNNpSe7ltaPw+ZlHbxvGrVb1GqCNYbkIlqyiVkaRKysmQwxMqfCQkJQCefSc1rJ5J68ACMyay7urd01uwadW1a07d118SG1yUq4G22lrSCltS+FSishSTwpSeR5kHlESNu1FotsbrJSzbnpsnOykvU6hSkCdZStKXW0u9C4ArqUVNowe9XlzHt7gyrTveai6Xl9HLu1Ok1cLUcBLXA027zJ723D2Yz3RzU7uvG33m9d7GTht9o3lKxy5a7+63xa7eP7GO9VNKtId4+o9ek6/YlU0+1Yq7bqJSqNVVyalpiel2jwy0zKupT0eUtFAU2Rz7CevHngZpKapm7e76dOt9HMStjVFh1BOeFaalTwofsgxnTUsqtTegifojqXSbrps436HVxcfTLZUtHi59txKSR5TFneDvo0jbvhMdc6DTQkSlPp9ySzHD1cCa3JhOPiESFjWqVFJTecPTwJrYt3WuY1IV3lxljJthhCKZA6zHeTYjTR4ami0aT17sysyYaTUKja/BOBAwpSWplwNrV3nClJB7kAdkbj6lUqfSKfM1Wqz0vJyco0p6YmH3A2202kZUpSjyAAGSTH59vCC7jaduW3E1S6bZdLttUOXRRKK5zw/LtKUpb+CBgOOLcUP0vDAFobMnqrLbsNJHaKyl2Z9V9MTwqOAW1PpDvaOpsrPxR+j7PLkY0O+Ct0nnNR92VDrypV5VOsdl2uzTwTlCHEpLbCVEgjJcWCByPiEjqMbe9xOrlZtGUp+nGnTHo6/wC8SZWksI5+hGzycm3O5CBkgnlkZ6kmPFSoqUd6RpuK8bem6k//AK+S+ZZ2rFRntxOpg2/WxMOptCgrRNXxUZZZTxqCst09Dg6lEp8btGD1cJzI6mU2RpFPlqVTJVqWlJNpLDDLSQlDbaRhKQOwACLK0T0lpOjdkS1sSTy5uedUZuq1Bzm5PTq+brqj5T1DsGOs8zfyiEiNdGLX8yfF/mDns6U0nWrfrlx7lyXy/wA5Z81q5RqT18+zbfP4em/35jbStQxGpbXz7Nt8fh2b/fmI3bXs4+PkV/pYv5FP4vIsOJI7CuWslR8tBmPxzERuiSWwv7MNS/AEx+OZiIsfeYeJWNke/UviRJPeGQdvF0D9PJfK2o1tH2xjZJvC57eboHbxyXypqNbfd8Ede2PbLwJPpT77H4UI5sD6sn+ffHCPox9eT8H5YiSso3WQhFDF7PtBWEcFLIPZHmVC6rdpKkIqdepsop1YbQH5ptsqUTySMnmT3RhtLieXOMdWz1oR8wslWMCKlRAyBmMmcnOEfMuYHZHUdrdKYnmqY/U5RucfJDUup5Idc5FXipzk8gT1dQzGG0uIckuLO/Hn1uu0e26ZMVmvVKXkJCVAU/MTCwhtsZAyonkOZH7MWRKbhtHqjesrp5S74kZ+vTjy2GpaUQ48npEAlSVOISW0kYPJSgcgjri4tQbQp1+2RWrRqrRclqtJuS6wlWCCR4pB7CFAEHvEeHNSi3DU1ddGpCTotNr/ACY9ru77b3QUrL2oUtNqRy4JFh2ZJ+DgSR/MRz0y3XaQar3GLStqqTrFTdSpUuzPSpZ9E8IKlBs5IJCUlWDg4GccjjXtoLRLbretNtW1eFMRPUyenzJvsOqUkLJSoJyUkHPHjt7xHcnpRnSjciJWQC2Za27taLQCiSlhEylQTnrI4OXwZiGjtKtpOSW7nBUKe37uSjVko7rlutLOV+eRte404yTiOPSJI5HPxxAncZqJfN07lmdHp68avQrVXUaZTkopjymVOImW2VKdUR7c8TqgOLKRgZHI5szT6r1/b9ukZsWmXDU1UZFwt0eaamXCETUu+pLaHHEck8QC0K4wB7Xly5R2PaCU8bumcZ7yUqbfhCt1e493e3c55+HYTP1G3VaL6Y1J6h1+5lTFTl1cD0nT2FTDjasZ4VFI4UkdxUDHa033LaR6qKmZW17hdE7KS6pl6Tm5dTLyW0+2UARhQHbwkxrop8vW7f1wn6VKWlTLtrLVZn5Bum1VkPS85MFbjYK0lQ4vHPGMqHMDn2xknQTTSv6b6429NXrW7SpDi5t6mzVGXXpd6cWX2ls9CGmVrIPE4nAJHMDJjlp7Qrznw0zjw+ZH0du3lathRW7nD0enzL+re+TVG8azVJTRuwpJySpss7PFyabXMviUbUhKn1IQpISPHT4oJI4xzOIzRtZ1t1I1dla2xqLZSqO9S0SjktOIk35dmdDvShYSHMjKC2k8lH64OrGTDqs2lplberE/QtPNa7gtB2Wm5qSExPU4y7cmtvj4m1TjUwhfAVIDY+pdqc564yjsk1h1TunVF+2LiuarVylTFNemHkzzqnzKrSU8KwtXNOSSnGcHPVmPNC4q+kKNST44xpg8WO0a/psY3E295tYWHH7ozbvktpFwaA1KfDYW9QJ6UqbOew8fQrI+Bt9f+mI87GbsoVCa1JkbokzUKWxRmK6uULKXspk1OF1SW1cirDjfwlKerETk1Cs6T1BsmtWVPuFtmryTkqXAMlsqHiqA7cHB+KNfkntl3W6aXBOosq3nZhU7KP09U/T5+VDT8usYUk9MtKkZwDzAOeo5jbewnTuI14RysYf7nTtalWt76F5Sg5LGHhZ7eXzMsXprLphuZ0wveyrXsadkH7ZpKrip7s6yy0elZPDxtpaWrB4VKScn2q8Y5kCyPB9W/adZ1DuCdrlNYmqxSpKXmqQ46OIy+VrQ+tIPLi8ZkcXWATjrMXvt92c33aMtclYvGrytLna3QJuhS0nLOdL0Yf4SXHVp5YBQjCUk558+w3Xt/wBmdT0avqVv6oaitVB6Xl3WPQUtSy0ghacHLhdJIHIgcA5iNdKjXq1adapDgaqNpeXFzRuq1Phx4LTkzFm/HRZFu3BLawW3KuNSdZcTL1bogeFqcAw29ke140pAJ6uNIPtl8/A2WzFRvnctMXVWXA/OopU5Upl3hxxOqLbRV5CelJ/ZiX2592fTopcknTLIm7sfn2USaafKsrdcCnFhKXghtJWro1FK/FGfFzkAZGIdjOh166fqr9631Q3qS/VZdmTkJaZHC+GkqUp1a0ZygKPR4B5+KeQyM+5227excOHF+J6r7PcNsQlSXqv1npon/wAkdtfxVdOd1dYrFFYSZyUrUpV5JLnFwLWoNPJzzGUlSiDz74vzR/QXXe4dwEjqZeNproTArK63UJlwNttlRWpZbaQConiJI7eRyTnmckbgNn19awauz97Um5KRIU2bl5ZpJmi4p1BbbCSAhKcY5Z9t1k/BEn7JotTt2zqJb9aqoqc9TafLyczOhBT6JcbbSlTmCVEFRBPMnr64xSsXOvKU01FPK7zNrsaU7uo6yagpb0eGGRY1b2NXJe2p1Tve1L6p9MlavNCdcQ+0500s8ccZQUHB5jiHNJBOPLGX792wWDqnQaFJX8udmKzRpBmSNZkniw+8EJAVxBXGlQUoFWFBRGTg8znMSSFK9t2xyI4e3riRjaUouTx+riTcNlWlNzah+t5edVnwNPO5fcdamzzVa4dLdHNLGpm8KKlttq77iqBnVy5dZSvjl5VKENIcSF4Czk/FkGKu17dveW2LVetavUqiSVy1eu0uZpk2mpurCVdPMMvrdKkHJXxMD/pGNh27DwWeoe4nXi5NXKLqjblIk62pgtyk1Kvrdb6NlDZyU8jkpzy741n7mNAqvtn1dqmkVfr8nWZ2lsSr65uUbWhpYfZS6AArnyC8fFG6FONNYgsHZRt6VvHdpRSXcTM9m31j95y0P21M/ljrVDw2GtsxKuNyOk1myz6hhDq3ZlwJ/W8Qz+zGC9n2wq8N4VCuOu2zflHt9u3JtiUdRPy7rhdU6hSgU8HIAcPbHtbsvBx3xtM00lNS7j1GoddlZursUgS0jKvNuJW4064Fkr5YAZIx18xHs3Fha+b5tyG4+XFJv6+PQ1CBz6S0hkScms/3RIJW78DilAdgHOLA0Z0K1S19u1mztL7Tm6vOLUgTDqUES8m2pQT0r7mMNoGc5PPkcAx720qxLY1P3J6eWBeUiqdodarTUtPS4dU30rWFEp4kkEZx2Hvjf03TtFtq+mM07Q7epNo2zTB0imJCXShT7p5JHLxnXVHABJKjy54EYlJRWXwPE5xpxcpPCRhzSHTDTTwde3lUmqZVXK9UX0Lm32WgiYrVTUnhbYZTzIbTzCQc8I4lcyeeGte7Z1L05tyiay3LdNSkNQb4qjvo5UjMrZ9LpIMFTUkgpOeFOE8XVzSB2EmRekdh3Tq1eLO4XWKmOyimwfUdbrw5UmVUch91J/rhY4TkgEY6vahNj+EcJ9R9kjvq8x8nVEVeqVajKrLguH3+xW9q791aVLqWkYr1F816z7+zsREP15tYvfXu7/PL/wA6KOa0axBtZ9de7s45f0Yf+dFoRwe+tK+AxX+tqZ/Uyjek11xm/qzcpbrrr9uUp+YdU465IsLWtRypSi2kkk9pjVVr59m2+fw9N/vzG1C2yRbFH/B8t+KTGq7Xz7Nt8+WuzZ/1zE5tf2MPHyLf0o91o+PkWJEkNhhxrDUz/gCY/HMxG+JH7DzjWCpfgCY/HMxE2PvMPErWx/fqXxIkpu/57fbp++kvlbUa2x1D4I2RbvyfzPl0eVUn8qajW71Y+COra/tl4Ep0p99j8KKx9GPryfg/LHzj6MfXk/B+WIorKN1kdKsy01OUqblJGbVKzD7DjTT6etpakkJWPgJB+KO7HFQziL2z7O1lYNWaL41kVrTR7Q1B1Irb8zI3VJSE+VVB1cshaZ1CVrS3lKSgY4gOEZAHIdUeXf8Aasvp7uGmbbrE/MTEnSq/LOKmSvDnoda23UkKycEIcHMHrHZHqbt6IihbhLrZCVNpmn2ZzIGB9VZQokfHn4x+x4euWjrekk5QpBq4zW2LhozdVEyZX0P9cUrKeDjXyA4eZUckmKlV3o76eu7Li3+cT5jcdbHrIyTl1c+LfDu+bJrblN2nrKViWsu2reRVa7MSqZxxc0sol5dpZIQPF8Zajwk9gAxz58sbU3ePrbZ+qstYWr9nUOUQubl2JtiUQpL0sh8JKFhwOuIXgOJPLyjl2Yv3cPO3T62urrfC6zdVqSyJhxHNKZ1k8TqD18KgXgMZJyg/oTHj7oLnoF+Xnat0WZWmqnUp62pBqcRKOdItqeSVeIcDk54yRw9YI5gdR7q13UU5NSxhrC7UyXvdp3KrzlGbW644Sxhxa7OfI9rd5N6p2hq9WKTUr0r7tHqqvTOlsmovdAiXcP1tKOLA4VhScADHCPJmztWtUZme3AzeqVq1EuuSz9Om6e8ojl0UqwCk8PIAqSsKHlIiYu8TSaf1J0dk7llaQp65rYbTNhphordUytKRMNJSMlXUFY5nxOWcxGfRHaze9/0q7vVNZtXoq/SUmiP1KTXK5ng8hSeEOBJwUoUgnGOFwnujXcUa6rOEctPVGjaFndelOlSy1JqSeumM6d2p29CJi3743jStxW3JuM02cqE5WWWXPbJWthbiwQe5xauryY5Rsh604xyxENNqW1fU7TLUdq+L4laXKSsvIPMtMtTAee6VwAD2ownA4snJ7u0xMsA8PccRJ7Npzp031iw2yw7AoVKNvJ1o4cpN8Mdhqbv5waa7jq1PSK21JoF4LqDJaVxJCUTfTBHxDCSO8Ec44a43lSNVtZavdNgSdQ6KtTEumTl3mUpfcmA0234qElXtlpyBnPPqHVE+qxs+0TuC76pedboc5OTtXmVzcw2qecbZDiyCopQjGMnJ7ckmL1svRLSnTyaRPWdYdIp022koTNpY45gJPWA6vK8HPPnHF/DKs96DeIt5Ir/T1zNzpuaUJSz36Z+5ETddopqm/fFv6nWxbU7UlrpkimbMg2XVy88wBzKU+Ng4ThWOyPKXpLrBuE15b1Ce04nrNpr85JzM69UFKSllLAQFlGUpUtauj5BKesjJAyqNhKRy5iKq6jHZLZ0Jzcm9G8td5Ky2DRnVc3N7rabXeu8hvrttJmZ7VBnUeytRZC2py46o30DU0HW1pqSkFYLDjYJ4l9GteDg8XFz5gRw0N2n2nU75nL4urVQ3jW7WrxTUpaT42ugqrRQ7h9xZ6RRSVIX9zxeL1gkHP24GiVurWHL1G2KU9U6vbtbpdclJRjHSu+h5ptTqEZIHEWulT1jriy7rtR3TDcHJa221XqJTrfvCU9Kr8k6lU0SjazLpJk6iyV+Kp1sqU0tPLiQpJ6089jsrfe32ueePPwN/8IsYVevktc54vGfDge1eG0jQm+K/MXRXLQdTUJ58vza5WfmJdL6zniKkIWEgknJKQCSM55nN82BpZYGmFOVS7FteTpLLmOkU2kqdd558dxRK1/rlHEehaV8WffUnMT9m3NT63Kyj5lnn5GYS82l0JSop4k5BOFJPLvj3OIHnmN8KVNPfgkn2nbRtrdS66nFZfNY/yUwIry6owzul1avnRiwpS77IocjUVrqKJOcVOMuutSra0LKXVBtScDjShGSQMuJHXHm7cNflX9pLN37qdXKLSnZCqPSUzMKUmUlmwEoU2MrVjJCx284w7iCq9S+OMnl31GNf0Zv1sZ7seJngY7o8a5bwtGzZQ1C7ropFElAOb1RnWpdH/SWQIx7c+v8AojUrHuWoovY1Gj01pqWqcxRXHVOMCZWWmy261ghRV1KQrKeR5AgxHPblols3qFtXLfM1a0/qC/QJp6anq3fMoioTzTIaU+MhRUFJSlJCSU8ZIPX2euvptpKXEz6bQ31TU1l8s8uZnKqb2ts8jNO0+l6kNXJPs+KZO25CZqzxJ6hwyra/9MfOR3Y0d2gXFelf0pv+1bboCGg1P3BTW5N2qvOqIbblGOkK1ZxzU50YTlOeskYEb3fal1RVTk9AdJaBSbboLCpx9oSXGtqVQMdKtDa20IGBnhSlRGAMnBi99MNW2t5to1/R7UKTaolVQyzPei6UcJfYQ8niKG3SooUlXADkqHjg+SOX06nVfV036z4djI97aoV26Vq3vtPdytG+wtWqeELvSbW/PWvpZJIpssUh12afddLfESEFakJCUZ7Aes5AMfOZvCn7mrOuvUq5daNTLAkrFpTk/WrdtqstSsq82hta0vNuhrpcK6NaSlSlAKAxjIzYOu8zb+gyLg286Zv1Z9ip+g3rjnak6hxbywkOtMsoQhISClaCpQBJ8VPYc1u3RO7tMtslVt+rvCUujXOt0OypCTQsKVKMPvqUpSiDzV0QdUpPUEpAz1xy2la4dfcm89vYiN2ddX075UZz3kv1cMJ9zJTbB7aq1u7VbHfr85PTdUrsquuzb07MLfeUqaWpxHEtZKjhstgZ7AIkLHn0GiU+26HTrepLCWZKlyjMnLNp5BDTaAhA+IAR6ETJbRGhbwr327V3/qCkfIWo30xEnX/waWhm47VCpas3zc16ylYqjMuy6zTJ2Wal0hlpLSeFK5dagSEAnKjzJ+CAMBeA/wCWnuqWf7c0/wDEORf/AIZ37VGjf47SHySdiQG1vaHpttGo1eomnFYuGfl7hmWZuaNYmGXlIW0hSUhBaabwMKOcg/FFp7+bb0S1B0nkLG1jrNfQF1ZqpUqmW662KjPzTTTraW0hbbgDeHlcSikAHh55IB8znGmt6WiNVWtChB1KjwkaZ9l1bkbS3N2DedYLqKXQKmKhPvIaK+iZQhWTgDvIA8pEbodP9P7v19u2U1q1rprsjQpBzprRtJ7qYR9zNzaRyU6esJOQOR7AIj5s+277adKw1el93zZzM8HUzFPoszXZWYXKEElC5p0EB55ORgBISkgkAE4TNpOvOiITj13LQA8lal/nxxqcbh703iPJdve/sRKrU76XWVpJQXCOVl98vJfUvxCQAPJ3iIf+Ed/pRsn8LzHydUSkti+7LvZqYes666TWkSikofVT5xuYDSlDICignBIHbEW/CPf0o2T+F5j5OqF+07aTXM9balGezaji8rC/yiCccHfrS/gP7kc44u/Wlj9KYqi4nzB8DcXbqsW3SB/g+W/FJjVlr39my+fw9N/vzG0u3VD1N0g/4PlvxSY1aa9/Zsvn8PTZ/wBcxPbW9jDx8i79KPdqXj5FhxI7Yh9mCo/gCY/HMxHGJG7E/svVLyUCY/HMxFWPvMPErWx/f6XxIklu9P8Atfbn5/dSfypqNb47PgjY9u8+1+ub76S+VNRrhHUPgjr2x7ZeBKdKffY/CisfRj68n+ffHzjkz9eT/PsMRJWVqbro4q5Ryih6ovZ9oIfbi9pGpesusEzd9FrlDlKK7IyzCVTjzgdbLaSClKG2zxDi55KgfGPcM9+e2Nv3XQLUpV5anTL0zbUi9ILfl5MEvtKmHHWwCtRwEJc4BnPJIiWBA6+2KgcPOON2NGUnJrjxImWxrOdSdScc73HV9uf8mMrV28adW/pvLaW1anquWiyr7kw2Kwht1aVrUVHhKUp4cEnGMHyx6Vq6EaP2RPCqWtp7RZCcB4kzCZYKcQf0qlZKfii/MxWN6o01wR3RtKEcYgtOGh8yMDn2d8UShKcEGMIbqdw0zoPbVOTRZBicr1fcebkRMZ6FlDQT0jqgMFXD0jYCcjJVnOAcxLrW5fdfTKRRr/qdwmTo1eU96XLTJyxZf6NQSscABUMEEDixnnHNXvqdCbg02+4j7zbVvZ1HTknJpa4WcL8wbJRy6iMdUUzg464wxpZuBpNV0Cpur2pdVkaZjpWp1xpCkoU6h1SEhtHMlSgEkJGeZOPJY8z4QTR5qdEtL0W5phjiCTMplmkpxnmeFSwo8ufVG13VGEVKUsZOme0rWnGM6k0spNZ44fcZo1L1p030hl5SYv65G6cqe4vQzIaceedCeHiKUNpKsDiTk4wMiLmt25aLdtBk7lt6dROU2oMpflphAIDjZ6jg4I+AgERFHd7etoXNplZuptKsCm3hSqgp4StUmXX2fS9agkpQsNFKilSkOJUlSk4U2BnJjxF6x6nze0Sn3zpouQt1y2qm5S6tLUqTHAxK8QQ10aXStQ4Q6ypRJJ5qUTyMaZXihUkm8pLOnYcc9q9Vc1Kbw0o7ySTz9ibRdCeQxyipVlPXzjVrVrx17vzTCd1EqmqtVmqRQKk3TpiVRPusOhx4cSXCltKULTkgAkkjPIYyYmts11ArWomisnO3FU36hUqVPTFMfmZhZW65wcK0FajzUro3EDJ5nEZt76Nee4k1nhnmZsdtU76r1UYtZWVnGphHf5K3/b1w0a6KddFXZtyqsCQVKy8462y3NtlS+aUkJytByD1noj3c8QViVo90bT6LcEzVHpms2ndE3ILbcUFFDc4lLpznxsHokEHPWFDsid+5bTganaO1+3paVD9Ql2fTCnJxlXolkFSQnuKhxI/XmNW8hcE7J2/VLdawqUq7so+/z+7Y6To1Y8gecHxxF38eorScuEkyu7bg7O7lJ6xqRePH/hkxtot0vad7Zb2v2SpRqL9Oqc290JcKQ4W5eXKE9XL26iSB1CMa1bcHuruygV7UT1YJtqjUQyo9CtyTcsl4zDikITLFxpSn1J4SpeV+KkZ7Yz1s8nX7f2q1Sv0imNzU9Lv1WdQxw/7pebT4iVY5nPAhPfgAdkQ1ntQU6m1urXHrRcdcqU0KZM+lCJXgDaJxX1lHCcJbZCjk8IBOB1xmtKVOhSipYyvDXtbPV3WnQs7eEJtZjwWiz2t8fkSksfU66dwW1LUel3i6zPVqhyqx6IbaS2qYQlAebWtKcJCgptQykAchyzknHG1KiSepmleq2kVR4j08rLVemlCgFJmkBwcWOrAU3L8uogkHEfHZJc02xXrv099JDUJe5aDMKSnmEl5lCsNK8VWA4lxYyeogclEx6uzHTzWSzNU5euVDTqtyFCqEjMSM/MT0oZYoQQFpPA6Ur9u2gcgevu5wpuVV0ptN6NPQUJyu529WScm1KEtH4a/Usnau1K3IxqVp9PS3TJrdnTE0y0pIwX5ZaVN4z92FOBQwORQTyxF4bD5mUq1V1B06qB/O9z2+FKQepSWytpWB1c0zXP4O3HL1hso1ro+oExWbAvCUolOmnXVS9QRNuy8yxLunJaW2gZKgk4IBKSR1iMiaObHH9ML+pd9z+p66g5SHy61LStL9DB0FCkFK1KdXkFKuoDl3xm2t68Zw9XGMrPczNlYXtOrT/l43G0844P597/YhzpZQ5Cdu6ZtG7tQHrOkHZeYZn5toq4HFtc+hWCU5yUnHF2gciTGbtnNX05kNdJORs+lXSZqep85LLmZ+cYU30Q4XCVMttZHjNo59KeZHXEo7q2maF3lXpq5qxaSkz086Xpky0260hxw9auFKsAnrOMZOT1kx3pKQ2+bbGadTW3rcs1y6J5qmSa5l8ImKlNKz0bXGslbhyo4ySBxdmY30Nnzo1E3jCfzx2HbZbCuLatGWY4i851b+yMV7vJmsWJWKHdljaQ0Gv1KruKan6pNUQz7yVNpSlprlzSFJKsHn7XAxHiXvUatq7vK0IseoU5cgiyLVntQa3Tycol5x5DcuwhWPum1qUB5FKxEwSlKxggEd0Ra2qzTGpW4PcDrilsuSprspZFHdOOUtS2il/hP6FcwtSviTEnCluTlPPHkWKja9VWnVUtJY07O36kq4RTIgesRuOoZinFyjpVesUyg06Yq1Yn5eSk5RsuvzEw4ENtoHWpSjgARHKp6r6l7jZxy1tvxfoFptvFip3vNMlJcAOFNyLZwVK6/H7Dj2vWdVWqqeObfI5bi7hb+rxk+CXF/naXhq5uGVb9YRpppPR03fqDNkpTTmFZYp6e16bcBAQkHHikgnyR09OdvnqWNT1J1OrZu3UGelHFPVF9OWZAFB+pSiCMNpHVxYBIHUASIvnSbRextHKMqlWnTfq8yeknqjMHpJudd7VuuHmo5JOOQGTy5xd9YAFHnxn+tXOX6wxq6mU/XrfTkjlVtOr/OutXrhco6fu+/6GliUSgSzQ4R7QR9eBHVwJ5+SOEqB6HZP9zEfQxUG23xPlr/VgnD4N4JFEvwhIBM9JdQ/uS47nhG+doWV5KvMfJ1R0/BwcqJfg/v6S/FLjteEYJNn2WSf+F5j5OYnlrszPd5l2g/+nvl/uIKxwdP1Nf3pjnHBz62r4IgSjs3DW+T6m6R+D5b8UmNW+vf2bb5/Dk3+/MbRbfVi3KT+oJb8UmNXWvf2bb4/Dk3+/MT21vYQ8fIvHSn3al4+RYkSM2JnGr1S8tAmPxzMRziRWxUn136j+Apgf98zEVY+8w8Ss7H9/pfEiSG7pRO365vvpL5U1GuQdUbGd3Bzt+uf76T+VNRrmHVHXtj2y8CU6Ue+r4UVjkx9dT8f7kcY5MfXR8J/ciJK2kbroQhF7PswhCEAIQhAEQPCL0ATVk2nc6GypdOqj0mpQx4rb7XET3+2YQPjjDtl6tVe2ts1MeY0+oNzM21cc7IqerUkqZZkEvJaebXwpI4Qtx9SOZGSAB1xM/cfpXN6v6VVS06W823U0qROSCnFEIL7R4ghR7AocSc9nFnBxiILUPS7dNbVvXHpXTNNqr6XXKtkVAKlkLbUWlgpKHyrgTnAzg5Ix3coK8hOncOcU8NfuU3a1GtRvpVoJ4nHGUs64+6Rla3bvtbXXbNc0zq843QZG0q2iaKLbkW2CAWx0aGWzkcS1OLTlXb2jGRH+5apM3Fps9T7FsZclZFrVFMxMVSddZdqK5iYPA2H3UhAUDnAQ2jAxknGIlBovs+uyQ0kvi0r9qrFLm7yblfQrLCQ/wCgHZdTim3VkEBZKljKEkeKk+Nk8vFtPwd1US9MM3rqYkSK05SxSZdXEtwA8K1qd8XAyeXCSc9Y558zt7itGPq8teH7mitYX11Tp71PVxxJ6Jt64znlwPCseoyFz7DbtoD87L9PbM6p0Nqc8ZCVTCHkZA6uJSnAnsJHwmPC213RJzehGs2mc4y68s0WYrks2lIPERLltZycAFJbYPX346ucrdNtpum2nFuXHa7M1VqtJXVLsy9TROzAAWlvjxw9ElHCcuK59fli8bK0N0n07U49Z1i0unvusKlnJjoi68tlRBU2pxZKykkDIJwcR007KrmEpYWFhkjR2RdSdKc2k1FxfPtXma6NF6lUqzp9qHpjJ0ObqCK/Tm6jKPMNqcCJqTV0nBgA5K0cWMHOWwMcziSWwmhal2ei5bfuuzKnSqLOKbqMtMzsqpnimQA2tI4jzygIPIfcnJ6olvLyErKNBmUYaZQkYSltASAPIB1R9g2Mg8uXkjbb2HUSjJyzjQ6bLYitKkKjnlxTWi5fjKKSFDGM9kRHuHwflDuG86xcRvp+nU6pTzs21IyskkllLh4igKUrGAoqxy6sCJdcPliuI661vTrr11kk7qxoXqSrxzgjTXdv+rGlFkW7+Zlv0uVK05iem36JcPAZO4mpjgK5d1baU9CpJbBacA8UqIJ4SYtfRzWHa/Wbv9KNQNKKXpHqo06ov0S5JBqXW44TzdlJkjoX0E5wUKCv0vUTL3Hliz9TtHtMtZrfXa+qFlUq46crJQ3OsBSmVEY42nBhbav0yCD5Y9qnDCWNEbfRqKjGG4sR4ZLnkJSnyculqny0uwwRlKWUJSnB7gBiO0McojAxssrtgNeh9vu5fUOwZRGSzSZt5uuUtruCJea8ZCfIhxP8cfdqwd/lJAl5PXzS6uNA4D1RtB+VcUPKll5Qz8cezelgkwSB1x8J+o0+lyjtQqc9LykqwkrdffcDbbaR1lSlYAHlMR8Z0x3rVp9Hqi3O2hQ5X+qNUGxg66odyXZiYISfKUK+CO+zs5savzMvP603neOqz8uUrTLXRU+KmhYJIUJBhLcsTz+6bV5cwByrW5h286mbR21WsrUCrFRama4VFi3aVjI4n5wj6uQf6lLhxR7Snri3J7YtYupFBuSZ3D1qdv687qYWw9XVfncUZsnibapbIJTKobUEkEhSllI6QrBIiSVOpVNo0ixTKRIS0jJyrYaYl5ZpLTTaB1JSlIASAOwCOyeY68QBBm3twt+bQaVX9CtzE+ubTRqJOzlg3wsHobgYZZUpuTfUSeGbRgJwccQSOslKl5h2DafTun21WyWqsk+m1xS7lz1FSk4UXp9apgBWefEltxtJz+hjJesui+nevVizmnmptAaqlJmylxGfFdl3knxXWVjmhYyeY7CQcgkH2KvcNnaX2gieuCrylHolHl25cPTLgSlCEJCUpHecAAJGSTyAjDaiss8ynGCcpPCRcAIz40Yy1e1+sjSVDVOm1vVi5Z3Cafb9NR0s7NKPV4g9on9Mrs6s9UY89d3WLXl407QSgG27WWotu3nW2Dl1PUTJyxGV+RSjjs8UjMZF0n0BsfSx+YrkqJmtXRUMqqFw1Rzp56ZWfbeOfaJJ+5TgchnOI5nVlV0pcO37Ij/Sql16tqtP7nw+S5+PAhjuK1I1SdvSgr1xtqVXR5qSFVlLLan3G5ZkdIUoM4tscTruU8RGeEchgeMD7dM8IHc9GkWKZSdK7ck5OWQG2WGJhxCG0jqASBgCOt4RDA1et8Y/4uA/+JciLXXEBc3FW3ryjCRR769ubC8qQpzec8dMk0rL39XndN52/bExYNGYarFUlZBx1E06VIS66lBUARgkcWYmdWAPSae/Uzv70xqK0j+y1ZH+MdN+UojbrWf955/9TO/vDEns2tUr05Oo8lk2Be1723qyryzj7GlqV/3M0e5AEfQ9UfOVH51bH6RJj6HqMVx8T5/L9TJv+DjJFDvw/wB/SX4pcdnwi3O0LLx/bd/5OY6ng5jig35z/r+S/FLjseETVmz7MP8AhiYH/hzE8v8Atny8y7r/AMe+X+4g3HFz6255UmOUcHfravgMQKKM+BuAoS8W7SR3U+W/FJjV9r0Qda75/Ds3+/MbPaIr/wBnqUMf1hLfikxrA15+zXfB767N/vzE/tf2MPzkXjpSv6Wj4+RYuMxIjY1y1dqOf7RP/jmYjtEiNjZxq5UfwE/+OZiKsPeYeJWdj+/0viRI3dsvOgNzD9NJ/Kmo11DqHwRsT3afYEuf76T+VNRrsHUPgjr2z7deBJ9KPfY/CiscmPrqfj/jjjHJj66n4/44iCuLgbroQhF7PswhCEAIQhAHEgGKBKc5x1xzhAxqcCB3ZioAjlCA48RCEIGRCEIAQhCAEIQgCkMAxWEAUwBFYoTiPCu+9bSsOkrr15XDIUentclTE28ltJPYkZ9so9gGSYw2kss8ykoLMnhHumPPrFbpVvyDtVrlTlafJMJ4nZiZdDTaPhUogCMDzW5W8NR+On7cdMZ+4krUW/VHWAqRpLX6ZBV47xH6EAfD2Rypm1qevieYuTcffM5e882rpGqMwpUtR5UnsSynBcx1cSsZ55Ec3pDm8UVnv5HA72Vb1bWO938I/Xn8snjai7xnXKbV3tDbNmrqlqIwt6oXFMNqbpMolPtiFEpW+R+hRjPYTzjBtr6waCVatN3nr/dd36h11CukYlHqMWqTIqPYzLBQCsdWVDmOeM84lluKpFMoW2696TRqdLyMnL0N5tmXl2ktttpA6kpTyAjVf8R/YiJv6tahOO963y0RV9t3V1aXEN+SnlZxjRa9n3ybFGd/O3yVZbl5WUuZlppIShtFG4UpSOQAAVgDyRmnSjVK2NYbSbvW0fRvpc8+7LJ9FsdE5xtLKV5Tk8sgxqCGe4/sRsi2D/a8SX4YqfylUb9n31W5qbk+GOw7Nh7Yur656mqljGeGNUYC8Il9l63j/wAnE/KXIi1EpPCIZ9eC3vLbqcftl2It/Ef2IitoL+okytbbTe0Krxz8kXXpF9lux/8AGOm/KURt1rP+809+pnP3pjUVpIcas2QcH+mSm/KURtyrS/6FT2OyXd/eGJPZCxSm/wA4Fh6LJq2rJ/mhpdlOcs15W0/uR9eyPjKD87Ncv6mn9yPtzyIgmnngUuUW5E2/B1ECg35+EJH8U5H28Igc2dZn4Zf+Tqjq+DsVw2/fgP8AbCRz/wBU5HY8Ibzs+zfJWH8/tYxPJP8AhqXd5l2WV0e17P8AcQgjisZQr4DHLn3GOLmeiWcHqIiASecYKO09Ukbd6GT6n6V+D5b8UmNYmvH2ab3/AA7N/vzGzehr/oBShn+sJb8UmNZGu3PWi+COf9HZv9+Yn9r60oePkXfpPl2tHHb5FixIbY4f9luo/gJ/8czEecHuiQmyA41aqJP9on/xzMRdimriDxzK1shYvqXiiRe7NZOglz8/upP5U3Gu8dUbDd2JJ0FuUYPXKHq/vpqNeQyOREde2U+vXgSXShYvI/Cv8lY5MfXU/H/HHH4jHNk8LoUcgfBERhldIeevrrd78d8+cU39JD19dbvfjvnzim/pIseEXo+yl8evrrd78d8+cU39JD19dbvfjvnzim/pIseEAXx6+ut3vx3z5xTf0kPX11u9+O+fOKb+kix4QBfHr663e/HfPnFN/SQ9fXW7347584pv6SLHhAF8evrrd78d8+cU39JD19dbvfjvnzim/pIseEAXx6+ut3vx3z5xTf0kPX11u9+O+fOKb+kix4QBfHr663e/HfPnFN/SQ9fXW7347584pv6SLHhAF8evrrd78d8+cU39JD19dbvfjvnzim/pIseEAXx6+ut3vx3z5xTf0kPX11u9+O+fOKb+kix4QBfHr663e/HfPnFN/SQ9fXW7347584pv6SLHhAF8jXbW4f2Yr484Zv6SPKqupOoVefRNV2+7iqT7Qwhybqj7ykjyFaiRFtwg1kw0pLDL2Y1v1mlmUS8vq3ejTTaQlCG69NJSkDqAAcwBHP19tbffivjzhm/pIsaEOCwZWnAvSb1q1gqEs5JVLVW8ZuWeTwOsv12aW2tPcpJXgjyGPC9V10Z/pjqf7bc/LHkQjDinq0eZRjN5ksnr+q66M/0xVPH6rc/LHr0zV/VahygkKJqbdlOlkqKwzKVqZZbCjzJ4UrAyTFowgoxjwQjCMdUi5qrqZqFXnkzNdvq4ak+hHRpdnKm88tKc54QVqJAyc4jzzd11e6Sp/ttz8seTCMbseww6UG8uKPblb2vCTmG5uWuqrtPMrDjbjc64laFA5CkkHIIPaI91Wumta0lC9X72Ukggg3BNkEH/AOpFjwjKSXAzGEYfpWD1vVbc/uiqY/8Aul/livquuj3RVP8AbS/yx5EIxuQ7Eeeqp/2r6F00nVTUugIcboOoVy0xLxCnRJ1Z9kOEdRVwLGSM9sVq2qmpVfbbaruoVzVJDKittM5Vn3ghRGCQFrODjtEWrCM7qxjketyKju40PW9V10+6Op/ttz8sV9V10dtxVP8Abbn5Y8iEY3I9h56qn/avoXonWzWNCEto1YvJKUgJSkV6aAAHUAOPqjx5q+bxnph2bnLqrD8w8orcddnXFrWo9ZUoqyT5THhwjLSfFHqUYy/Usnreq26vdJU/225+WO5TNRb9or5mqRe1ekXykoLsrUnmllJ6wVJUDjkOUW7CMKMVwRhU4J5SX0LtntW9U6pKrkanqVdU5LOY42X6zMONqwcjKVLIPOPIN3XSeq46n+21/ljyYRlxT4oOnGTy0et6rbp7bjqf7bX+WHqtun3R1T9tr/LHkwjG5HsMdVT/ALV9BCEI9GwQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIA//2Q==" width="307px" alt="bitcoin price dollar"/><br />
A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. Using a blockchain ensures security and manages digital relationships as part of a system of record. Alternatively, you can store your BTC in an external BTC wallet. There are hot and cold wallet solutions available in the market with different pros and cons, so you can explore the options to see which one suits you best. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network.<br />
While Bitcoin has yet to find favor as a medium of exchange, it has attracted the attention of retail investors. The locus of Bitcoin’s demand shifts based on economic and geopolitical considerations. For example, China’s citizens may have reportedly used the cryptocurrency to circumvent capital controls in 2020. Bitcoin has also become popular in countries with high inflation and devalued currencies, such as Venezuela.</p>
<h2>What Was The Highest Price For Bitcoin?</h2>
<p>If there’s one cryptocurrency you should know about, it’s Bitcoin. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price. The percent change in trading volume for this asset compared to 1 hour ago. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/LunarOpinions?src=hash&amp;ref_src=twsrc%5Etfw">#LunarOpinions</a> Would you recommend trading on Beaxy?</p>
<p>90.6% Yes<br />4.274% No<br />5.128% No opinion</p>
<p>Data represents opinions given on LunarCrush over the last 24 hours.<a href="https://t.co/vOlKvVnhjW">https://t.co/vOlKvVnhjW</a></p>
<p>&mdash; johansyah coga (@johan_syah) <a href="https://twitter.com/johan_syah/status/1498493682672013315?ref_src=twsrc%5Etfw">March 1, 2022</a></p></blockquote>
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<p>Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. The total dollar value of all transactions for this asset over the past 24 hours. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. But go by its recent boom — and a forecast by Snapchat&#8217;s first investor, Jeremy Liew, that it will hit a bitcoin price of $500,000 by 2030 — and nabbing even a fraction of a bitcoin starts to look a lot more enticing. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks.</p>
<p>By December 2020, Bitcoin’s price had increased by over 300% since January. The year ended at a price of about $29,374 — the highest it had ever been. But thanks to media coverage and the steep rise in Bitcoin’s price, the crypto industry started to take off between 2017 and 2019. At the start of 2017, Bitcoin finally broke $1,000 again and kicked off a bull run phase. Prices doubled to $2,000 in mid-May and then skyrocketed to over $19,000 by December. By the end of 2019, Bitcoin’s price was back down to $7,200. Once you’ve learned the lingo, accepted the risk, and met your other financial priorities, you’ll need to actually buy in. The process for buying Bitcoin is the same as the process for buying any other altcoin. Bitcoin’s high point of the year so far remains in the earliest days of January, when it nearly hit $48,000. In that same month, Bitcoin also hit its six-month low as it dipped below $34,000.<br />
While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for investors to consider. The potential reward comes with higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. Unlike investing in the stock market, with more predictable returns on investments like index funds, investing in Bitcoin has been likened to investing in gold or other alternative assets such as art or horses. That’s because there’s a finite amount of Bitcoin out there. While a company can issue more stock options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. Bitcoin set the stage for blockchain technology and decentralized finance. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority.</p>
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<h2>How long will it take to mine 1 Bitcoin?</h2>
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<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine a block, and a block will award a number of coins to whoever mines it.</p>
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<p>Gold was useful as currency due to its inherent physical attributes, but it was also cumbersome. Paper money was an improvement, but it requires manufacturing and storage and lacks the mobility of digital currencies. The digital evolution of money has moved away from physical attributes, and towards more functional characteristics. Rather than carry around cumbersome quantities of cocoa beans, gold, or other early forms of money, societies eventually turned to minted currency as an alternative. The first such currencies used metals like gold, silver, and bronze, which had long shelf lives and little risk of depreciation. According to research, bitcoin market price is closely related to its marginal cost of production. Bitcoin was released in the aftermath of a financial crisis precipitated by the loosening of regulations in the derivatives market.</p>
<p>Bitcoin is a cryptocurrency developed in 2009 by Satoshi Nakamoto, the name given to the unknown creator of this virtual currency. Transactions are recorded in a blockchain, which shows the transaction history for each unit and proves ownership. Not only do they have technical differences, they also offer two completely different value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether.</p>
<p>The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price dollar</a> speculative and volatile. Bitcoin and Ethereum are the two largest cryptocurrencies by market cap and exchange volume, but they’re very different when you look past the popularity they share. They are secure, but more susceptible to hacking than cold storage, which is when you store crypto offline on a piece of hardware. Think of cold storage as kind of like a safe in USB-drive format.</p>
<h2>Historical Data</h2>
<p>For example, a run-up in bitcoin’s prices in 2017 was succeeded by a prolonged winter. The supply of an asset plays an important role in determining its price. A scarce asset is more likely to have high prices, whereas one that is available in plenty will have low prices. The cryptocurrency’s protocol only allows new bitcoins to be created at a fixed rate, and that rate is designed to slow down over time. Thus, the supply of Bitcoin slowed from 6.9% in 2016 to 4.4% in 2017 and 4% in 2018. Cryptocurrencies have few metrices available that allow for forecasting, if only because it is rumored that only few cryptocurrency holders own a large portion of available supply. These large holders – referred to as “whales” – are said to make up of two percent of anonymous ownership accounts, whilst owning roughly 92 percent of BTC. On top of this, most people who use cryptocurrency-related services worldwide are retail clients rather than institutional investors. This means outlooks on whether Bitcoin prices will fall or grow are difficult to measure, as movements from one large whale already having a significant impact on this market. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.<br />
The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. Mt. Gox, the Japan-based exchange that in 2013 handled 70% of all worldwide bitcoin traffic, declared bankruptcy in February 2014, with bitcoins worth about $390 million missing, for unclear reasons. The CEO was eventually arrested and charged with embezzlement. On 3 April 2013, Instawallet, a web-based wallet provider, was hacked, resulting in the theft of over 35,000 bitcoins which were valued at US$129.90 per bitcoin at the time, or nearly $4.6 million in total. The rewards are dispensed at various predetermined intervals of time as rewards for completing simple tasks such as captcha completion and as prizes from simple games.<br />
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width="300px" alt="bitcoin price dollar"/><br />
The Bitcoin network is essentially a ledger containing a record of all Bitcoin transactions made since 2009, the network launch. There are thousands of nodes, which anyone can operate anonymously. Nobody owns or controls the Bitcoin network, and updates to the software are accepted by community consensus. Bitcoin is a cryptocurrency, a form of electronic cash which can be spent peer-to-peer. Intraday Data provided by FACTSET and subject to terms of use. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements.<br />
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" width="308px" alt="bitcoin price dollar"/><br />
The US-based exchange Cryptsy declared bankruptcy in January 2016, ostensibly because of a 2014 hacking incident; the court-appointed receiver later alleged that Cryptsy&#8217;s CEO had stolen $3.3 million. On 3 September 2020, the Frankfurt Stock Exchange admitted in its Regulated Market the quotation of the first bitcoin exchange-traded note , centrally cleared via Eurex Clearing. In June 2011, WikiLeaks and other organizations began to accept bitcoins for donations. At the time, a transaction&#8217;s value was typically negotiated on the Bitcoin forum. Sign Up NowGet this delivered to your inbox, and more info about our products and services. Throughout much of its history, speculative interest has been the primary driver of Bitcoin&#8217;s value. Bitcoin has exhibited the characteristics of a bubble with drastic price run-ups and a craze of media attention. This is likely to decline as Bitcoin continues to see greater mainstream adoption, but the future is uncertain. One of the biggest issues is Bitcoin&#8217;s status as a store of value.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a><br />
It’s more secure, but if you forget your password or lose the device, you could lose access to your money forever. The future of bitcoin and bitcoin’s price remains uncertain. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> launch. Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes.</p>
<ul>
<li>Thus, the supply of Bitcoin slowed from 6.9% in 2016 to 4.4% in 2017 and 4% in 2018.</li>
<li>Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.</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>Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only.</li>
<li>The cryptocurrency’s technological roots mean that other factors—such as the difficulty levels of its algorithms and forks on its blockchains—can also play important roles in determining its price.</li>
</ul>
<p>With any Bitcoin price change making news and keeping investors guessing. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash. Since hashes are completely random, it’s just a matter of trial and error until one miner is successful. No more bitcoin can be created and units of bitcoin cannot be destroyed. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places. That means anyone can purchase a fraction of a bitcoin with as little as one U.S. dollar. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. &#8220;All Bitfinex clients to share 36% loss of assets following exchange hack&#8221;.</p>
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<h2>Can I buy 100 dollars of bitcoin?</h2>
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<p>That said, you can invest as little as a few dollars into an asset like Bitcoin. You don&#8217;t have to buy one whole Bitcoin! Bitcoin is hovering at around $39,000 at the time of writing, but you can buy fractions. So, you can buy a few fractions of a Bitcoin up to $100 and you&#8217;ll be building your portfolio.</p>
</div></div>
</div>
<p>The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. They used the exchange&#8217;s software to sell them all nominally, creating a massive &#8220;ask&#8221; order at any price. Within minutes, the price reverted to its correct user-traded value. Accounts with the equivalent of more than US$8,750,000 were affected. There are also faucets that dispense alternative cryptocurrencies. The first bitcoin faucet was called &#8220;The Bitcoin Faucet&#8221; and was developed by Gavin Andresen in 2010. On 12 March 2013, a bitcoin miner running version 0.8.0 of the bitcoin software created a large block that was considered invalid in version 0.7 . This split resulted in two separate transaction logs being formed without clear consensus, which allowed for the same funds to be spent differently on each chain. In response, the Mt. Gox exchange temporarily halted bitcoin deposits.<br />
Hardware wallets such as Trezor and Ledger are strongly encouraged in mitigating that risk. A hardware wallet secures your private key that holds your Bitcoin into an external device outside of your personal computer. When you intend to transact, you would connect the hardware wallet into your personal computer, and all the key signing in order to transact would be done in the hardware itself outside of your computer. 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.</p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/bitcoin-price-tracker-btc/">Bitcoin Price Tracker Btc</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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		<title>What is Monero? And how does XMR work? 2022 edition</title>
		<link>https://onlinenursingdegreenow.net/what-is-monero-and-how-does-xmr-work-2022-edition/</link>
		<comments>https://onlinenursingdegreenow.net/what-is-monero-and-how-does-xmr-work-2022-edition/#comments</comments>
		<pubDate>Wed, 27 Oct 2021 13:32:35 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1349</guid>
		<description><![CDATA[<p>Content Quickly purchase top cryptocurrencies What are the fees to convert Bitcoin to Monero? BTC to XMR Chart One of the few developers who is known by name is Riccardo Spagni who was Monero’s lead maintainer until stepping down in December 2019. Spagni originally got involved in cryptocurrencies in 2011...
<p><a class="more-link" href="https://onlinenursingdegreenow.net/what-is-monero-and-how-does-xmr-work-2022-edition/#more-1349">Read More</a></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/what-is-monero-and-how-does-xmr-work-2022-edition/">What is Monero? And how does XMR work? 2022 edition</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Quickly purchase top cryptocurrencies</a></li>
<li><a href="#toc-1">What are the fees to convert Bitcoin to Monero?</a></li>
<li><a href="#toc-3">BTC to XMR Chart</a></li>
</ul>
</div>
<p>One of the few developers who is known by name is Riccardo Spagni who was Monero’s lead maintainer until stepping down in December 2019. Spagni originally got involved in cryptocurrencies in 2011 by mining Bitcoin and went on to co-found Tari, a merge-mined sidechain of Monero focused on enabling and empowering non-fungible tokens . Ring signatures is a concept from general cryptography and refer to a digital signature that can be signed by any member of a specific group of people with private keys. Whenever you make an XMR transaction, your Monero wallet forms a ring out of other users’ keys it pulls from the blockchain. To anyone observing, it’s impossible to tell whose key was used to sign, making the transaction anonymous.<br />
<a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
Project news and developments, market sentiment, the flow of cryptocurrency on exchanges, and the economy, in general, all affect the price of Monero. Though its rate will be slow, the perpetual inflation of Monero means that its price and market cap aren’t driven by scarcity like Bitcoin. XMR’s inflation rate decreases with time, which should preserve the value of the network to some degree. Monero is a privacy-focused peer-to-peer digital currency, designed to be untraceable and anonymous. A transaction on the Monero blockchain can’t be linked to a particular user or real-world identity as the cryptocurrency is fungible. This term describes a currency in which every unit is identical and mutually interchangeable with every other unit of that currency. Monero tends to truly protect the privacy of its users.</p>
<h2 id="toc-0">Quickly purchase top cryptocurrencies</h2>
<p>In addition, the two-factor authentication, DDoS protection, and use of multisignature Bitcoin addresses turn it into one of the safest crypto exchanges in the USA and around the globe. Monero continues to be among the leaders of anonymous cryptocurrencies. If the developers continue to work on their project, popularize it, and integrate it into other projects, the price of Monero will increase. &#8220;I don&#8217;t know that I have an immediate aversion to privacy coins. I do, however, feel like there needs to be some regulation around it,&#8221; he said.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/signals-by-beaxy-exchange-350x233.jpg" width="306px" alt="btc to xmr exchange"/><br />
The Library offers publications and books downloadable for free, including the full &#8216;Mastering  Monero&#8217; and &#8216;Zero to Monero&#8217; books. Investor sentiment often follows price, so if the rally in bitcoin and ether can hold, it should lure more investors back into the crypto space. In order to counter the legalization <a href="https://www.beaxy.com/buy-sell/drgn-btc/">https://www.beaxy.com/buy-sell/drgn-btc/</a> of proceeds from crime and the financing of terrorism, exchange offices carry out AML checks of transactions received from customers. You can expect results to come in within seconds of hitting “calculate.” You simply need to type in the amount of cryptocurrency of BTC you want to compare with XMR.</p>
<h2 id="toc-1">What are the fees to convert Bitcoin to Monero?</h2>
<p>According to the community’s founders, the transaction will be considered fully confirmed no more than 26 minutes after it is sent. Ehrenhofer, who joined the community in 2016, explained that the closest thing to leadership within Monero is the Core Team, which comprises seven members who ultimately decide what code is and isn&#8217;t merged. They maintain the coin&#8217;s infrastructure and repositories, as there are some limits to how decentralized something like a cryptocurrency can be. The development community that supports Monero is broken into various workgroups with roles that include infrastructure, community, development, regulatory compliance and more. Ehrenhofer&#8217;s Monero Space workgroup, for example, provides a number of services to the coin&#8217;s community. In more technical circles, privacy coins like Monero are referred to as anonymity-enhanced cryptocurrencies . Monero is the most popular and valuable AEC, but other top coins include ZCash , Oasis Network , Secret and Decred . Monero strengthened its dominance in &#8220;privacy coins&#8221; segment; currently, it is responsible for 98% of all private transactions, while ZCash &#8216;s market cap is still half that of Monero . Easily convert BTC to XMR in a few clicks using Alfacash regulated instant crypto exchange.</p>
<ul>
<li>Bitcoin is controlled by all Bitcoin users around the world.</li>
<li>CoinBene is a trustful and safe cryptocurrency exchange platform where you can buy &#038; sell the most famous coins, such as Bitcoin, Ripple, Ethereum, and more.</li>
<li>If the developers continue to work on their project, popularize it, and integrate it into other projects, the price of Monero will increase.</li>
<li>He said privacy coins lie between cash &#8212; the most difficult to trace &#8212; and Bitcoin.</li>
<li>Moreover, Monero is governed by a community that is driven more by ideals than profit and believes privacy is a fundamental right.</li>
</ul>
<p>If you cannot find how to exchange the money after you go to the site, contact the exchanger operator . It is quite possible that no automatic exchange Bitcoin to Monero is available at the moment and your exchange will be processed manually. Keep in mind that change rates Bitcoin Monero can be better when you go to an exchange site from the BestChange.com monitor than when you visit exchangers in a regular way. Swapzone is one of the best BTC to XMR conversion platforms you can use. Our BTC to XMR converter is straight forward and you don’t need to register on our platform to use it. Swapzone charges no fee extra fees when converting BTC to XMR. Swapzone should process the transaction in a couple of minutes, after which your BTC to XMR exchange is completed. Compare the rates available to choose the best BTC to XMR exchange deal. Enter the desired amount of Bitcoin and write your wallet address to receive currency.</p>
<h2 id="toc-2">What is Ethereum? add</h2>
<p>PAYEER Exchange is a cryptocurrency exchange created in 2019 based on the PAYEER payment system, which provides an opportunity to trade and exchange the most popular cryptocurrencies in the world. On the PAYEER Exchange, you can quickly sell and buy cryptocurrency for fiat immediately in your own account. A cryptocurrency conversion calculator is one of the simplest ways to get real-time Bitcoin to Monero exchange rates/ratio and perform an instant exchange within seconds. Since crypto traders are always leveraging currency pairs, BTC to XMR exchange is one of such pairs. Follow this real-time Monero price chart to speculate on the price movements of the XMR/USD pair.</p>
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<h2>Who owns Monero coin?</h2>
</div>
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<p>Monero was created in April 2014 by seven people, including Riccardo Spagni. The cryptocurrency promotes privacy, decentralization, and scalability.</p>
</div></div>
</div>
<p>Not everyone is willing to compromise that kind of information. The purchase of the XMR coins is available on many P2P services and cryptocurrency exchanges on the web. In the case of Monero, transfers are made using CryptoNight technology. The sender is not just one person, but an entire group. Several users’ details are entered into the chain, and only the addressee can confirm the transaction by giving their private secret key. The recipient is protected from de-anonymization by a one-time wallet number. This makes it impossible to identify counterparties. Some members of the crypto community believe Monero is what Bitcoin should have looked like.</p>
<p>Usually, it takes 6 confirmations for depositing Bitcoin which can take up to an hour in case of congestion on the blockchain. If you don’t have the Monero address, we suggest you choose a wallet from some of these best Monero wallets and get a Monero address for yourself. This is the XMR address on which you will get your Monero coins in exchange for Bitcoin. Additionally, the variety of payment options, including cards like Visa and Mastercard, wire transfers , as well as electronic wallets contributes to the convenience of the service.</p>
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<h3>Crypto Rally Fizzles Amidst Tesla&#8217;s Bitcoin Sale &#8211; RTTNews</h3>
<p>Crypto Rally Fizzles Amidst Tesla&#8217;s Bitcoin Sale.</p>
<p>Posted: Thu, 21 Jul 2022 12:40:00 GMT [<a href='https://www.rttnews.com/3298205/crypto-rally-fizzles-amidst-tesla-s-bitcoin-sale.aspx' rel="nofollow">source</a>]</p>
</div>
<p>XMR/USD is a currency pair that depicts the relationship between the Monero cryptocurrency and the US dollar . Monero is a cryptocurrency based on the CryptoNote technology, which uses the sender&#8217;s random data to achieve stronger transaction confidentiality than Bitcoin. CoinYEP Foreign exchange converter and cryptocurrency converter. Prices data are continually gathered from multiple markets.</p>
<p>Changelly is the best instant cryptocurrency exchange platform with the best exchange rates for BTC, ETH, LTC, XRP, ADA and 130+ other cryptocurrencies. You can buy Bitcoin and other cryptocurrencies with a credit card or any crypto wallet. Bestcoinsinfo.com aim to uncover &#038; simplify everything about cryptocurrencies industry. Discover all information about cryptocurrencies, keep updated with crypto news and crypto exchange rate conversions. Read trusted reviews, compare to choose your best cryptocurrency exchange. Bestcoinsinfo.com will help you make the right decision in crypto investment.<br />
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" width="302px" alt="btc to xmr exchange"/><br />
The Monero wallets are available for a variety of platforms and contain everything you need to use Monero immediately. You can choose filters or search for swapzone’s partners. Great platform, really easy to use, nothing complicated, everything a beginner or pro trading crypto would want. Sending coins from AW is super easy, safe and with no extra fees or limitations. Send Bitcoin to the  address from your order, after the required network confirmation, Monero will be sent instantly. Monero runs on the CryptoNote algorithm, unlike public blockchains (e.g. Bitcoin, Ethereum etc.), when sending it, you can not see the sender, the recipient, or even the amount that was sent. This is possible due to the use of Ring Signatures and Stealth Addresses technologies. An entity that is not established in the EU or regulated by an EU National Competent Authority. The entity falls outside the EU regulatory framework i.e.MiFID IIand there is no provision for an Investor Compensation Scheme.</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Biggest Movers: XMR Surges to 1-Month High, as ALGO Also Climbs on Saturday – Market Updates Bitcoin News &#8211; Bitcoin News</h3>
<p>Biggest Movers: XMR Surges to 1-Month High, as ALGO Also Climbs on Saturday – Market Updates Bitcoin News.</p>
<p>Posted: Sat, 16 Jul 2022 13:35:15 GMT [<a href='https://news.bitcoin.com/biggest-movers-xmr-surges-to-1-month-high-as-algo-also-climbs-on-saturday/' rel="nofollow">source</a>]</p>
</div>
<p>Currency World delivers instant currency conversion and fresh exchange rates in a user-friendly interface. XMR is one of the most popular cryptocurrencies because of the high degree of anonymity of its users. In the Monero network, only transaction participants and those who will be given a special access key know the amount, sender, and recipient addresses. While the U.S. has not put as much pressure on exchanges, a number of major exchanges like Coinbase do not facilitate Monero exchanges. Perhaps because of this, some major cryptocurrency exchanges like Coinbase do not offer Monero transactions. Meanwhile, U.S. regulators have taken notice of difficult-to-track cryptocurrency like Monero, putting the privacy coin in a precarious position. Read more about <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">pnc address for wire transfer</a> here. Initially released in 2014, Monero is a type of cryptocurrency often referred as a &#8220;privacy coin&#8221;; it has been built first and foremost with privacy in mind.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/c8f49a5e-b983-4887-90d5-6a0254e996d6-350x233.jpg" width="301px" alt="btc to xmr exchange"/></p>
<p>The post <a rel="nofollow" href="https://onlinenursingdegreenow.net/what-is-monero-and-how-does-xmr-work-2022-edition/">What is Monero? And how does XMR work? 2022 edition</a> appeared first on <a rel="nofollow" href="https://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
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