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	<title>Crypto News &#8211; Aliansa</title>
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		<title>How to Build Your Algorithmic Trading Bot</title>
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					<description><![CDATA[These types of strategies are designed using a methodology that includes backtesting, forward testing and live testing. Market timing algorithms will typically use technical indicators such as moving averages but can also include pattern recognition logic implemented using finite-state machines. Simulate a trading strategy using historical data to determine the algorithm&#8217;s performance. Doing this allows &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/how-to-build-your-algorithmic-trading-bot/"> <span class="screen-reader-text">How to Build Your Algorithmic Trading Bot</span> Leer más &#187;</a></p>]]></description>
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" width="300px" alt="algorithmic trading bot"/></p>
<p><p>These types of strategies are designed using a methodology that includes backtesting, forward testing and live testing. Market timing algorithms will typically use technical indicators such as moving averages but can also include pattern recognition logic implemented using finite-state machines. Simulate a trading strategy using historical data to determine the algorithm&#8217;s performance. Doing this allows you to evaluate results and calculate risk and profit-making potentials before investing any real money. Strategies are sets of codes that automatically execute orders without human interaction.</p>
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<h2>Are algo trading bots profitable?</h2>
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<p>The major advantage of trading bots is that they are able to trade automatically and make trades based on predetermined rules without human intervention. When used correctly, they can significantly reduce trading costs and increase profits. However, they&apos;re not always the most effective tool available to traders.</p>
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<p><p>Depending on your skills and experience, trading systems might seem easy or hard. Some GAL scientific degree related to mathematics or artificial intelligence wouldn’t hurt either. Create funds for the backtest that will be utilized on a genuine account. To track the resolution of the intended data, use the function.</p>
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<p><h2>Part 2 (next article)</h2>
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<p><p>Other issues include the technical problem of latency or the delay in getting quotes to traders, security and the possibility of a complete system breakdown leading to a market crash. A wide range of statistical arbitrage strategies have been developed whereby trading decisions are made on the basis of deviations from statistically significant relationships. Like market-making strategies, statistical arbitrage can be applied in all asset classes. Scalping is liquidity provision by non-traditional market makers, whereby traders attempt to earn the bid-ask spread. This procedure allows for profit for so long as price moves are less than this spread and normally involves establishing and liquidating a position quickly, usually within minutes or less.</p>
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<p><p>«Report examines May&#8217;s &#8216;flash crash,&#8217; expresses concern over high-speed trading». In the U.S., spending on computers and software in the financial industry increased to $26.4 billion in 2005. After completing this process, search the username in the search box and select your bot. You can email the site owner to let them know you were blocked. Please include what you were doing when this page came up and the Cloudflare Ray ID found at the bottom of this page.</p>
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<p><h2>Create a New Algorithm</h2>
</p>
<p><p>In this series, we are exploring the most important commands and how to use them. In other words, MetaTrader 4 gives you the broadest opportunities for the development <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> of Expert Advisors and technical indicators. Besides, with MetaTrader 4, you receive additional services allowing you to fully utilize your programming talents.</p>
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<p><p>A strategy can then be applied to buy an asset from one market in order to sell it in another, or vice versa. MetaEditor has dedicated tools that allow for performance optimisation of your trading applications. MetaEditor profilers can analyse the performance of your trading application, identify the slowest functions in your source code and improve upon them seamlessly. Although one does not need coding skills to start, one should still learn about various languages, such as R, Python, and Excel, to succeed in this field. In addition to understanding financial intermediaries’ multiple roles and responsibilities, one also needs to know algorithmic trading regulations.</p>
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<p><p>Orders built using FIXatdl can then be transmitted from traders&#8217; systems via the FIX Protocol. Basic models can rely on as little as a linear regression, while more complex game-theoretic and pattern recognition or predictive models can also be used to initiate trading. More complex methods such as Markov chain Monte Carlo have been used to create these models. The rapidly placed and canceled orders cause market data feeds that ordinary investors rely on to delay price quotes while the stuffing is occurring.</p>
</p>
<p><p>John Montgomery of Bridgeway Capital Management says that the resulting «poor investor returns» from trading ahead of mutual funds is «the elephant in the room» that «shockingly, people are not talking about». There are many different stock trading platforms out there, some with their own APIs. Robinhood offers a commision-free investing platform that makes trading simple and easy. At the most basic level, an algorithmic trading robot is a  computer code that has the ability to generate and execute buy and sell signals in financial markets. The main components of such a robot include entry rules that signal when to buy or sell, exit rules indicating when to close the current position, and position sizing rules defining the quantities to buy or sell. Backtesting is a term used in trading to describe when an investor looks back in time for signs on how to invest in the future.</p>
</p>
<p><p>Market making involves placing a limit order to sell above the current market price or a buy limit order below the current price on a regular and continuous basis to capture the bid-ask spread. Automated Trading Desk, which was bought by Citigroup in July 2007, has been an active market maker, accounting for about 6% of total volume on both NASDAQ and the New York Stock Exchange. Backtesting the algorithm is typically the first stage and involves simulating the hypothetical trades through an in-sample data period. Optimization is performed in order to determine the most optimal inputs. Steps taken to reduce the chance of over-optimization can include modifying the inputs +/- 10%, shmooing the inputs in large steps, running Monte Carlo simulations and ensuring slippage and commission is accounted for. The success of these strategies is usually measured by comparing the average price at which the entire order was executed with the average price achieved through a benchmark execution for the same duration.</p>
</p>
<p><p>FIX Protocol is a trade association that publishes free, open standards in the securities trading area. This institution dominates standard setting in the pretrade and trade areas of security transactions. In 2006–2007, several members got together and published a draft XML standard for expressing algorithmic order types.</p>
</p>
<p><h2>Recreating a Strategy on Nasdaq 100 Index with Yearly Re-Construction of Equally Weighted Portfolio with Python.</h2>
</p>
<p><p>Foreign exchange markets also have active algorithmic trading, measured at about 80% of orders in 2016 (up from about 25% of orders in 2006). Futures markets are considered fairly easy to integrate into algorithmic trading, with about 20% of options volume expected to be computer-generated by 2010. Bond markets are moving toward more access to algorithmic traders. MT5 is packed with numerous inbuilt and custom indicators, but you can access even more by browsing through the market. The market has practically GALA the biggest collection of trading robots, indicators, scripts and other trading applications, all accessible to MT5 users. There are plenty of free applications, but others are available for rent or outright purchase.</p>
</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Threats to crypto have never been greater, but mass adoption is imminent &#8211; Cointelegraph</h3>
<p>Threats to crypto have never been greater, but mass adoption is imminent.</p>
<p>Posted: Fri, 17 Mar 2023 16:47:52 GMT [<a href='https://news.google.com/rss/articles/CBMiZmh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy90aHJlYXRzLXRvLWNyeXB0by1oYXZlLW5ldmVyLWJlZW4tZ3JlYXRlci1idXQtbWFzcy1hZG9wdGlvbi1pcy1pbW1pbmVudNIBamh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy90aHJlYXRzLXRvLWNyeXB0by1oYXZlLW5ldmVyLWJlZW4tZ3JlYXRlci1idXQtbWFzcy1hZG9wdGlvbi1pcy1pbW1pbmVudC9hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Choose from a wide selection of trading bots or create your own. From advanced scalping to diversified index-based strategies, the Marketplace <a href="https://www.beaxy.com/blog/algorithmic-trading-its-easier-than-you-think/">algorithmic trading bot</a> offers a wide range of bots to help you achieve your trading objectives. This includes long-only as well as market-neutral bots with shorting.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">One of the main advantages of algorithmic trading is the speed of decision-making. Algorithms can analyze the market and make decisions in fractions of a second, which prevents losses and allows for taking advantage of quickly arising opportunities. <a href="https://twitter.com/hashtag/Algorithms?src=hash&amp;ref_src=twsrc%5Etfw">#Algorithms</a> <a href="https://twitter.com/hashtag/bot?src=hash&amp;ref_src=twsrc%5Etfw">#bot</a> <a href="https://twitter.com/hashtag/dig2tech?src=hash&amp;ref_src=twsrc%5Etfw">#dig2tech</a></p>
<p>&mdash; ◽️digi2tech (@digi2tech) <a href="https://twitter.com/digi2tech/status/1634448093662855168?ref_src=twsrc%5Etfw">March 11, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div></p>
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		<title>Bitcoin Price BTC Price, USD converter, Charts</title>
		<link>https://www.aliansa.com.co/bitcoin-price-btc-price-usd-converter-charts/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 16 Feb 2023 17:53:17 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. On February 11, &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/bitcoin-price-btc-price-usd-converter-charts/"> <span class="screen-reader-text">Bitcoin Price BTC Price, USD converter, Charts</span> Leer más &#187;</a></p>]]></description>
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F3wAM/327Sstog9h6Eyy28RFc/yUVQ3NeY5q/pIhV8zPrDRjp4c1cuLIWU7xeGiWaayiSvWFI1DqraO+BW7XbRcadtGiiSb8+aGM/Cly3ZPdmZy9vGyqkZI40gyrjsh+vVPoYDWdEiCdBbh45tRqK96JEHuGDVUfx7PPftZcyfqUgktjT/YvdBMYJQMlDnC3GCKBlUg1l6SUDIRG/wpuM5rNQgaCdmPqaZBrQHo4U83NblND23ysrmEU5QKjoaIPexUQ2u2IMJBBbS22e1urTY4wZpv0e1VleUl0aKAmBhiWvHjcjbyd1KCDjWj3l35lGOMKlVv4gxmFgfdPkCh2Un8PcHBSe0+SgOZHhRHdjeI58sDT7cFfcIiZMUThwg6yqf4oXNwBbN1YUxpRaflT7I3YDA4b9LFcwaEyiEaha/v5vIaurFCwdieEG0bULySEAJ92SfSf3gyO0ArlZPSDq4H+rTl43uKrP6yjNjB7twGZOV/Ld89rnEH2vEA1cdS7upoOoxSbtSXHa3nGefIJTe8bf90ffq62z0HAtWtXu0kC82yPLk6jeAf9IXK4Toi7g5hH4AcC2RLdmSYO1KdKcGTks30g2S8TLwRXUbnPgfWJf9gwr46QEY/2B1rT8D6J/zy9vrkzxiNiLh33ecT4IZ3iyyt/ygLFWhuoOZMDh3W0AVwtsKWjih7vjOHPpduOSn5L9ai4VTmnYueM5dskhTboKldlRzDEHW4kmsSEBijGjVYEMZCm7eSRFtZEqw1oOzLGuIl4meAPqjCicP1O25BZQAi1mliHmOgStMs9Mj257pbKQ3fA1DtZP3CTxy2sNIMnJKBdysgs5sdVyT5p06hifroXl6i4hqWMFakSILL1RiZtdu/I1aWbIX7EM43EbngIvxlUfJeRyWw8lsyPSZvt7474F8I8a28eD8monE1RFTHrzNKYoRJSxHySLH4ljlrli+NiDj9cRBnoP5CyKdt27jRznEUepBhB9wY1jlAylcY6pUeBccQoJZu6uOwv0gXTUjxen2B4CNY76a68n8fM+qPikKhJgnIhDRcrTGG3sYK24c4iCc7IuIFrL4u32u7CsRFyl0NPFOJ1dQAhdk42Dy/X0eN7Slc6OR3Ij272OgLIuHYK6hc6z6BHbAGKAv0CTmYr/Ub6NZlMBPwjrQZDSIJycVWxxhk4lI7UdR/+zBsxyMtMWVQFEZZQ7Ej3ZSn287EJaebLjUGhafnp+H2mCU2irAzjsQpeu3jZkgNDIHoqN/oN1yW1VpkvfxAgK3PdEzeh65sceLbSuQkE4cAII66QcPCzg88WrUB/NGO7E6sRfiANJlB6OiqLb0/9yoou2Xgm/GNXzNWvJzATfV7ucEDgZCJiw/EBc+B7Mt+WllEUGYi9dh/wJqen1WtjJskonhrdprjhF+WaNIGGqVv3aFg2KVUxsV2ry9ua/2CshaVcZUFUnRGfayjTWoGrEcVsj7NJgq5jeLpcLh82b0JAZjU/zR8tBm+fEy/WMKHZgpISmRFPFlupGD15nIxgNBIcFv+mmmPM9DKiouzWB+8tcwJqsEyhEp2UZlDsgGJzxwccM1mAFfz5ZoaKtLd9pD5VOjAoISmNOKCklEGvLFjne+ChSjJbaLpTjwifivlaH0Xv7lC36L6IDVp98MHnXmljky5QeFopBAfsBWNB7GHudPebePRBjOHXK3+hPy1wUBJ1whgN3HU4cJdZ7KfBmx1Vw6nzQzcRwMwNhcJDa5lS3pOrgOrWp3AW/w/q81RfuWFqTbvWXiatkBv5W0LORGbAYNCPlsAJjUpyvk3X1sb+5C9iwYTIrLzEF5qgBV4xh1Vp1uHPEiNiUVrys9kOylxvHUuY3lLJOqF47RvUFHVQN/4TDLQUgYIlonksFajGgigHOfNpY8JQ/svgdQMWaj5SPxvBOem7v31u0YmWe5Q4/dYlowIAgjrAtuxAkqsRMQiiRlCX6dKDMeAOHDKBPbgJhiQea/lLdRgLbm2uKWR9ipkz+1uOmLEplYysC8R89U7+viPE5FhXVOv7Dpl2BDLtILMzw6GiDB9l05dXGIjvWBZtSOtYdWdeVXd9re6h6/VF+SvJeGOj1gr6LeFtsyeWnPYMW5XtkQAaeG9ziPTK93d8bcnZhVouPuRiL9lrmA/Hu4Ydvsj03geMqEaUOoHge1natHb4ARD5kwxlbo8i+jks1qQewF935f9T6oECoybUfF1BczgzEqiKjGmWR9fKY5usjS3efDgT+ipaF1nvkVjvA26FV478xwdlBN7F+dCs8y+ixF7htxrP7wmhSiaBVk6tQG3OB6DtCovxor26fA19/QCtoVhwEnhU/Ypr11/4ZKmMbZTtZkWquyjGbnzjdcLTkR/ESSOkvM3i2kG6veNGmlw61LfNvfTL45kooM7J4gkdYDky44j7Ijp2ZHaaWJKJn8Psm3cBsIVFLpFVUmILBVlHFJIJSjRtpQ5BDv+2mnc75hZ7Xoj4kvvOPlpxh+CP7j7/oRHsJTpCB22IusXb+SWNMmRHvmfCfOgNEuRoei1u2Cd+2b+AmhoWImf3O/LG1H/BjpxqkyCaj1Q62OcXvEswqFZoxjK91x2HzM/4IZP6+ISk4Cuy7/PnBkrvRyoL/YC1mF+S7d6FKdnFXNJ5uoHDkRc7qfk+NCovyIXxWWS16kPWM9HIv0ZTu/iAR0e6/UAoh64tuQTVzS8Fxdi+EgSdAWObBIl275heQSOmpF9G9iy/MKnDqE4r0Py+UAQG6d497KBGLmneRPlNvDvb4W5aj3pPQX1B0AcUay8AVF+NCoty6G3miUdbKpvDsm/PuHiUg+qPu1fTKu8d83vl+kd2vVO+sL+1xHsQO53raFRnM6WHJK/h0h3+2V0hBD8UFAEFkTnFBxCpMpoTNAhK3CPLcpQUPl5sqYQV7CPLPjtmSjmNzijY1MLpwAOy/YqlKBkBDcCOxQjWvRJH9VfYJrX7npGRLQJsyppbzNV1SSi8XXu/KKG6pU2Fm8dI4PTIRmpdBiEeKoCuv2ULDfI/Hw7BJqvnYIORmXLfccWE4Usvu6H1LhKiglwZR51QXnFhMxXKAPaDbjQ7tN9GhmFgXlMulWDq1fIxugGz3QLwaoEt4QCW6ix4BIa88WdLEKu6viR0mbJZ0XTAI8vvZ3xoUQTCovmCfwEylMu9LPADNDTeT+OhRIYQ4NhFb1PtuhxC2W8KlUTAI33Oa/WdxpGBaBKOpLYCNsUmGBreqxKc82WHp1HMET5YiTifrGbrK+8ANU8IGknK58U+hkQN1j99YmJt1lOAXR2u5vDI8ThFjRWeQe3AuCkCRzFItbvVebwhx+I2ggDHSvYX2splxgwCM0ZWuSGiCyM36mZwSgGALoLgAP7wbAAAllsTp2CkM5aOTCN54lAkEyxp0Oqmv5EG8dyH2uUkce3g3QrrPwNC3SYFS7jBStN7K35qNwglfZybxmQIEhUjknz5oYwuItGLqiokvMa6RU3GS53NhdVith4toiI4d59x4VhxvLNT0AiXM5zmuvry8wvLjwMs3bI4YwQlON2sAB/Sdaouvib3EfQ8bYE0gWRIxfOXSaNeJ/q0LF1TlII4XKdchN6Uy6eHifhljpIqDreL56zw5SPKOZyORIk7XtXuryCyTQQw3z0EWo+Dx1zLTp1wjvDvEUuopRN68V4j4srIoKFlC52cAc8fQULCp7uvIAEMYZ1vTN6WHcRhR75Ina8fHe7LhD9mmQ1lWp2FF5DTZUroku5GDvPIl6lg5q+cj+CFnuoKDm7D/YNE6rR9urUgfnX/7QpQBdMg7gVpXYw0L24RQJqogeiPKZNXrAmAlCrzKF0A9D+4Uor1Hd8nFius++uixh8AF2e78Omybep8jVNvUsVqAAScorDlOy+MbM82nQKAeTUMS2S2HjUfkyrPDpI5bul8opsMJYmRLXrfMIO34zNyE7Jexd2PSajTmLlENFdJTYpa7OZG9fgBLnhaVEEp6nVOn0boNKPHrLKfnDKuVBXa6CB+AkCsWyzKP1KfJBRhEsTnHy3VeWDGLqh/TilbrVH4XZ+CY9oonfa5H0+OVQ/nNsA1haMP8DaORexQtVIBhOF9Rz6vdXShKeLSD1GtH2JO8MejokUeFJ2vqA4rRjf58EPznGSujnmSVU0iVblYp2+fl+++USVcvVsstiFK5Mfj+aUh2ThO35lsphnxbYJ61bvY7vpelV5IdlE+GpUmxW2WIZyYoCsBnL7c5pVlGk2BsJxGvtb2opV+C591UsFCRC3HKejOS07cn75k+KeArxIiflCTpRQB8x/w5iPbwT4TSQG5tRpLCPtgh5P/JdPfkwcbhzqCq9wPMGGV7NUgzW1IXO0jPNFI/3TYG5HgXpYgAAXAW7TsNDSBRWNDCboKf0IOGjfaclrcDqzig1xGICsAv7/bf0d34yHaD5L62KTBOM7jZoocV++tWkiamCSFuAWQUJhUxpikLKMsigXm5K6r0oZZqedzPSgSCT+SFGOpxFl03e6xKiT7pHv9dAZTBPAbtfVpEAixiPUIy4wCA1HSif9K1JE1hdg1YzvoGzN6Zw3GjHPdHyJbhKClu6yFbdvBDzw+DPs8H/Gu3hOcpR1VR/3MDdB2/C1kviGGFd5RYus55pPPqByv3EI/uYP3AyTMg+E4jLgNzI6DgKI4MUUZuyBHg+89dqo57kFd1U4sxDkzcdWNITK0B3tPtOjooSzqhYqf6MG8FBM/yIOGd8sRiksTMSdRtzU5nXv04aP2IKVW8+DPkSGhef/meMSyqEIEWt106S5v7TxrIgBgBx+SzwAD6fDiUHOz4uUi6PSLFKxeezNXSaPf74nDRYFhbOilpNz/9soPGEV3KJ3bu+pzHnGgeT+evQLZrZBldvFM1fzRMH1OqYa4xZo55VO7saYW7MYE/4q5Gz0WWueVWphohTKhQsSmxwQh8mBER4tlZh40hFa803VBJs/ynFQ7pQuNtEgScscc2nSR64U0xVYjX3/gyZbJHiniTFlYBC0UGneCVYZjEjA2y1zeR+ycw1NhcXJ6ajts6v5v9ON6JoFdynDE1a0vGMEWp2iptC/jK3TlEhKs8J0XKBM3OaE37vjks8LLxxT8jVrkNQraHeioR359/ny/IUBmssPWcQBu95GM9VSHqYjf8a7zFr6D3wVHgqBUaXJoceBaOQQ2oAAEbrfNqU2QiyLTUGqACyccTh9giAKhaJHtsu4Rz/T7ilY0l71QCw/GH5fhRA+byf6hDra0yhuheCaBrE2+TJGE+rv/VPBQgRUfyannmkf+U9HQ1lug7llvlcB8qAQVyLDQN8FrYRSsuu19FXr6yJuHrGeXWBxr0IAY8Crr60aA2tqJnfo+4bxLvrTN6RkaGMWhb+Qul2sPmK5N4p21GRTImcgWhTGbrtIaI+Ejju9JxxOdkVNfhd8nqL8r8P1gVCHsSKZt2+gcnDKhbl+1eQoCXMSu5s8Gq1mUM/fUPMw5BLcdKGMEFhxQMMtQjeCOCXCD7kY3KeOIYNyFZHKQwI0HHA47wAFVJmx57XmwABjZdJku/zxtHTphzq43KbQzEa0vlsgpmcI2qs86mrNdG57s/ByzQYUMDSnXmNBUQUxSa2tfeApIQdu26l0Nn+U6eu34PKDV8JqmSPHFKsyaLM38KxnFLKYRgRBUhFbiyaCBQiqHvgPF3qScl7Dp+LllH/2Vrkhgg839aN3h0gGkO+GzQYUumPgfElQHEjLq0lqSdzzKCvpX6QliRXrq4D/79j19q+8wJqb3O7V4Zz4hGc9s404ffKpbm7OP0ec7LMhhMJpk875/owAAQm1BaiEcv+OaaxL7MGG4amBMQLxQ3kQevG9TBzoAW/E720UbxPtCyAWp9Wy/UZHgWeqzqhJxZQINMbz8qRwgK3isL5HV7DKvWyUzQRXbhWX3KbleJvoy4EYcazmH/e3+1UFecNs3ixJiHsZwsU7TIrKfgAAJKyuI/P8vE0b1nSVaIMRHlo8RNniBhbVAT5KuULblUgE7zViXSPO20T8/eiz+g10pQKwKfq6n/mNBU2lNsYEQpOqoEnK8j3X9TK2AAAACxt4cKHwFd6sRWywv4pheCHoTUm4bO4ehprP29AXsGJxU7kaWXjuFsltgkz4yqkowgzoZoSOEcEGTpbddabKN9HvevHkDHt1aowe1YyMmxI+XDnRjwztQDse7Z2ki3GWPa8YKuhhB0FqcMHUGIgYd2gYp+dVYpaUKNZWQzWvdx6syOawov8daeBVwA7J73hFXskLevQZFq67hemC529IXKdMju4bmyXHeZKGo0SfVpHALfg8m9uV/sO6rrSf4AAB4+suUbgh7rs/tuDpI0fkxpvOMecPAnpTu1bhISgtL36YyFCO1tEPMqtStfaTRZY35OCrajfTU+sj9K+h2VCzzlPiAOtWCfSpO/zf+kb4F6tDzyEb2bjB8fmg2F+IUteiIfXGbLRFOKN5NebICazyYXtuerALhBJuSf23fh2zABNzNebUYiiHgmPRyAmF0ylXl0c/zNYdGUmj9Zxzc3Uk1wBNTd1bkJz7BvqIAWEnFY3yPkqaWDTvXdfocfdNGN5hDQRbFU5TJrhkq2W7/ebwkfuIJP0Bi4BZ07g8CfsHzyurnxvGVY9yst8Zo+5nKDjgvM2vguDkpwHusd6p7JWrwKjSJL2leL2gEc+R6m7nYoReB/oW6SJSsxifzL4oBhE2B3tyTVEyQkX7BFqI75mWrw8sSDiq5E1FPepTyQx8DUoF02zNU8XSsdJmx2APBPjkpB6RjUkbgFttBfIsgk5R/afwEeB9pQQg4ZDm0xSskG/2qJ64Nip9NAwrEDPSD4K8ZkDoMEYczlCfpU1yiyj6ld+67XhZGm817RCJvdRGidIGCMDey4Qe5g+toeRbfQ1rTXM7bAi3/JvQGFEB3hyXwwphjXjIkwgCeTq9QKdckEwMMGofA1eqaSZElyWuB2ju/FWxUWuCI8dbKBb4DPLA1UHmtznIxhnbT33AC1y5yBiDbDJa+/pcX/aYMqT5Vt2ylqeQHXgfWtjagBTOcSnvDOGb00CSQO5/6P3uE17OBSs6Z3r7Qpy9pIraWxOdjnI2SJg3bJfF1pC0ZsNE153yZPidT1F4I6GYHaa1hdVctIV1sGgbmZHrtYs1Zdk7bSZwmOQYWcVUHrYRt8NixoC1A+vgzhW1J4+yobpsTErSIzpkfyzh/BpA0rylcI2o+ene2SPMzJiRsiCybTdkhlmP7ska/JjdXjkvvuHpiiA4RQE750FYK9hW60EY9XAmpvdrj0uGy/IrUrnCEkpHdJiDLrhc4MN4ZdwMhm11yhLMys4/+KFLdUEoW9mASWsYJEo/ZY9gHTXuMohd8WSDIwAF4qbh2Q2yV2pLDpBNtKDSwgVD5fiCNao1lhJwM8AAGm9dNaKq7jZpOk8xeDEv3KbwMay4EGd37qtPS1vrMmvkxugYVNV0fBC+uOxRk8H2qr6MIFHs0Al8mNWS7UTAdtf3CRIkGoubFrxySUhCdn+TKxiiapCI+492n3iLbOS1VPjhu+HqOGtokd16wAQG8z3DCBVmPPb4ARMP/WHBSbTcXJsxK0X83bQBgBeyo1Ex+jUNNIdHfBwJ07vE7mZDHpF9Ru3y02whToGFrZU93X9llKp4e+wixF53iuXfLF8s6ArfptHmkdpQAAQ0sb9/6cZd8waq+V3w8ITqJwyBP7kP1vGnP5B862BapC5nCC7szpnVPhCAwMVOvyXKxCgW9QU9YoHx16IC0yCJ6kpUSdSn3VfhahhDdj4Z/c7+Q2/mPXKYye9BLUhBZ7SfCCXyp5IdyvJJKp1GL8nGsimzOL8jbX9e+/KbuFsM8nGApZD/dr31L4//mrfDMALx88LAAXF9VuwxsV3yOfAZO3/omzz6TA56/8QPZq1YcBAHNwjhGoA8p7SuITrwQvdE+kaYqsgf+Cg5TxqouVbJguceI/gOQqNVSjVljj2asK7Ro+YYzqYWLQdnpEbhw2EQSbbTPlVRX+8Tgfw0PpkKvNvn9VDqnXN5NiWhSokAj2OcK3PRRQ/wA8nd9zE9tlDgdwHhJAb2jhjQ1B0BkZO16KwKFBY34M7psUC+myP/x0VvQWjhVaCG5GoPyjVuqEzihvwkAgOExCTWBzVglgbBnaIQ5pW8i+em6H8ImiwZRGSowpAwSUW+fB7uRu9YAqoY9Uu2M5AFz1gUlxKXxMlCbm3Wp+XKfZRDedhP5+wpx04Urb4CeS/jwz7nKw5qkdgNdLorq4zt91rzFzcot7TecPUk+GQfEf0Ex4WWZWUkfMqeWTQAR2l1fC7wahM7iEs+Ys88dFXZLc1JTEfjll0ZUo8HmS5DCDVicI0N9vR0JxKLq9m4S0RNzp0pWJtaNU6B0sxgjacBmKDjee5gbFsecuzWHQqmchx+cB29P1Wp5CVUwzlpVXyP5L74UBOu8d8TmU8otOxmgSoccAAE5yIdgdlNa4cFr3W980aYKoywCOlLt4hzGpSw/dyHuWa0oREJDNdUsvedhaW+FcTR79FkP/Sj0z0yL4ECkHS6weP5DYMOJQwoYXOk1PZ4JsaqIBtBLrPrYF9kFcWR0v+BVB7mniQO1Jp7y3cv5J8qcwOQqqEFVZH8bSPbjRFOjDXsg18uGP5PrnpLMSgMD+D3MZg7q5up8DVLaE+0KOqRCo9X3oOm+PrxQ8UIqYs6XPqSt/Fj1z1nbqxV6sIRQnQxbehq9lTDAqr3nTaR7jIYiyGfjmRw3q8/91L1U6uuo87qBmjHGdNzxP+W99HyNS1Ftp0eU5inj7IeT/qi6w9ZfGHIqaWRp3BeFj0sBbExgPAvcY4HO+2HT2fyn1IYBW03LUQAAibeOTqTNAwyRfbkywSd7STnL4zlj72ucVl/MTZlNcv1KASsKPIxBuj99QBALXeuIx1t52xWdNfdNKaT+3MyW0HI07jp2YBrAqbLsA4jLXrO9fgdXMHJMOPVuxOGbB8AYocPJ2iFW8h1EHy22vu5Qbkz4AQb4OQSJ4vpRr0ciuaCHOC6Qfc03ZkgfxrKSDIyepR1FgLNUQPx9z7fE+l6BP2bode1lw/w2hgsM+0ehEBfsY2drl1NmRxz3TS98gdW06UHGIUKhhj43HStLV5gdt137504WMR6V63yB9O8gIJsz/Rd3GquOsFpjr2JmyEd5xvqA0mkUr1RVsSyhnwKAAaUqlIs9KXzZmmW15h6slEX0zvAZtnapJzHk9gRUgST2u0wYP+udoiouNMA+r7kcSeyXiX17Y/FC9igpB5Xs/3kuVr/goZnD24QjFFWya4rxzjDJGaHplUuTdaNcEmcNKjWQVgkA3NU4/bUOiXzO2nk5VoJ7yzEnj3/S3aIhTQixx/aoDKH+eC5bflqYS09Hmjd6FgFhab1S9LlyXTv1+BXz7QZA5n+im9MzS5pt11u/egqiV+lRVgc+n2EVVa2V28yC5xH4J4jRs3wL+1vFCbseeJaredMxKVusZ+RvmIYjpvq4dqewUx7bJFcSzZeNaekUQSPfQp3Yn6N63SH+/+94TNaS5qw8XabbQzHkdM2GEvFWH71Ras0yaRFy4ncgCrWJaSt+yIYOLS6nWGWl5lwAAEkUSDEFW4xpNdJPqkRHcQHEtyvltpglwE1xJLkLbC5Tgkt5dcXtjpl09y2BsoUUh5NkIECNYsMYABtMhrBzsnMC0b8xfINVVqMvR5ytprVf7cuurK3rHdl3yq7BS5Y6wCz6/RDtdOO5DhIyAnJn24vxOdYU/c0YpsFwJSvMf648Yr+lLoO/KPT0DEfgU+nEgvNKmdcTa6fOk83bOOHk3xSsw+6WAFTSiOBk6nfEYhaiobAlO9jp4doAia5wILzBv9ktuAdlGgsfJn46RVEdGtKKJyQJkXkoL39oTlKtxwIJohvGzML/DfzqCs50mpjPIXqC3UDFR1h4eXUaozbRFu3tZrx3YCm9lXHP0PMjUzJJPEhwpMW9JtFRNODPNDw9/7TY3Mxsk/wwJIQfM9bpvmWYsLjTx7gAAaafHRyNJgk2/knEjpR4W4DCztnUasmBOsEMsJ2EtOvm2i5cqAWuXPFIpky+gzxTfGo1+j7wmLdUhl58TnikjEiMcT9CaED+/LRDiT0y3piUKxZUoEgUWYu8lJooEBlE8g+gk7uQGZndRzC7Q/gHkPozCLgUPI4h7y/DMXz8uFXnfttM1Jewbg7kSW5xOsv3EOHndfwgBaQnUOm8TdH3CGraqDS3BHzx3cyZ5HVUPEtt0i75LRr5/vA6d7WzO1lR8ctHbaZIanjKHt9MNhhj3FLc+jZTBFRIPklpu7YH2S8SDlICd5g090V6Qyf78uuBgmeZ9IFnsILoaZqBZM7aUJTcS9h5eCRzhf1S1xUAAH0eXaCNi8e3vPjNOI28ZN+cM/L1xFFmqzc84dG6lJETrC84fKQrn48rXLYE34/fSh+mewQUMu/3MyN6bHEE0VJoFEkWcYoy2TsQaFNPMYzyd76Lr9EOVu7Pun46WQh7UCRUg3DqMM0yNVbUekfixz7neIqjTck+5D0dwZx5jM/yEKDqCOYcF0mOf7hayH3n+hm08N1gG/6tQR9918WOfhyD0THE5KBPl30k2wPGqb/8LiQb//b1i7y3CIeD/1oa0KEQdfzrrjCjZ3blBf+zHnuKoRIPELYCq1zfPPgu18SgqoKC8dD1R/f6iummASt4YEQqlmPK5wf9bbrxign6rShNsA518rjU6EBxj6FjnjPrfOIFaka0wZyZQ4GVj8g+X2R45Rr/6+1HQH7z/cFgQjIunS8hF6RUW22Mqt83gAAOluyLDA2RmSSKO4zRaU6NnPr2vQ3OM24U3glkG93xQlbjXxMPSl6HB1NZBDGzWTBHEcdg8mpVFExJCJvbLqfa2LYWV6TijB4E57mb+TPm4qJ5wAAuazYRvxeQLTTHc/OjpZ4LTRTzDUeJ5b7Nafe6UZYJRv2y+Xza/kft15X96LqoMzsbnDJUI/OnwkzAatneSB92btEXWapLWZ+hxdq1wE/uX0edbCRGPOY5ak6R0QQQ9I2P63jsIvNaoVOdhJr0KSsq6tyvFhkhRahTUxPTFrzs0pLBN8XmZPTQ+Bndl/2+dzDvx06h+Ey0apZrkt1iIRNVPAMeATiogJQjoyrobgkacM57zrDyKj2bIT8l3wYW1fJjBRVT7gCXmquyUPzR/AH3MHTyz9fCKb5QvCp+UD7qBzdnVJNxExAi5yQb7JesXpStLGjxDtordAK1IhNpEXtOA8wZOB+5vQqCRGdA5TnhWFBYghsPF/pFxPhSpFl0xT0rtTTjEB4ATtnzqMHzEi1aOwwvFqrLXc8ADk7XxBY0vX6zBgFuOlIBQdyv+aCUUxVEzma3I9vD+9psJU1zTSdAfdh/mYgtB2gcNiQ84LUCnghEHY71hDdarTaSFYj4Qh/Ws2nOYxTG8PEel7jMiONdKyMQgult6dZlt7F0WoyDJKADwaR5hgnQyOACAzdJGQGsMwQDGDssinbjkdJ2qDHPokR4VELV1T1rBWZtJmAKjat6pSegpmnp6QBvRINJSmhB0Xwq+Ux4XvS8kiwsu4cH63s63fYokYibDonHJUXDDiVmIAKFulxpwNaSQkLO4kL8+2DdYX25YGS4Px0GIIyJ4JlRW7nu6iGSQnYGiyzlYqO4fUmN6uRs+2V/4ioq0JS/W7yoiXdDJlYTX7Xzb1KaUGMOnkgN2ErkqpwaPeNM0C5Fjyhn108GO4daQIeeNdJ3w40QAyteYwrey1QePwgORiMCFjNV9xnLFcDpgqNdWPkmQ6ComNCEnM00fuZFH/AOjAM+fmfY0QaHs+kVKU3/gnMiS1OHZZdviTZFq7mcS3y+s175mw89nJyZLvKKDrCKlO2ztoGAtXcWgwulWteQ6J8kAPSEIe5aQs4UlADbhuCcruTLMYxwxa2DvNc9jqxXtmX+jfgELIVLX7Wd53bbgKEpIIDwcxfYvD4k30JD5viXwuHti7lQrUcUSt16TJxORKqxoEm0pZRVgZAAnlscNy3f6Xk75ZJGNdaiOTq2vtPrTUiDxnQjoibmZ3u5nMIwQ/mBtdWhVZyCMv41O5KeL4JQ18a/PioOaTPVz5ZsDPl33MKQYsWWFz1AJezYnpaG6rv35j8ApCy1e5aPxOncjMkDdMqs4Mse+JeIuAR5Z6oDAIAMW2Ox8vRx6givrQiPRi+Y8TTMLKC+y9DGPjOBkneak5dT/JHovU2pqS66e43CzFUqTUkYOJvLXn4loR+rtmgO1fdwknJRWMwA68eNxwVxnxfOIsNyN53gspK/q3tASd7PMTgz1bFrdiXPcZvY9x1K4HcU1vdZH1oYo0z7HJ9BWfxs6S3raat6HxcmGW42OOFOTfJAzvcCofMTxo5boXCUTeLLqh8GzMSk65CnNblWwrTbqg6P7djOx/Q2UajHVE9rmtPqmAUQ6xhLbwzuia3FRzv2Q6adv03szDBFMNmQNhrsmfvoXSzMFgNanIpGV+5QsYZfQ9hltKybSQTIgg4iphXW1zbYNS1551ypZ7IeKpwPHyIKk/DfIEX/BQBZWF15HUzQTcrC0zGbV6Pi+b1AXg4gt/5aR7ELPkdIEFWaIaZErNrPUlJkMDvDL8H14L8QG6eA8O2h0e2gn9sLtKvE0oiwarmMl1jJJNcuRrgcUqgouu+K4EHVJWBTg7K/9c4LaN4ASBNAaHhj6A7zMVSjXiSKfj9Wy/LWNNPCUcOtgg6FFAF0LlKaZ7HQlAIT9zfcYDZDCdGu1t9YY5mUU1MWqOZ6dle2w+rBzoxYyqF5iJawJOrZtwq62vjdL0xtoIkuPGpRx5C6mF2hZyUq4ZLmjrDCDQV45UE8xUSXWMHKf10iV3ZZRgOEYy8zN3X8Uv3WIyIU9k8NNSno8Un1M3m+8KIRUmtkJgst4LDYHlIJeiag0crMDRf5wFZPx+yFYw8sA6hPlot6asN2ZWlh6c3gsnGPbqBMThzWo6H0Q1dXJJ/Ta955PDr5B9aS1wt3UP4swKsxAD8SCtN+W8IJ+oVpwu2bwPjjbHEj+9pFw2Z+Db9/iQwyuzLnyGjMNzzmUrOHtD845Oxy9o13nGZeWA/SEa4zIAtn/pshF6mzeEPwqVo9LdBYy7P/heIzX7FR1zb/pdqavTmBTdABsDuB22vXBBGRo3v8TAM/yDQsxdeD5UXvmy+SuQCRwVkAa9dpJwk43zMGcNStnxOWHfLL9hxDUUBLPgegizBCOx2zNi0tkPHAS+n3e2+ccjurieS/Q66QTNcWAmm78rUpF7j5fP/PBnHJdaHBpWlbssn9OPevEqaTNUIWhaFBI0nFpcmG8mJTlNvJFBQx5s7pbF64cuVJXpGtuSgyB7MeYPwj02ZjXzKrTnE9net8trw2YkL56JXgbKBmbbS6Ijg7hoI+pAWpsjQrTLMj4bzwnmAvxqEgJH9HnGUmG/T+xYpj857X/VmrQKKnaKI1uL0gUV4zuCZVsyTzVnBetc4M316801g45H9U3mBVFKfYop9/ScDytWyB4vfFyD5mmdWWSmM1awQzOw8aMSlaO/+e5pNyC4oN/lecGXyyyTZ5T/JzLwr7fF6oDti408b2LauTaQOBbXXOe5mPlP9MV4wH+1YzA9rKsnhKRXhmeHPfhcBO8rsgm8TpbJapLqpUje1tpqsnR7wYti0owfYUQIi+tQ4ZWciwQVv6sYRuPa5gsijXRhzp2HBuN7JwBlZjB+ODYqFM53w4Z9705gwj65jtdlzeD9MVlu94jNO4mPDX5U0LlZR8FV84eu30MKUI9mB9nEAEjefr9D4XGHBuhiXWyTu3kQ7z0dQ2779sydkwjBA4n4cLaRdfdpzqAsRr0nLRDTuEfls92K5xlBI93iRfpRCn6KmP9P0du3qVKuCw+8vNy6UIcIN7tsv531iLfgVm8Dc1XSqBtl1fbionkXl6N2BYXLi1yhnmlFNAdx+jkv0tOsk87jaGTlw4a+yy6L9nByaoCST86X7Cz5Zno8uXmjWtoLidwaJ7xjsxMCCOArOJh9NrB8j2ZyGKtW/NBGYROJ7Mz6uVnDxz9qwbln/GuzLgrZ9NujZWjaTWn97mrSj3uRSS6YTW5DY7Nf+g0Bp3IckQvLwi/ug/MvNhFbME3Mm7ekI3160ZnO4ZgRUMd/SMF0oU4oxdpgEwki20py3/sC5Q8RC+wo8fv4yH8f+1wYnGMKrBbLP9+fT1EpD7ouZJbDT07fedwKD1cZYFXj+F3jA0/FuUgsWYwGc4X1g4WEMqWBnxMjRBmMu7eZmTYP4FHb7qnrMcBJzwAUnZfUsbIlO5WphRLfQSwVjtjE41MyMAHzYkDvF22NeTr/IEfBkcOSEmltfdNHoZ5BnO8HKFg8g49Nzpb2w+IBzuRdBTzI3EMMsGRyn4g6kft4/SVaDWoiB7CZvd+nKWsGt+X349+ON3N97fBIgJhk16ou/HYAJrylfWsBAnFV6+6dDbW/vWusO+DbRN3qaWng2Yfy37PwXMZyfDgkE8qOw0lhgegjY4+ZvoqDsLwgrKXT7gYlD4htfApFLnQCBT9nomY41D0MdFvE9ydfepcSQ2aRhS/2rZ1CptumW8N8Y+wcQtaSAWFXeBSoueK4uw7lD9bjXZcnLXF+ghYAcE6tQE3cy2YFyvGX5YP0IBf7EyD1tILPgOK3bbVo5PczIur25mFezaByRsdO23T05GR+F5A//v+Qwnov9W62Q2c3k0gQ2pGMPKc4qoyR/dYCGCGqz6plGz7CBcBIetC90DyLI4mU1uWEdiO/I2wKxrsYn/+oyjAsRq1Cd0w0eAgxYcQoAWL9+kRWUanN8bJWLO6ts3ArEtG+UkJXvdX/APnGMXkQmGx0uuDg/vwfEf0/HlfE3/pD469CMmz9YwgftSDFm/deVN6CvaysjeE4US4PogRNvEYRmrkqWKwqj7oAOPj8o14dGsfMfs9HTDlQlwiM7tkbqpWPqUSp+p6NYcVtdbNY1GHLAh61v6oUjMsJmKJvvbPrd2Z8suAxxVbtIKlZWleuEEdpZEpRdNIdVIiG5gfZjO6+uP1NCZaZYyg+5tc7aOqf6pZ4kTBiLsyrvhtbRVQrqe5904gSZanX4pdIiVOCLJk7o5ML8zMmjrXwkEKcOQXJgvoYFEDA/aznKbsZ1kj3Ii59j/GEgvpC+KJGp02OaB19b6s32bWzV1RFHhwp5/R3BLNXFJmkw3Cbm0AMuG0n9Q07wCEXIQgF8zu/c+v68QCDp9L/wBvZJ4SJ2YUEJzsTrqPZCFKi4pgDNmvTEpCBznObzXLiAh2mu6LxYR1SrDpC0FspYDpYhYiskmz3cumSKDrsA0nr+9pYFbs8kNK3yIp2hRoHDCGNtdtm4LcUdPxIKydoAg+lxJxgAA4tY+Nk+1jiges2MNi1CamwS6m979Np07lJ3VsLOw8/xtG6Jb8JXAKJiJe4YKqEzHBONXupU9WE4MEdTgywAXqFFaiPKnxS199Vz7nF+TUxNs7J4WTyQ4ZX+BTDi9sf0/GxOsPXmd4qKXhmUI9GiKJCZ9Y0MJ5BvvwOAqMz+LRrPvYxfUiYt8zp3Bmvfrlg0/f3LcNufAlCj88Ua7HOJUhUdKUW48Kvvhq6PeocsOLuZ2lcUlGJRvICnWt7hvilQkn8s2uvA5amML1e+O4CzGPAGVTchULHbi076hayykbzNJL50iIYztokruzapo6g3+zERKYYcb4IbbophFaE2AsDbqUcV8WFUs2v+bPKvhahhKNYuybXZXxXOHA0eAUWLqTDO/8chi8y305Ls5r4s8sKVj6dEOi3rns4keaI76FvwtmrwIN/+XsPNIgmRj2+lJOpYDqcHwvCQ/2LyiWtIB78rxYSsIFqDQlG0HhPsZGdCJKKswVnUCfYp30+3OTJPOeS/bAfIy3C5NaGnt8UYrCznJ/8545ipLXfqoV3+uROlkXbRGiZ7/Hnvm79riITK43J2aA5Zu7tCCiPT9c5uT8E3tcm3caY28jPaom76gLXLUonjAl6fKTtY6HP2wvWNm7kzlf5Y3rLUBfj0BNxlRS+TwH/7E9x50t72clSexZEivD33RE4F8ppZtOM7mI0tseCPCBFRcrw+a9lYM1JqG4Rf3p3KF/RyAh9haqKGLBHsbCivYOF4OJbsxlDAviIkoZjhRZK93ucoWmcxrG3u0YRHDv3YmCu5cWQA/U+HXYBX0DDbcg39vpyVMiPFyubCfc364CEofwCuefmjhjL1KwcsOO4zkP4yIlc4uVvhJpHD87efbU/0Rmaacd2VKHH924X0sNWqnAnetqdHumDsyxmdmDnLH8nZVTkP4I/HSVhgYLbnnfgUnTp/2cvp3jDKiOFlM67Ab1Fb6ZG21rNUe7XSnQgG4Z1WiG09a86guI0G9t+C/hHpycNLpHFX4QyYjZEdt119UHPAGw43KrGgnZz9cDM8fWf7uqKeRNso2AZadfFvQrZaxzvhBXIXC8t3/eqz1arDS5PxJcTzTuO/8I5Sf/Er5tuapbUK6WUEpENmZvJgmaYztuWchCz1Mr2lfFrSfdnT/lkXQDxHzFyetm5509/sxjpUIlhR/xkmWp1p49X/ORuXHuDPzbh0qbyqguJtwMBrJTuhwzSdFcYVOQuTgDqJZ8vqBYYLmqWKfHBU73M7CHnDW8oHSQ69B35wKrgSuDc8JLPIVxlQiPJ9tQEX32nxiLsWU9UOty8SNjBN3t/+K6puwL5Gd8GTF0pPf3OwRYpdh49+qdy3J+HKxpKeTsbSNBm+28q1MI9iOXJnVK4XEPj4n3sCsDFcM5ZWL+0Osl7aN4dkCEtgmJ7ONHGTORj+glWYQ4wozzK4Xv52tIALYyQSy72/JYoGMn25qlWk9Y50mfmVZMJ+XJ4NMki28z1a0Thr1Hsc2ay57fGQRcSd8Cd5BSbrFk5tgXuraL21RVtH4Ss0CSmOeC5c86M/KWNF1l0SbZhiKmgP/yLE54Knw8PXzlyNrC4lghV+vVQym4uyBeASYCwF8zkH3NMT+GyKq56mM1mu/yYavrsxVPL9kEG72zNcN67YlGaqny0uODwO2xYFpMObwA9u+Ug9tY61q2Cksryht3Oz4aFYJa05+O9HpVTYKt/v7pivZ0G59uDfkMt79yJm/8GBviBccuEQHAikJyEz1FDwU6bhUl/Hr47ZZiZilsSFXraZCBS7yhrPJccwmyA9b+UADEgq1cty1iGucqno80CoUtM56wjZCr2dM1oi4f5eEHcO+sri2v4AZ6/xZFr126+q0wutPibdJCp6VwJ+p+QFm2giT1O3/G0OQ8PyqTp3U9gD6kN+uo5q2CdjJTZpMFkDGyr4SGxUnmRa/cuINWgAYlbhGjm+3DGraaIQfHP6VBY6zoik5X/Ah49++UMDr5bWVMMxi4Q32A0L3kv6fSw2JgobX8Quclfn5EhSEcP4we4IojUVXbUe+tMhftwjKewJNhYdVOb0Cc/eGJRtny8wxs4s+BeXUyl+99Wb6SQCCZFF7KOFPv7sXA1k5BEP3F36++6dig9zvuvX9nP6xvdrdv5Ey0PcmwF9dRIR7UQLHhPFgwrz1TA/+i1tM2+p1ygMM/nAVk/H7IVf+HTB5TgdFGMe2KojVLmKpYi5YYQ+CzJDXPpx5c8FlfOvgK3sheQAmF/BhwW2EuRy5GcV4WV7aZxvVEI0ZJZ4xcGOdoMqDRo/aAq8H4A0nXwkPma8+IsRJM469LSgwIo1uuY/dthweZS3V9RAD81oDpEGSQOJEFemWelDbg/Zb5Bu98wQg2yjNSDPsFPi6pt/o2zA6/ZFZsCOfp7se1zkfhSd3sjbIyMqkTIaz9VvP/cj2LuowjXCmfECxiE5BHax5KW4r/+pd6qm7fIYVJWq0KS7RndKQvsr1I++vPG7Cuzy6jFPqB7aAcYBmTOIJQw+bJ1yoGicJCrlxZeJrSr1HTzCh73V0lklIJZ7Gm3ppD+Nmgzbokmvdohz3JhhT13rGNITeEF06L/d9B6PM/f/b2icNB7aFjl05SRJfYNmySz28HeMmXKiGb/6Bq0tNmrY9/qoSKuEFBtx9CfT4fJyj7SFQqbfhY/fIBp4+g2J9Wxe3YRmzEk4mzkFp3Ravg8HJUJW4BL98eFw6GSQiH7kXTCagOpLlu9sFiHjExqaHgQUqPW3j0B9DjI2kLy1oXFOE47Y8fRxSmzNE711+vlveTF/bgEddBZ7e7Gf0e07yIUuNrIONiSGnop1kaPG8yADyAfPmfE93oD8rq9E8MghRasmxKrUQp/H2rd70DI9SczJRixaeyl3ae4NdX/e12t7zKHDuhMyEC37ionzlRaU4s8jKPSmNEsFgJ2/wglP/Av6ntP+IZ2P+mivXkymPRIlR3VriRxWqpPsCgZyfcvY5Xi5dmEDlaYVMKF2oxtuqAX7SdKYHNRsoCl2R5sit8JqoTWJcqA5oPq2NyosJH+vXmQcGQsNKch8zYz1tA+sbcUbzohQoPFKBMMkIKYxf3P70fkby6c7wpSCHTgkFSuBMdhmzKhG43Ic0PKeB29rqAHl8GpBUmmteCLQDvhonSVxCI8qH3RZ73Lnqw1IVHVkrqEKqxSwUOGoSy2iWffbXgbNma4kJA+PfJ1AD21J5XurYjexCpiAd27jTsckCx/g7EwfqAgFGU8y270URpHfveQMRn3cAc+YtzpXkaCONdjkNS3DIUCWgD0VmYjRlY3lREgx5Q05OrKz/pn3jC9e8VL9tlx2BxDmdx4iPhYPwM0Och23fdts5Ke1oP8FIe5zAuKHt96rCPmRWI1RpvZGyPKYK3NBTYCwBK/t+alsV+yr/1bmChyfRgYAIw/aeze0iKZHr2raVIcAhB6xxIBLqBP3kBmEDwUGFrvDt5vzyrPxEh9MrBA7vYrE2Q676cC1azX3XnHq7MKEeswjZUy5m3gJZXB1D8OHxyh1E36RUDo4tEJ+pBsepYw1K2dwGVngbLf3k8AUhIntBDmOQgvfREVBcyRtpb9U4ThKGEYRm5j/lYe4wihtziTeatjqEyGc7MGVD8cRl4b9QjNXoW4HTDDVpcdnoqGftc+X74Fa/4mzL0qUe9d/+4ezyD5wc8ReFRLKnSsS4vxPd6ugcBVnxZdsTEV5txdiKKDbwggUtzoOwcN5AWTe0+yuV25bsGQV7dOkuGQjhkouJ13LXFhH3rdrd4kp+wu+tYENVXuz6Thej7+r+fJhdqeHz8Iix2OW5EvWW+5Itcg1fJWrTYTKfEIMflbXO8cH6vCUDJ/qRISdigjGaxVYNYfV03HCq0z2GKYzJYgMTcQYM+CMnx9ZLmq7//VygTBvgx2hH9iBZc1XA8VbIUYuSjhfSGCDOPyWFuR4bFsu9Hn1esAET6QHnv38kxFbziZhzZ8Zw6VN1LrJzOjF1gTiNGP6sXhgPUo3omGGvkG58vHdCTYG1Ti+WgSSXuerljqQ8WejWwW1PAnL1f6+mSF78s8oqEBV8/GWWdvZtCds7jlDvMxPNUAgZE3tHCUFgrSYKZuxxF/bC3Cslw8ZqKvxVlKpv0EyebEjReGYiVdXDKmJma4YsdnIwMhkMtC9fBc3Uftm/2XAxGjnr78rZwwvewIAsuvhTk8xyGtk2iyQ1z6EttK7P2PyBGA0vTcy5oWFSSK6TX77afuxL/8KPiu4AipE7wU5ZFAZCtrcPOHFCVfyyChT6kDe8EYEfi3ZliOnG8vuQ52IAmY8BC9EuZpY0m+SglMTKZnWE2yqXxnHfkehQhmItm1zN2oR/ZcC6HpVizflQxHHz/r5Ui3DMwGgFRyXPhedKCSwm4ZDkl1/v8Zt8NfgXYF9ZdvLaQ0XloBBFQh0wb+hjdNZB59uYjVmxaTvOGnyAp9k7qSXOQ6zeUxpfIf37ZMX8s0+qg/geI9OUq49qao47DFISPQiAFeJaIsRxrsAx5H6T/wrZcXX7Mtn9KZKcGhkDe48kjscCtoya6WVaoL7Mfhl2pcu4sslUrSveXkS5qJqI1SikkB1708M8uMZyWuin3/HVqDdBtRD4ZAeyb7ZfybBCp/skWOTo29Kyns6pj291JcLK/w+COKAz7lbh7kWK6saPtu7j5neUo/SwuJapZW8TN7yZyeUBqb+UQETAiPjiSc/9K25JbU1hZ+4pCMrq9C9j+0XA/5Aq/12QptOoQ3JgmtvtKSbyEJOpjQda+pyAT5Hj7xsM1BBq3y8GacxJGmvxUOy+xqMq1yHyDNAg6O5dcY5BQISNkCKNrcslTtiIWjKqAJdaY/1kwfBBMppoVcd3RXXaXB9PZ4CDjDiMX+4WbOQTToBtItyXLjoSFnndZqHzzpVpiVdoIN2qdPouFtUNtoX5BuxLhYoDMdwWa3Fnbs+Y9saquA75HyMUiG5fksZQMYBCXAOdAi4UkiMRtLfAni8hEU77DOzSJH6xNJVqfKuXUvHiYV61/nKkIvRCtKHiLANBKRhDbzErrnpjaqsP/O9SD6Jg3qoX3+TA/Gl0b8b538UOokcN9Dzd+i2u5+t8Ulk9wyc+OPU5LddiSvAGt3RIk3ZO9s1ShRRdc215sWvjJXLkPRKN/DeTqlSTnCoE7Tja1W1cohfKpjcBCFJv6yX4pI+xtrqNcZD6EUJj4HH8ySm4vCVsW2FPeKdvi4CmKIfYfvrbGpKW8Wp621jsz0++P6xSKXRFYd8qj48l1j398JIUQHvtHVZ7iIGPROCCxSUtkTkr7/t1x6PYDUvIXgyZ4BOJ0r3JGYBrqK1E7ukfjDlRpVlhNru+Z7MDk+ym53Jaikraclw6S92Jol16/ZZ+eiY/lXHrx4VK+S0toiWCWMiuNo6Ydv8ujN1KzWAVV3U9+EJsqZjD3WmqSa6/ik8KM+CyEuaWHfOoV32350KRK9nqz/1hDSJ7fY9360PAG62+xC4A31zI+smwHxiQqVpq/osdahe/4+D9tkFIJiUqFtxhgvPyHQ+Rl8d0WB0qOsqCuGAk9hrTgD03naXbBE84afX9Kf/emOePb0nUt+xDJAu5zbQKHhU93FInxqcL2fF9H7fiEX2e2XaQPw3o4BN9p13xY+kpgIKFqIl3qW7dL1pyB1bQFTBl3ZxCza8vsmxBHZ5FOTm0mBfWCwl3b05+3ke0qj1LZrD64bUEjFfo0ODt5DZHmcG5WrYTjT9LQestkNgPq3U9TARV7ga63duwS77YjFc2+pH7H9psfNmyuN1UmXRgrJ2affQnWGel4HNziQUXV+Wtuk5w+eYjsG5sBlyR/j6GqqE8ufgANVkhhN/Ebbw4bsj0zl0v6o39w1TOpCwNguPtag0w1w851xWJQA1U90aGCuwAa4yeA8OYE9xvIHkO0DlJQ9rPGFtiVh6ExxccweGOavxXpHhknq8zzaVCXvcA+9t/m+LJsOD3oyet9h4g9ZDzo+97MAl9JvrriQ4fgY2SPPvxE3CWZ5GVb1H75WeGomrO4T0QUvtPnT38v6dAov9DiDFOFzfIOFD20f1IeHTXI7m5M/TDuVCHMDLYuDH518zuijzDy2B/VsjuGCQCPmJYZC7YJu2voxJ4LaxvHqszwYZ52xTTt9je+8p+OWdrQlkEyujCtUVtYpBytrL2EKGBVpxC+lZiQJ0KXRfmVspcf3t9CjFl0bYWlY2LwKwPJUHWbbVYEtgiwsgTe76GoIHcg+AOn6dezzuPA8AxXJuYJJBQEDFlYLwgCBk7mOGJVW4in0XcOezWpmBk0+j1ikeQzFuMovaDUDsiV12e33UXnsxoOEU+12XRjA4dooJUmfj57p8kl16lPswgqJKXeXjPUjU8taXPsPVZNJQKJ34UDViGO85Czi89G48hy6rczpEXsVv/ZTnp/xJcZpjo/NMCeXQHRpQ3q+O6x6PpCToPyiu5nBT+EFg/0zVpjVIzrEDUmVLD+Gq238ZQsBr7e9ziqEPX6iCystoNH1EGhheYkAarcDd1iCOdHS/3v7pt95Ild7tVHFngMsH/KajPlrf1gPQnbttqb9GuJSnu66MtaJqtqg5VNW6PpgCEKZjvSVzvP2JBJtWAvrKTk8xLpYkDjRrTOyquXDzEKS5jtrEu4AvDw8XNOga1PMEgMBL2sc//arDfx2SYW4o2UiSsTFHqtrnHGe2+zGuzMXHAJ0GUWH+aDn43fmEAnegdikgYdwDJb5mUwhS7/kzyT8vXSjQ7z//hzz/qIN5BgaVS0NODWBCKljAXXHv9uwc3zPPBEf/hn6CMiu2iHMsPwX7DLOcTXtDPbeiZAKU/e/WElmDKrm8Ir64adlWnPsnEULN53+tx7jdfX4HdcUjKefwNeoefcxiJZX/hBCZU4fQ//NEuFWBf/i6ZFW6KkOdHacHMDL+AvvxXfzvUOZM6BU3qjF/kPRmB+3+Il4/z8I/uNtcmkmVv+S8Ac2ME/wDgUBOQBIt3tuGeY3xGEFW6AK5sZ2ytNEL17RVyeo65U2+8IPgE9bvx1q8IyU/FyvxtFB+mMzWf80Lqn6of2PGM/PC9D+n27Ny70LY4iBW4cuADkRt9eTANfKQhJt+UZT/pgzS4vkLOf3/KuFppsfR/LSZU2X+DvpKiXYxf3TAuwgzuf8D2mxdn/KZkQP4k3XjyQPBX9omR41ld9XgNC5VO0cY0Nhp/ge02Ls/S9K9ux778N0t8e+2I7z8QGcu50sDXgC0p7QgCienme34f2pk/70fDT0yrlBMFq1/cxo6igjOjYug3BlphB4dFS4njZP2tXfG+Q1Rlkf0JuZBNv+hCIl+P2Qsw75AzzNxjUOad+SvxZcaDnt5KMRGtKgznWw/QZ5/8aOjbBpEOdR6/OH1Q53yg+ti1eu8sFx44SUDWeaY/hl1EI4y6lMsjt2aSt2xuX80B+U76FjyWVLVydiAAulxAdOBAELuFz3P+A4VhkFjq8DxHOrvGbqZp5mLA7Z6qul2xzcfIOnQNBiV3x2VpCGafsUJhquPz3bqZuddzmAIEkBZTnUxCqp9VeveiV1k3i0Xi5APp9zCOMIUW9qgUpWhxtd1xoXwa9SUo58OMMgKh0Ed7s41gZr43Gj6wyAXZ4Ep1exEneLUc5RjI0bUHY3zFysXaKduDGI4V6zybaK1yr6R/l/TFscmTcmqIxjOvdnq5wHR1xQ7od1Eq5LrhssFJgKnF7kRpec+BuShyb7NdzEFvQmGQLg4StiG1nxEUG3SFDHEZiEZHc0PN9j8F5Piy4atpyJyNHJCB+Od4ZObALuO4uQ5XD0vn8C56/zSqCt8o3SjBHU/EVp7kUjRRpPpL1tbCTawuzZUEt1bpKGydJ61iFa8klP15t2Qwej2KZC4LoAysDAQ5lH+OBkGBEDa9tXwxip6XhNpQWtGh2egZ/r+jfoKtQ+q06L7EYLNrmFPStyJx2XzkkNQIVK0A2lL+WQhHyRW1Qe4C7ICZpp0SIGjL1BvUgzBh933tbG+h0MTck186nPqELxYij5rM4xBmOgISNmQfrUR/DWAhX7kB9HX1LerlXxUSvtW0/W2SGvnfI4ACJw3UYgCE/f/A57behYO9Nk8qClyuw+kC6ctFD7LVWv3ctSrfBT87RhK2vSRP7RZQqv2dwwd3CPiwSVd/6i5udui6AMBrNmWguckZLrulm8WX1cjDYaGx/W3GJnMNb0EUtE3/sIWHpEL3zEZxrEVAc55RxSo6l7TMwN8SYHFbuvLIdt8uCVI+fHTKZH1XOar+4433dEpVse6HGuctyLuzt3lfa5I2FLXKOwd4lRdvhgd4jjga4nfM32F6OA/CtDutv6cEcS2eGSShXpYeRCvbwnejdf3adTNZpInUNvZqbrl1P+nKj4KLKperXZO2j+SJ7+IL3qu18tpbBzbCphsGpazV0bgaFePGkfZDJnp+xYvF6AGxpZK4CPqWLBCle2+FvPQdyQMWYYlytVCI3udgXFV+cejACDJmioofD/TnZqKFDJAUTKavZNCpCNxx0lavTgPA27cogMj9f1Fj0jD5+l5q2w/FaTp1YQfltgNmj+j+nJ5cfdoKOHHq9GaqZu1WyJp99Pydxi/BW5DNJAA9y6if10C/UJAJLkz8YShqvu4wJcFZJ3svv4h1W8jjDa5kCsCPPcXjcrQxKaYHllExCQCFUK5zx5BCkXBDFecNbxwBVobIjlbm3u9n56c6NvXGSQqeZqgBhgMj2kSroEcDHg1wfSdoLCOnrkpemgH0as29XQv1MCNWLnMLiw5QnvYyz4dxl7SUArA2DFyYwxu18LmFmjU8FIy0D4ff8O20/jwtEhe5jAj9E/81mZacbmvi+yHWl+tAPkCprrpAZeC3FCO2o6yVQu8pJpi0MWFIOOgE+a9e0q7ITfwIZAtmOgZTcTl/KURJqWS+CexiBKRz9ukA+/QeT9PRkBaCqtsHNKKkDMHiDLUHTdTbgstJ4muBrzH20h4U2NNxBNdCJ6S+UAGouMjwlYRkZV4bWa+zuweJnPd6vv4psWi+INyk0YePPD+PJB6uzF5EdR9q1uvw9YZuX+VZpRpBo4z07jNGUFsJasUjUPlU1liWAxk/Bx+7FWRH3jh4t9Zm1dnPt05rp9SUER0nXdulDe7xSECZoP1ta3uzBfPA/C7bD5/oYCaLV4I4S2895coRlWkeB4wy1/1/tLTUODoE/4B1XHkVOkIyIvdj/FnA2ngAM1LTKZM0vDxLvXeluyTzwO5E1Nj2mg/LTgDVmO+cOx3su3Lq7I4P5Y6HA8aqGBapQ8CjEs8pKp+bc+x/H86NjH+VueSgkdr+QDBQ5YROzs8e5k4g+DnQY9Y9k+P5hKqE50ckGEiIFytsKa/HfMxG/nHvb0WcP9gLiooQG1j9dVA1/GMJseOrdUnfI3VbymZFSamsV/t3Mn6lZjkoNeiAyaExpnDXQTdISiw9XaIk/yb3U+qRp9jrKBL6QX/g7Wb68zUT0YJ5yMzq8S0Aa4pPc4o86jj3+NEIQoqg1K09IRdk0uaULHiuuivmlE/m/IVkmWF34BJQksVLsoBNdgNwgAAfM7A2o2RX/DTjkdXY4EUFOs+dQW+KopjvGnXksZ4Y08nq5leYTlBgaqGGhrIyJxC6tL7ISkmR21zd2MypqT8TX28/cy9rCVzJKAyLkVQddU5loVeTwpl2xot2cvViRU90aUpE7giR17nN/3RmUM7/1Q3fyB0jfiJ/3gbuuJIJwd+wXfEf+rpOfSU3kTuRtfvqul5PlXrnn/rT+hUT4zBQ2KtDLo03sPIiM6MxMNgfbs7tBZvxNlSEwXvyizuIduoDHZtdDpWQnI17zus0rUjHce4ELZrJe0t9obhCFzTa87h5sWkE9rTNWHjqGXODMihVQFZBGO5ddl0OU2RQfFk1OSSdgVODmrqCz68pHsphXjZN1ATkphkFdJUW9RADwjxu7JWq7C/vj6eWo2YROw6FHBj51qY0MFYthLEpGx0q5AynGjSlEjmxQh4Bgu5q0SqiGQRmPlrMlwOndgNg4JTPRH+YQ5poWUnp5vn/E3r9OkgErD3+k5g+GcoudaGv7DskPQKLmcUhrNyEzbkbQjaIXD+nLzxa+aOnWIU91JU8P2S8+FDEV4sIJ/9iGvkSqGOZUI8vYrGuNgzS4wpXjwXN4bPVWyNeDgGe1Y5g6kBfE4izw+qH9wGBoRBENOlqwnB4Bk1li6P8nxHXh4n2ilezCrYSWsEbtUHES27reS0UVl/3Vk8aKXaMLUKKfDN1q9pd8rSE5LVFTR6kT/RajJv2bMDtxEmSOTdl+QUIsYBZ6e3sZzZGPzesubHAdzJ93xUT6hcQMvxsSfeIJAnD/OHATBx69rIZd46HlKV5ZPqD3DFl5ALZvD/kKGJnCy1WthxuYhYedUNQgYcDQs4bpV82k4j5GpBG7Jd6DO2xEJCW2QWUtiynCsALM4c8adBAHUxN5VwgStUbvsVQRPBQxJJ+RG/sR8z2ab1Iq1J2+dT0T6RaCTTvqykQGqbiGYDL5FCIScwe6T0m12NsjtDJ5FwPbPKYyOwa5vooJf0NFxu9Ktc2saGUHEAuMCfoHIbBga65h6DfholvN5Q+ZfnMNwB3Ad6D8fVqTzyE2WlzhfyDHX94Sm20GMMzb/SM4A8e/2tbLXWRDsYykPA8INRDrncYakqPZRi2NRbTguJxve2jiOPZPYMkkaSLO/x0BDF6SxnVyfTrm5ZBPMMHQeN0OBsLthROooVbTBZJQvYyC+H0x31X6864bnqPvhi9EzWx5dkNpAmRKQlb8lbpK0F8r1jcV+TuHOLGAtXJoTcUVbb7HsC+pdv+zeuA4+BaJttTG8aPVZcEN9ocHPO7MFRFUOJ6u6uZtymNcuztPQ/s8jnANWwtSdt66KU4mBv/TnxVbZsvIkkGTED4qgInHpp2J5RKAJmJYrWpExQc/rw6aIDxfvOtPBg/cJl4TofFvwespQQtp3DGzUHXBDihmIl8psw5xtvbe/Z754ciJC7k3X7k0/aJhnbu4yZll+QOi6gyiKgcp3EYAS8OupazIGsHLUOvcTfQceJNyNtz/EwKn1P+LKMi0PI0BZ9neHsTfk5qHuGATRsk7GFDPyJMWxish/nhwiktoSkCOjAj2OGFkwsuIPiERtqCTpya0Jmv9mpZYgIMapiyZtf5lFFUGBOkZNiMkNSFSC2X+HmkIInuiAvuU6A3M2EawM+ND/i2AHOFgE13SsxfvIjBWC+Gq4kQPO8iLLz2eTOKhK1F86gn3+7VZP13mK5FDJQwkHwXKsBvlEsjSag/VsY1fSMU5ZUMuogUm7ygwLMjIGLcWQtWXhEM/iXV66dhXhkb7+rc0AiF91FzaVSEMVCmw5uQz/4qj/Zd8o1EN/0xwHm7Lcap/0YSuDPh/+4hpdWipYuoGL31tCLOTaA0h63M+ZV+2pgLWRfE5P7/NIlWU6FUvIj4RW3FuJwDI8AWqPFQaUojMQjFOG4M8ED4FQ1D9qq+xzlHEbGfvfTRGkwVd4ff7KP56xnCspuo8FEF2xFS+dr3IdkF081udCn/JdVSK8JiSSWfWWO9eMHRwyL0+F1D3b7e54WzN04XJl6IWxp3LU2elknqP+ZMvJ/wVIFimoRrUPKqR1mBcyfKQjXD+z9eKby+kETOPx8Rw6uYheiim22Bx10YfCT/YtWuDxsdx6jjHYezXdCI6A0gjt/pbtgpH8Rw17IWgGrSaDKZ5rU4IZo/gRmcNEOfqHxWVHr+jVfGyA6PDcxS7/TMSgIcPI8EEsw3II+/NoFgcRNEU+akeOMLAOK5JTYn4vlI9DDkvuJnowvd4NxL0kOsyll/SBg0gBAWP6iEuLMvjVm3uwTE3t9nf4bHxseOsCi1U18hzHyvGfnZ7iBusA79GrH+6EnNj2MLA6sa4AoD6GXFo6SNUnTW5ppB5HdNpsTF6DC7LWX5evvWxM3LTGx1gaDkWZVGTk14HrW8+DzQX5diCS6QcalpDzYIlxK1y3sIBzBa8w47+p7hMuRzTcu1ZoOJBvSFVKAgofJcOyUYkqO07niILruyMvrNmsTw+qESlsVxORxBGtgVoWBNs4JpVoAMoE0YTMXfFS6ZCYc5Fm47FqZjI9FasnoNgs4gatcuhK8BwLVfGxjSgtNN2zAAD3cTwsib47snSHxTtVoOb9icysmQP8J2jqThuEJkru7FB+08HbfLmkUTD8dxzrKMvwkM3JEqbs3PXhARLrDwObakp+tK3rjSdjYGxM0T2/0IognD4IAEyDzf0ULwFXeSpwl+CbqIIEaXKHACL794bfS3OEZRwn5Af5EsdvPcPRT6k6BJSlTnI8dNncD3lTT5ENr9vG4DqvoV0vDEami4pFDJKPu7578n9AcSXMUAr5Jq1jawKSxQAeWzxzr9wFejFi6c9CViYGIxxNF8SKU5Mv/JjxUxXAB9ce3MlhNHyWgoKqYWA2XHNaTIEBHfVIGXXA1iflP1zIpMFfpgJRPIrLapyd+aoDfW2qmChR200qRAvX5yH7GYN74IUpQLmnyjMOTeFoD6G7jK6bkcWxOXskUFv0EN6fjq7fAJiaN1IsFjBC/g6ewa/gJ1TwOgiUZRzXVRVzu9VTOAA0xIGZIvakDvogtDAciezgSXGbMtQxEDV2NQJecns+o8h+Xo95AkePO4/03baMdYiSKcJ1a6lfg3WTiwAXV5TRiLXkXUW913RlPg4vyS2jKIeaa5ohsOPNVX8988iDhtJIicDpG6JrAATOQwZL4tw0wzKOPfjksfR4pAVoYLokGSZMo7/lgqInZ6U16tdvQ8jR5VBiG+yEsYAPAhAluKEZ7sbxjMc0kKpWGy6fJBdIo5s7HKKY3FX/u+j6Wp0TlLQ0l581fSLS33+XGgcbiWoeIIZxUqWtnDYUa56EPXBX9wEc4wABiVRUxJMsF63jjA+GGT+tB/sIZ0IlG3VHL69raM2V1MlFzrScK9roKI+mS9NfO0jdRvTO6orbsWyQBH999zkRhBTwiQD0+hQgSY53rdL2vSvs6gFjhJf8ReW3cx7RwrDzKfVnPJZlAMQVJqXic5vU1KKYtpUwnPnd2cnT9W1aodIq+X0DwE+PeHSH4aCxfUvcr3XEG2fo4P2MdD8zLqk6zfLpTY96YJqTEngtt6VIP7RIu1aHALNc2oEZDj3Kpw3JO+mlXSPAABAK90GnfEKcZaV0CubDg2TinLkhzzKfpztDE/66ecxFifetDCmiF5ELvJNHKvnrJHQVDqAyk10JEfxh/jm2NTxwiUCMrPywj6wjfBmPgAnsKZBCP9YBdKHQlkDeCiKR77AtICMcn0AiCGiupIc6wHc4qLnXxwdZM/DUfExOil8/7Ec7hoM4fOsBoj7uEF1Vfs3A539SCBO7nzvU5DOQ5r6VPgLEdhoRyhVQGqvq9LzQ0iprpZQS+SiLA10KzILXXWEB11yxba20eOwvR35cTfGIr6aG3W52nICPEtiy+GNH2sC1xvJ6ZquzR9vNvvuVbwzqBqHNwijXyfnMU1/5xA4gsy1OtPj5vFaxDgh9j0Muf+RLHaWzT8luRHEaoaycWZoAS/LdxihbLWFRE/CW3QC5Ng7AihgneTQdo4kP4SCqO0ek/xG2LGl7yD6FHundbQAE5fNtEY0vCSZeAqquD+pBlmORz1moO0/c9//3ob1eyUneR3BkAAAZqQ5hIk11eUHCBSZI3DzRADWogJalVVFqo7Q44h0djCnC1aDQeXB+1+rpmkvHZgaBqMc8oEWiMjr7OjSTr4m+gd3++tsZmZYc6cYHoC4PMYUYA6CNfScwD4afA1sAMBSnjpJH79/LWcTNDzY9vNH+G0lQJ2ATvgD9GJij+FzDXHk4j0TUZyQvdMNRVb3FpCal8UxmQn2GMPH2tgU2P95IbLBD52+iroMUnojIA9DkmT48EmXAAAEdT125C3nTUYlxhEgo44n+bbgKXIjWbVdwQu9uDaf/M/S+kdksQK0q45eqKnyfho7xM2zmYCrDINnZ06k+qjNPRUIEqk2Btmw+Hiz2nxCsjmppCzZfpIU13GKhNMlyeZ2wjHAADHgAH/3DMioUxmPtc20AnvD5c9XnSJ83lYdyxkLq9dpu4O7utO5QX0K1t1OAGI29Yw4DbU/zPlScsVEVUu9wXxHroJrHABPx8j2zcTVudUafSaoRdtQuj9BBlDqfXYgWFMuzIF6wrax2ub1XzlaVIZ9bJEFTbP/3yL2a9M8ZZPpkGuYZ+SvthO95XhjfGH6lzYqnfj8+fs/8CeFuFLo1soWgCnaxfAuYlIH+xe7QS2Zt9rTukFFq5MMtiQDyBLSZuGHKPfVXjbg5+fUYlRX+/6bifv/t3Mic9OU6ZWAbHHYBnnSpp7WSRrbwUOhOvzIgO/F0WEyZAAAFeSrE/WDoXbED+kgfli3X8OdMIsX577izbqoJG357hjVE6DUBP8lg5Jks3bjIUzXYJwiKPiVFyYszIdBRNNyyZyTXejYER/Gx27MFzNlzrhu1FvsbHSbaqviub7KTJFGumEIVvrU/OgH73v88Qa+Drg0Q3IfUKOv3Lww74AKJkKhAJdvWMUXcledxJaInrumXC9ZpjGzG8vJXdeeJwR+HWvhWERYXXiHroDOM38acaRFlx+iWf1FXbW5hvhKMOKyCuHzUeIuW5m4BBN0J9NVzb4Cizyl9h3sO5HfoLwUPfvNU8UdEoaNmGbCeeqLQHyTPiyegPX17rjXOE448hJTYROOCMeaFbCgDXVSOZCN9ELOrNCH/2OBD+rJct2beVX6quz0YaMHuWDBpc0qAk4GOetd0867buel/c7gAllCqgNZBDFeSFatYCpHAdm56hq442cdSHIFy4YLTQikSm08Z2G6LgKaDkiR/9W4JRdQBvhxqKyBxuGk0NHsghrjZd3a3KcM5ASA1vjdUANwZPrTS+vJ9IN8rQh+QzPUaIfDZ/lwjI5LL9atM74amPzAnQL+EhT6gD93KVy/He/M5Ny5na4ng0B95QRgyKizftml7JGJDAZtChLoKTUABuQEtmsJY/7R5t9KA1Agi8li6Il2rX0FjmDjDxz+qrAEDqNVvOgAAbDEa3Jf8NwD3QCo6YHjXalV4M3IgBalwDkdll0syMjWomJACfYALYIDett5uMVymkkX4RcPjx/UfMdmWHYcLu/WLLZvDZ0wAwLYpCcEL0iohzjYKS7GnyXToro1LFs6dcsdV6irOw9s7eameKRCEmGE8p61Og7ptWLcbc4h2o/EgQY41X9TQ3HaeaI/r6mcSb5QnQr2Lm1wHp5/qU/dWdINNQK2XCfSGVMg13h+Jkp81vTtuEE8mpuB5jfVgAFWy5MR74e70KRq00n9dxFPp+47HssJ40/AIewMCCF6JEzVQwAV/eyMDkYyLgRe7youGzSHcufb79lPSm7zIfZYBg6l/4TzeIObQfBT+DVqU0Qzk2VvIM9jrAzEyNYb5hnyW21H3j5GlqZoQJK3PNfGs2/Y22H0Tzlj2ih29rYAwCeoauYe1bYcP5DE6/fyK8vkdaGFvc0QJ3ikTAppJqcaUVH5yRScpCmWgWr12nxbc5YFSPWLs+olLlcSbL2ZkzDW/UIxmHRRIknGiScgBpRx23guc82dQDZwDt34VKeT+Ikwx7N7zf4oGkjZgzgAP8eHF5DImEbuoS+xIukCDuTXcFcsKA3whDp0qQxi8QzHegZhIw8uTTKmLgY9FyF7etQGh0wjiics8BnPxIR8wTEMyg6pjAIjVorASJWeLXuvw6E3Ky1JrLxpyKPeSm66uaQZQms+ntVdkjX++vgUgKP4p3qhHO5SLv+IeZ60LI1235leyNPcgVl9SjbMIO3Eu4TA+zz+CXOmMzstXpctCywY8cfvV3Pg5EO7YUol1uw4xUAAB/xdxXZgBsaWdO5Y/muDND6pmJzJ+y/F20QSrIgc0GrYSghkb6puTm4TfbVdDn1HX+7HGwSaqPzQIsArRMUOLmRdq92XuLhAW7uW8S7oiy35v6g9kkYdzIo/93LJTZCxM02jqIQj/7d0Ow8pzltXoyeORS106SQkk+haazz8eA99hOBLgDkvxo+vvDlvrj41XKJ+Pz1ygS00LV5SwImYPrCFai5jVuwHU4+m4LIArXE3sLssziS7IzOQG2ABKaq8AnDy+DzJx0oLSnBXZsNBaoHZjWAWvUyovvc/xipdwIANA98j5dKn1qnFRVMeNGg7HgkrlbgeMXY+GAhSyrBVSZNgoCYw9NsfqFIK5nK6BpjlJiblyXKO9zVWkyonS8ivo2ZriRj0TUo6x2WCvlshyJNTAw4xkuDmamC6cIb82dT+IjJKMB94UcFIxD+UuLijLqJTz7Zw29oTVfti/cEEpWS1oiYmeRgOYuIOalOSwVhyB79bnchtc/P3MFlK9nhmp1hXJ4FIcuhJIoOtIkom+OHlbbtCYdXQSVbb11FpxBqWYhKgu12IOAzS9VN/taQ3MPpdm45t0mIPXL8XmSqSDo+jAOVLouk+Va7mbbeyaJKanuu5hxZ7gVcreFzo8ElrD6EM7jdgHmKPmKmuEdY9k4+rcLPU6JfqXFLdDFG4Y5bupz4EXJwSYgehvzyfejTipjSOHo2ekDoNhWnAm1/U3SJ447phxtqlLBHBg6lQTRFaOEmCOZOxdzowOLP+h421sRiFt+B4WbcWM/4iawsyTnoM96qNaVRpNOtVtEHBFeDhltxZ3wbftRiXC/cM5Nt9qJGJOBpiTpbZqz9ZwQ8uDm8pJUfcE6E6w8+YVZOTsqY07Mj6M8xbHv8uCmHqwVCtPqwRudERvLgr/BjSozC81XSbDIBjjzVBm6E1/87lk50iCKoBA+kargDoull9MzMmpoPW2sztvo5CR2QX8ys0uvdQADCyLKY8BGF+GSpNoCT9KmezUZP+hzbteNeyEvs/vu6kyzrXNPeNOTve0QEa1jnxewt6c1DmPYZ8E22ff7mHQkVBKpE8lFzGsIvQpAl1+6HxayC2/NX+TIZih0MwlE2PgIf+oOvhKBertIJ6HA7hWCLyeNJTeTliESUP78T4Bg39ClprwUtjSF+QK7ZyFud476M8X5GaqPP/TXJKJlVUXuRjIN24UkoeY8crRFsIj2BbJdNi2AJfDTHG0qWVFvb1fXvjatXz3GoBkBMhVcrxDZva9QT//8nRQBFvnIiDzM9IJIPqTkSpnLYjE7gO3E2XuD+4g6IADWgVHzfBJK2JiZ0564yZaXWsJWuyxFUEGlhUGMSZQTyRyn+IGypZoexZyL4RM99NxiMloDZpJ+DIoadMAfxHe9tlPoBT8Jrs9hriF87jxdJI6dqgzB+PqjTFDPd4WKEeICkqxs/R4qvwaJWZdVvumyARVqPRJrXKXO6Plgy5MTL22NYiMJkhapeQsCEie5rxoIpbtlDZoaCqtyJ2PoFMT8SyZmGPWdtb5JQUA4s848YtLM9/9/Zgy38MnoMKJHyKh6EoC7rgh6T0Rmk0rvhBN9rs//QYrd6/peBSci57Fl8+ITJ/rKrzYF8Tq9uBpor8Y2GoMABkMGPnmxaiKmYjKibXApGGtWrShKj7D2ALF2C2dLe2/WmO4CghLnwNseTiq0vPbWJFU4qccuX1YuhNtJGv1K6gR0M966uRqfL/3nUhvsgIZunvhJrCfqBVQ6w9GNrLF739w57xs8lModdEH5TZC9pH2OWcLM9dX5raFq2ILyic5cYIfWkhslG1Tsfrmb+ydhEQpnEPCQcJG+en9snOKf08dAVkZiYDhNoifqduPnmd2nlxrHllSL46eeX5ceybRRbhhXJjJc6ohASv0EdZe2Cdy0dXolOtwAtxqo5iZX9ZYkQkTIPb1SCXwc/MSf3IsSpNmB1X6+PVrrcbguV+d3h6K2BYS1FPUtBxtUdUPrSPd/PH/VszofD0HzDU+afCYKfS8Zyo4KgRky8LKzPDTNeIUgTsFgD0++p8wpgkVMNeHOEeq9D2D2UVi+h8shyJ/bTBaiHjCpQBGr4XJ0aKw0BfR1H7VY8GJSuNchLEyUAh7XjQvNhfYyj1eP7whpIwLSWFggEDCdzNtN28PRYn7AlCw0Vr57B9m5yerM6I9tGYy8Ww81MfFchwqHm6KmIMydxjaHLFYaLeeZy0DAzfbn9PFbJrnbrdDQ3qjIOmKRm417pUPPXE4srXoXZ91QYxqs+pWtX6qYQ80LdnEpUlDUdNk33GZcEIUl7jqgNr42426nwuMdA2nh9xEYBx7CsfbkBvfFhdlrZag7OmkYb4Q8YfqK3gxJPizrcpSXr43kaiASJFPDR3UEtICFmQ/hzVzyqfkQC99c1/9ekyRhBNwQG63fSDqSeAwtdXmiqdSETBdU62cxiLbbB+X7huIUEhtwfcFb+oqoXFydvhWnwudX9hB6hAhYtvCM6SWil+YLDnCFbd+CGp4vQUAjgAUR50xdc/TpkAlfkwXOmQe9/I2r1EZL4HocBCHTSQ4E8uaAAAwPf/Urraqc4j6Aqr1aZKmyocKSbsCZ77s/HoG3UlR12Xc6Qga2QmoCHq8ZNbfCpps0ewI+PChoQWxPX/zV/i+tLqWZqxpDe+9atgZXmtkTaDdxFXctjYsumjCwlFaMhOPn96nkII4gsDjJXBT5EHJQBVqSXV7e6vGYVCa2BGYPMvt7YuiO6tE1tHUhS8mViXyY2hQyHwJlxeFsD/PCmppUVbdIiXTu1X+HpiQ6rbZbvWerTfSPd6M0p0qDJHTGG1pRwv2h80vFJo6DknWQK35nJM2Fghi0L/c6UB+1O7VvVkF7sWlUGCANvZqWI0ABqQIzqN/lnANwR7iEi61PiI4w4sPeoVIGfnNgZkBFM2O9QMLPC6EJZlCZv6wNnCW0cqv59oBX0ckbr93mSs/RbfhhN4bgBbEiCyO3KM4sBB62nKjRgUoz7plT6urHHP5wfIXYqelb4z1Z/MGrgnS2i3YVKj2mN7fLGVdSSLnaWgHljNQ/GuVBxqywNUBjrEFWAklM1ugO+v70YnkK/G941+dyp0oYO4mA69zPd+daJ8D/lmBZcNtYY8zAJBc7+eA6Zg06IE+CvxjxeCi6gm8EpuALPM6HKv1OWwpn2elYNir0ezpth45zimuMS9BFjjccHoePHRmImTJ+o2m4RToKIVZVROFpYBXl2kLbpeIaK16lk6ZgsFEM9FV00OcDeu9qbRvmjssoKaSUUHIS4EX7jhHXbDkk8jiWhV5/8crZcGMVp4v30ZtjOqerPAs5istu/DjHr4CJAfoqw4nuZSxsQPhOu+BoBy8JHKBEPiNvEioPVvMlMtlLZHwgqJP+j7ZDRTIBMriiT8vEaaru8zDqdLpEyTJOqa1eiOzxHjNnqnCuiCd7hB+Ezcedcc2yuK5SF1f4eSrZn9eh4G8xtXkxFLK5Q7FXMP3Bi0kFULjwNBLT22AwQVYsehc61d05LRoAmdS/JY8eQoO9uBDfnzI311g6t+dhZk9ZoGwgU84fA9RQjDheKEoB+rBcKcYoVILgW30y17NSuZuQtYVeyT28XmxsLbbPWvzQL725m6AYRIn+vlFcjJhdUFNQBixuOtXKKryL3gvgU7LBC5etQMj/YYGMVulnSp0lCbt5KXqs5qutHW0K1JQdMIJ8NasFXZy+Jr9raKthuxn4KveYAqsuPZZXKBZh35o+AeP56ju2oSgRRLUf7WkZIn4CDOL6iGgGgz2Lrgsq+H+yP+ZZ/g44ZNFNmR3mcuLeNiFUNcVrWIWsAku7SRFJ31M61G4blW3eanYx0DPRNQflVpJkMAAdjhxwAc1oCJ2QO4ogb9Xjj6ox295ay6v9SZyn9FYORXvroMGAWN60OQ1I4MipGmPGl7JJCBaIchtoFTHATpv8ek+t5hxE04vYumTrInYjnkI2TtL/L/IF2Aw8mJg9xI7RrseNozlHoeTxQTcdIrbpj2ZnFMOMeX9hhKYvxnd3MAHkTdm6aGV22Qvj8LolFWIQO4DxtbnV+6LAGZhio0FEB3txEoQKwTZubZ5Ynwu0cQVz1sYDMPM6gKdpil1x3v9n/3oerc2TLrzFGeAK3LspwO7mKOTemi8aCT4aftiTb236w+bSawNI8J0gKq4tBGSBndsctfoJZeFtEJlQ6I123Cv0Ey0xhBEkACvYAr/+f+ZNifgnIvA1EGunRx5wqvklw0N+9iUOsRNN/Iknwe8vcFbW8rB++TDXEm5uHSs4GmPBPe6YHU9YJz3mPDves3gZt3Ze8OHVG5fABbUkmtHcjwb0I5LoDiQ7HnTJQ8GHWZZjDmOiypcn4Xt3iFv4rj3eH3weU7XsCRYAu1rSOIrjVeVfqsAVdfOTpsJNKmUWxYlZYonHAIcIofKiLvVBSJVBanjvIqBfRsMwDVMonoDqLdSQw4QCL7BzrdmPaLRvQg8UV++NnqCnjg+Y77l7oFzZD+IVDsAQNmaP7PIB/NZPulXd0exZmtH/3aDxDnK7jlzMVWVHBoKo4GDqJtBB5/bP6lheQe6mhuqWQONalUBaOsMIXXu9luhrBZ0/A9RQCKUbjgzZCApXK3M9YBNYPxd+yD/ovIK4WUzb6fh+Vy82y4I2qNzn0oaBIh/RMHmPuqkA/M5pouu8UDCe8z+SmDTBVtEP8aDXXDsHFbD+MYOmDS6ZbX6Zfoh4yR/OF+dZCCJSJ0nB7GJWG912ffyH5Q5LnOU1mmxZEU1WHSMvmA09zjRIx9T//sK4Sekt6DxFXJCHDAejJzoUYbXzCnN4coNHAmxUAv+P4gpTC+G6dBU2U2mpOVFQI0HcyPo9AwIB+oCMUveNhjK6ZBQu4ObC8W6k87hsOzUzR/oLFWmCjCHqp2UBX44EnmPPWcDltZr9wty+Eu3sn1w7XSL4GHh2SEklLkLiKjp3uoKJMLcHkJzLNMjA0YLKrAcvC+JJ/mv0HzFXPnK6rfSkOkGR0HHIeKcI7lvQQT9Q0nNPFRlw6tX0LBMzE7tQ0YYgNPdsaficusasvelqvaOctAQ+jQR8UFQ2zaTAEr/sHaEGOXKPVdPl7s5aO2kDK2aIges0RIa/k2FMVj2JB9npoaBekqFwthuDQFM/kFkvWKO2onmK6rva/QTeRAejDxVSbhVss9wq4eJKMWeX7IkPpjK1xsJIvy1dj1Y91ctpWbmWVJcTu+/QSYzVIEA4GaL3tbe/SsZnkCCVCeeeoSAI36iKraP12uU1e72aeam1fgmQAMQNYAAEI7zXEQxMIAN6o8gzbKBQbcw8o8CYrOmjZ64e0JauABHbjerQTCEolnVtxMhi52gSXJ893EllqoeonNlWAAq8N1Nkts1Rd7p1QNp2wIsjZokUjreh6HRUPqy17ryNDmI+0SZfYlQxoMMLfR8uR+76DMBwEDz9KFeOi+lZ10SrK9N+cJHYpspGzMZvwBGFMKk+mHwaoTgqTmD2mxbBHWiS0wHFGZ3s084CN5HWp0iktQ6sJD+jHjigU3Y9gMSc7vMQE6Mzp6mEky6Y/u1VZcwdEY0Ez39p5J58siIm+NX2yDeqRqYflvWLTMnB9WYdb4TSbUG9rMeYOS0N5/BTRm9MCr1J4OAMOWov825hrH6ta2ZqWD0ZYeNa2M7a+GDS8twFQ6zX7bdjrc1p5kBmxkNvATbn/VoTXExFLNygoo4HocPpGw8wY6aJXivetoq+7JF5qbT8yvTAuQBLuxISkervOMHPfTgO/HSgXU8plRXT5lMckO2EMW5JKkV0HIcY0DH2b0QzlgS3oVAxxYXKQk3bImCbLNchDu72up3FX61Vs4w+2pKJr/3iIsLKgLWZSeGRfC9+EcSJPftmgfLy4wwRK8lpCMGuEEb2OEy1OYcvMClesH1Qbl5rltg5RW3d2DIoe4zSGFpMFAeAN2fZts+UkmGDuP8FkpjqznYCBlc+amD15CxjsgR4FNKPUGLkCaMddwXsbtBLx544LSZHyYjCETrO3WdxI36ynxAA7b64DzsrFC9QI60Xt1hTLxjmpOxO9R4jrX05pVDAEYwAAANuV5kTcpHCn6poGaagqW7W/oDbZRq8jY1Krfcf3IXd5cl4bYsyhrvxs/Qtmd6G/lZRdw6mg+8Lqpm/xQmkegPvUIG8avtc+aK+1aFmeNgXWBCuxskNYWAzxCi3Zd22c3GOhiGtISOP6JURNkCx2dV1Vab3hJ2fmSuuGOU5bZk+BEu6Pt1LYTNE41qSRZgRd9DPDkqhS3OscwyvPN+x8sj8uw2ccHsE5easjAXDC+pqC6tK+qFtgVrpq1Gdh3BQyEsMnx8Wgw+n+Qsud5MV2mUuaZbTAEZHdNQqOht6HxKPGEQl+UXwxAHMhT4QxTnH2DJIr75OrSAFOQSRhgwisloAnWKrxz018CETdqCwyy270JFJqThSeUwbeiTKLyzD5ZGMQhFmDwo55mRH+ylY34irv9g55T99Cni1XWlUoauwC3AYJl07sRrSQXirxE9ZUlEW4Rwpgql0HOlMValPm2UD25l0dWpiFec+ZOlfkzD2Zt9pqN3aORzBPOEBgHOaR3iQM+Lzx6/b+Kj3zEUKzhzPcmXOOhxAZ2I/Hfy0c2oeSnXOl03bmW0MLmJkFi0EGmaJaefpEjvdePEV/ol5R5jID5UoaPB9QK67c4KxqivxuJqyOetwKQAA=" width="305px" alt="investment"/></p>
<p><p>Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. On February 11, 2012, Paxum, an online payment service and popular means for exchanging bitcoin announces it will cease all dealings related to the currency due to concerns of its legality. The following day, Patrick Strateman, known on BitcoinTalk as phantomcircuit, benevolently discloses a devastating bug in how BTC-E, another online exchange, secures its clients&#8217; accounts and funds.</p>
</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>The Bitcoin and Real Estate Investment Convergence &#8211; Tribune Online</h3>
<p>The Bitcoin and Real Estate Investment Convergence.</p>
<p>Posted: Fri, 10 Mar 2023 13:32:01 GMT [<a href='https://news.google.com/rss/articles/CBMiT2h0dHBzOi8vdHJpYnVuZW9ubGluZW5nLmNvbS90aGUtYml0Y29pbi1hbmQtcmVhbC1lc3RhdGUtaW52ZXN0bWVudC1jb252ZXJnZW5jZS_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The world’s most widely held cryptocurrency dropped below $4,000, knocking off half of its value over two days. The bug, which the Tel Aviv-based firm calls BigSpender, allows a hacker to double-spend a user’s funds and possibly prevent them from ever using their wallet again. It works by exploiting how certain wallet’s handle Bitcoin’s replace-by-fee function, a failsafe that enables users to swap an unconfirmed transaction with one that has a higher fee. Bitcoin’s price dropped after crypto exchange OKEx suspended withdrawals.</p>
</p>
<p><h2>Stablecoin USDC falls below $1, faces $3.3 billion exposure to Silicon Valley Bank</h2>
</p>
<p><p>If you’re a CEX.IO customer, you just need a debit card or credit card. With our Instant Buy service purchasing cryptocurrencies made super easy. You just open the page, choose the amount you want to buy, and enter your card credentials. 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.</p>
</p>
<p><p>Right after that you’ll have the desired coins or tokens on your CEX.IO account. 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>
<p><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. 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.</p>
</p>
<p><h2>How to keep your Bitcoin safe?</h2>
</p>
<p><p>This was the only major security flaw found and exploited in bitcoin&#8217;s history. Bitcoin users predict 94% of all bitcoins will have been released by 2024. 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. The leader in news and information on cryptocurrency, digital assets and the future of money, CoinDesk is a media outlet that strives for the highest journalistic standards and abides by a strict set of editorial policies. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> does look quite low right now.</p>
<p>I do wonder how much patience everyone has that are waiting to get into <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a>. </p>
<p>Buying at the near bottom is a very enticing prospect. <a href="https://t.co/pNtw7I6KSg">https://t.co/pNtw7I6KSg</a></p>
<p>&mdash; The Fruitful Knight (@FruitfulKnight) <a href="https://twitter.com/FruitfulKnight/status/1584868843411083264?ref_src=twsrc%5Etfw">October 25, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>The SHA-256 hashing function generates a unique, fixed-length output, or hash, for each input, making it computationally infeasible to manipulate the transactions. Bitcoin was invented by an anonymous individual or group operating under the pseudonym Satoshi Nakamoto. In 2008, Satoshi published a white paper outlining the concept and technical details of Bitcoin, including the implementation of a decentralized ledger technology known as the blockchain.</p>
</p>
<p><h2>Tradehill Shuts Down (Again) &#8211; August 30, 2013</h2>
</p>
<p><p>The minimum <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> cost might be $23,085.90, while the maximum might reach $24,858.32 during this month. On average, it is expected that the value of Bitcoin might be around $24,193.67. Based on the price fluctuations of Bitcoin at the beginning of 2023, crypto experts expect the average BTC rate of $23,263.14 in March 2023. Its minimum and maximum prices can be expected at $21,047.61 and at $23,927.81, respectively. During the last month, the price of BTC has increased by 17.28%, adding a colossal average amount of $4,268.47 to its current value. This sudden growth means that the coin can become a solid asset now if it continues to grow.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px" alt="service"/></p>
<p><p>SEC statement boosted concern that tightening regulation may limit trading. The price of bitcoin fell sharply after the Securities and Exchange Commission postponed its decision on whether it would approve a bitcoin exchange-traded fund proposed by VanEck and SolidX. The tradition, according to Trace, would serve two main purposes. Firstly, it would encourage Bitcoin users to exercise the monetary sovereignty made possible by the protocol – the hope being that those not knowing how to securely store Bitcoin would learn.</p>
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<p><p> is known for its price volatility, and has undergone numerous dramatic price swings since its launch. The inclusion of a moderate Bitcoin investment in a diverse portfolio has also been shown to increase the Sharpe ratio of that portfolio and actually reduce volatility. Of course, there is no guarantee that Bitcoin’s price will continue to increase as it has done in the past. However, on a long-term scale, Bitcoin has usually proven to be a very lucrative investment. In fact, analysts have listed Bitcoin as the best-performing asset class of 2019, with 60% growth in less than two months. More nodes makes for a more secure network, as to alter the ledger, one would need an incredible amount of processing power, making Bitcoin virtually invulnerable to censorship or attack.</p>
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<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">So much fun!! Been making new friends, eating amazing Latin food, dancing lots (in Florida right now). I needed the break lol. Headed to El Salvador next week though. Shame you&#8217;re not coming!! How are YOU!?</p>
<p>&mdash; Ayelen Osorio (@Ayelen_Osorio) <a href="https://twitter.com/Ayelen_Osorio/status/1587203481961725953?ref_src=twsrc%5Etfw">October 31, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p><p>The second part of Proof-of-Keys supposedly serves to test the trust<a href="https://www.beaxy.com/exchange/btc-usd/">how much are bitcoins right now</a>iness of the exchanges. If every single user requested every single coin on the same day, would the exchange be able to pay them all? If it turned out they could not then the platform in question would be not only guilty of deceiving its users but also guilty of artificially inflated the total supply of the currency.</p>
</p>
<p><h2>Amazon Rumours Tumble Bitcoin &#8211; July 26, 2021</h2>
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<p><p>The Seychelles-registered exchange confirmed the security breach, but did not disclose the amount stolen first. El Salvador plans to build the world’s first “Bitcoin City”, funded initially by $1 billion worth of Bitcoin-backed bonds. President Nayib Bukele the city planned in the eastern region of La Union would get geothermal power from a volcano and not levy any taxes except for value-added tax . Sorry, we don&#8217;t have information for one of the dates you selected. This calculator is not realtime &#8211; try querying data for a previous month. All prices on this page are nominal (i.e., they are not indexed to inflation).</p>
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<p><p>Finally when the transaction successfully takes place, the Bank will deduct Alice’s account and credit Bob’s account with the latest amount. 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. With any Bitcoin price change making news and keeping investors guessing. 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.</p>
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<p><p>The first time Bitcoin actually gained value was on October 12, 2009 when Martti Malmi, a Finnish developer that helped Satoshi work on Bitcoin, sold 5050 Bitcoins for $5.02. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators.</p>
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<h2>What Makes Bitcoin Valuable?</h2>
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<p>Fixed Supply of BTCOne of the most significant factors contributing to Bitcoin&#8217;s value is its rarity, owing to the fixed supply. At the launch, its creators announced that only 21 million BTC would be minted or generated.Decentralization Makes Bitcoin Appealing For UsersAs the popularity of decentralized cryptocurrency and its trading volume soar, there is increasing demand for Bitcoin among both retail and institutional investors. The price of Bitcoin enjoys support from an uptick in demand.BTC&#8217;s Large Market Cap Makes it Most Valuable CryptocurrencyIn addition, BTC&#8217;s fixed max supply and reputation as the original cryptocurrency with the largest market capitalization makes it an attractive store of value, which further supports the Bitcoin live price.Uptick in Crypto Adoption Further Boosts BTC ValueThe rising interest among large and small investors in BTC and other digital assets has also increased its value in recent months. The increasing number of use cases for cryptocurrencies&#8230;  Ещё</p>
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<p><p>As long as there are no threats to it in terms of competition and regulation, its finite supply and growing popularity should ensure that it keeps on reaching new price highs. It is expected that BTC price might meet a bull trend in the nearest future. We kindly remind you to always do your own research before investing in any asset. In the past 24 hours, the crypto has increased by $118.57 in its current value. Our Bitcoin price prediction is rather conservative and does not take into account any random media hype or unexpected regulations that may happen in the near future — these factors are too unpredictable.</p>
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<h3>Institutional Investor Influence on the Bitcoin Market &#8211; Tribune Online</h3>
<p>Institutional Investor Influence on the Bitcoin Market.</p>
<p>Posted: Fri, 10 Mar 2023 13:18:33 GMT [<a href='https://news.google.com/rss/articles/CBMiU2h0dHBzOi8vdHJpYnVuZW9ubGluZW5nLmNvbS9pbnN0aXR1dGlvbmFsLWludmVzdG9yLWluZmx1ZW5jZS1vbi10aGUtYml0Y29pbi1tYXJrZXQv0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy. To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data. Because no one wants to lose funds as a result of an internet scam. So, when you found ADA a Bitcoin trading platform, make sure it’s secure enough before making any operations. Investing in Bitcoin is simpler in some ways than fiat currency investing.</p>
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<p><a href="bitcoin converter usd"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a></p>
<p><p>Elsewhere, the exchange ShapeShift said it will delist bitcoin SV too and another exchange, Kraken, is polling its users on whether to continue supporting the cryptocurrency. The municipality of Zermatt, Switzerland — home to the iconic Matterhorn — is now the second location in Switzerland where taxpayers are officially allowed to pay their taxes in Bitcoin . In order to unlock the new tax payment option, the authorities of the Zermatt have partnered with Switzerland’s major crypto financial services company Bitcoin Suisse. Specifically, local taxpayers will be able to pay their taxes in Bitcoin via a point-of-sale tool installed in the Zermatt town hall or an online payment portal. Payments platform Square has purchased $50 million in Bitcoin, part of its larger investment in cryptocurrency.</p>
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<ul>
<li>The US government denied the application of Tyler and Cameron Winklevoss — the brothers who once claimed to be co-inventors of Facebook — to operate an exchange-traded fund to make it easier for investors to buy Bitcoin.</li>
<li>Can be traced back to 31 October 2008, when its white paper was published by a pseudonym person or persons under the name Satoshi Nakamoto.</li>
<li>Anyone can propose a BIP, and the community will reject or approve of the BIP collectively.</li>
<li>Bitcoin has seen a sharp increase in value during this night going up 5% in just 24 hours, however later throughout the day the price stabilized on a total increase of 2.5%.</li>
<li>This ruling is in contrast to the United States&#8217; classification of Bitcoin as both a currency and commodity (according to CFTC/IRS).</li>
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<p><p>Volatility is perhaps the most commonly-cited disadvantage of Bitcoin in terms of its use case as cash. Ironically, that very volatility helped grow the network, providing traders with very lucrative opportunities in short time periods. However, for those wishing to store value and transact Bitcoin as an everyday currency, the volatility is a major drawback. 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. So if you want to withdraw them, you can do it any time by using different payment instruments.</p>
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" width="306px" alt="bitcoin transactions"/></p>
<p><p>Crypto investors are hailing the company’s stock market debut as a major milestone for the industry after years of skepticism from Wall Street and regulators. Chinese authorities GAL in the south-west province of Sichuan ordered bitcoin mining projects to close. China’s largest bitcoin-producing provinces have intensified a crackdown on cryptocurrency mining in the latest sign of how authorities are toughening their stance on the rapidly growing digital asset markets. El Salvador became the first country to make Bitcoin legal tender. The government even went a step further in promoting the cryptocurrency’s use by giving US$30 in free bitcoins to citizens who sign up for its national digital wallet, known as “Chivo,” or “cool” in English. Foreigners who invest three bitcoins in the country will be granted residency.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Conflux Price: CFX Live Price Chart &#038; News</title>
		<link>https://www.aliansa.com.co/conflux-price-cfx-live-price-chart-news/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Fri, 03 Feb 2023 10:19:06 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10510</guid>

					<description><![CDATA[Trading bitcoin and cryptocurrencies carries a high level of risk, before deciding to trade cryptocurrency you should carefully consider your investment objectives, level of WAVES XRP experience, and risk appetite. All decisions with your digital money assets are your own decision and do not depend on any party. CoinYEP Foreign exchange converter and cryptocurrency converter. &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/conflux-price-cfx-live-price-chart-news/"> <span class="screen-reader-text">Conflux Price: CFX Live Price Chart &#038; News</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="tokenomics data"/></p>
<p><p>Trading bitcoin and cryptocurrencies carries a high level of risk, before deciding to trade cryptocurrency you should carefully consider your investment objectives, level of WAVES XRP experience, and risk appetite. All decisions with your digital money assets are your own decision and do not depend on any party. CoinYEP Foreign exchange converter and cryptocurrency converter. Prices data are continually gathered from multiple markets.</p>
</p>
<p><p>All <a href="https://www.beaxy.com/cfx-instant-card-deposits/">cfx usdt</a> rates are updated regularly hourly every hour. Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation. The cryptocurrency market is also highly volatile, which means it may not be suitable for investors with a low risk tolerance. There are 17 cryptocurrency exchanges tracked by CoinCodex where you can convert CFX to USDT. You can quickly compare the Conflux Network price USDT rate between five popular exchanges in the table above.</p>
</p>
<p><h2>What has been the Conflux to Tether trading volume in the last 24 hours?</h2>
</p>
<p><p>There is a downtrend on the instrument, a decrease in trading volumes, the buyer cannot update local highs, all this indicates the presence of its weakness. In view of the above, a short breakout level was formed with several touches, as well as a downward slope. I expect that the further inability to update the highs and the price tightening to the level of $&#8230; This metric can be used as a predictive indicator of the asset&#8217;s future market capitalization.</p>
</p>
<p><a href="bitcoin conversion"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p><p>Market cap is measured by multiplying token price with the circulating supply of CFX tokens (2.1 Billion tokens are tradable on the market today). Token authors can mint tokens on Conflux using the CRC-20 token standard for fungible tokens, CRC-721 standard for non-fungible tokens , or CR-1155 for multi-tokens. Conflux Token CFX does not have a predefined maximum supply or hard limit. This implies that the protocol may generate additional CFX tokens beyond its existing supply in the future. To check Conflux&#8217;s 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. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies.</p>
</p>
<p><h2>All About Conflux Token</h2>
</p>
<p><p>The current circulating supply for Conflux Token is 2,097,534,828 CFX. To the right of the address bar, click the icon with 3 stacked horizontal lines. Decrease from one day ago and signalling a recent fall in market activity. When the price hits the target price, an alert will be sent to you via browser notification.</p>
</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>CFX Price rally 293%,Conflux to build Blockchain based Sim cards &#8211; The Coin Republic</h3>
<p>CFX Price rally 293%,Conflux to build Blockchain based Sim cards.</p>
<p>Posted: Mon, 20 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiamh0dHBzOi8vd3d3LnRoZWNvaW5yZXB1YmxpYy5jb20vMjAyMy8wMi8yMC9jZngtcHJpY2UtcmFsbHktMjkzY29uZmx1eC10by1idWlsZC1ibG9ja2NoYWluLWJhc2VkLXNpbS1jYXJkcy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Users can interact with Conflux Network ecosystem applications through wallets. Users can use CFX to participate in governance votes, stake their tokens to earn network interest, or pay for the network&#8217;s storage and transaction fees. Conflux is a permissionless Layer 1 blockchain connecting decentralized economies across borders and protocols. Recently migrated to hybrid PoW/PoS consensus, Conflux provides a fast, secure, and scalable blockchain environment with zero congestion, low fees, and improved network security. The CFX to USDT price chart indicates the historical change of CFX in USDT over the past 30 days.</p>
</p>
<p><h2>Contract Address</h2>
</p>
<p><p>To  alerts, please allow web browser notification permission. The easiest way to sell 1 Conflux Network for Tether is to convert CFX2 to USDT on Binance. Using the calculator/converter on this page, you can make the necessary calculations with a pair of Conflux/Tether. Retraced about 1630%+ from local low thats actually crazy but true. We can see it did this kind of moves in past too so no surprises. #0.2051 holding out for now clearing will lead it down, breaking out of #0.3664 will open a level till #0.5041.</p>
</p>
<p><p>In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. This trend is determined by the technical indicators on our Conflux Network price prediction page. To determine whether a coin is bearish or bullish, we use technical indicators such as the Relative Strength Index and important simple and exponential moving averages. You can convert Conflux Network to Tether by selling CFX for USDT on a cryptocurrency exchange. To see all exchanges where Conflux Network is trading, click here.</p>
</p>
<p><p>Currently, <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> provides the best exchange rate for Conflux Network . QowduqkcvckewigslwjugcfnqfsqConflux NetworkBUSDTTether Protocolhe 1CFXICFXMoin to USDTP rate tells you how much 1NSU0Stellar1aelf is needed to buy 1 S. On CoinCodex, you can follow the real-time N to D rates and use the interactive charts historical price data to improve your technical analysis of this trading pair. To see the latest exchange rate, Conflux Network historical prices, and a comprehensive overview of technical market indicators, head over to the Conflux Network page. The Conflux price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. CoinGecko provides a fundamental analysis of the crypto market.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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<p><p>Conflux Network’s CFX token rose 9% to as high as $0.24 in the last 24 hours, according to CryptoSlate’s data. The post Conflux Network’s $10M funding round propels CFX token&#8230; Conflux Token CFX currently has a market cap of $427,564,607.</p>
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<p><p>In the last 24 hours.CFX has a circulating supply of 2.65 B CFX. You will receive an email with instructions for how to confirm your email address in a few minutes. Exploring the Chinese Crypto Token Narrative and Its Impact Find out what the current Chinese token trend and narrative are about and why it may bring more mainstream adoption to crypto. The community is bullish as more than 74% of users are feeling good about Conflux today. As the only regulatory compliant public blockchain in China, Conflux provides a unique advantage for projects building and expanding into Asia. In the region, Conflux has collaborated with global brands and government entities on blockchain and metaverse initiatives, including the city of Shanghai, McDonald&#8217;s China, and Oreos.</p>
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<p lang="en" dir="ltr">Binance gonna use <a href="https://twitter.com/search?q=%24lqty&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$lqty</a> instead of <a href="https://twitter.com/search?q=%24busd&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$busd</a> it&#8217;s the best out there 👀<a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> <a href="https://twitter.com/hashtag/tether?src=hash&amp;ref_src=twsrc%5Etfw">#tether</a> <a href="https://twitter.com/hashtag/usdt?src=hash&amp;ref_src=twsrc%5Etfw">#usdt</a> <a href="https://twitter.com/search?q=%24ach&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ach</a> <a href="https://twitter.com/search?q=%24cfx&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$cfx</a> <a href="https://twitter.com/hashtag/tru?src=hash&amp;ref_src=twsrc%5Etfw">#tru</a> <a href="https://twitter.com/search?q=%24btc&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$btc</a> <a href="https://twitter.com/search?q=%24eth&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$eth</a> <a href="https://twitter.com/search?q=%24matic&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$matic</a> <a href="https://twitter.com/search?q=%24sol&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$sol</a> <a href="https://twitter.com/search?q=%24avax&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$avax</a> <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/nft?src=hash&amp;ref_src=twsrc%5Etfw">#nft</a> <a href="https://twitter.com/search?q=%24fet&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$fet</a> <a href="https://twitter.com/search?q=%24agix&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$agix</a> <a href="https://twitter.com/search?q=%24op&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$op</a> <a href="https://twitter.com/search?q=%24ldo&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ldo</a> <a href="https://twitter.com/search?q=%24tru&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$tru</a> <a href="https://twitter.com/search?q=%24fxs&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$fxs</a> <a href="https://twitter.com/search?q=%24ssv&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ssv</a> <a href="https://twitter.com/search?q=%24rif&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$rif</a> <a href="https://twitter.com/search?q=%24stx&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$stx</a><a href="https://twitter.com/search?q=%24inj&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$inj</a> <a href="https://twitter.com/search?q=%24voxel&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$voxel</a> <a href="https://twitter.com/search?q=%24loka&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$loka</a> <a href="https://twitter.com/search?q=%24rndr&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$rndr</a> <a href="https://t.co/EzU2JNk82W">pic.twitter.com/EzU2JNk82W</a></p>
<p>&mdash; ᴄʀʏᴘᴛᴏ ʙᴀᴛ 🦇 (@KingListing) <a href="https://twitter.com/KingListing/status/1632636361831329792?ref_src=twsrc%5Etfw">March 6, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>Today China Telecom and Conflux Network announce a partnership to bring Blockchain SIM cards to market. The entry-level Web3 product will be the largest blockchain hardware product ever seen&#8230; Despite a price increase of more than 300% in the previous seven days, the rally of this altcoin does not seem to be over yet. The post What Was the Reason Behind This Altcoin Trebling in Price in&#8230; While China shows signs of becoming more accepting of cryptocurrency trade, Conflux is also quickly becoming one of the crypto assets that is expected to be one of the best performers in&#8230;</p>
</p>
<p><p>You can calculate/convert USDT from Conflux to Tether converter. Also, you can select other currencies from the drop-down list. 709 days have passed since then, and now the price is 12.09% of the maximum. Conflux Mar 27, 2021 had the highest price, at that time trading at its all-time high of $1.7. If you ever wonder where we are in terms of potential, take a good look at this monthly chart and understand where you are before you freak out BTC&#8217;s 1% baby drops. One needs to be completely aware of the whole picture before focusing on 15 min to&#8230;</p>
</p>
<div style='border: grey solid 1px;padding: 12px;'>
<h3>LBank Weekly Listing Report, 27th February 2023 &#8211; InvestorsObserver</h3>
<p>LBank Weekly Listing Report, 27th February 2023.</p>
<p>Posted: Tue, 28 Feb 2023 04:01:00 GMT [<a href='https://news.google.com/rss/articles/CBMiPWh0dHBzOi8vd3d3LmludmVzdG9yc29ic2VydmVyLmNvbS9uZXdzL3FtLXByLzc2NjcwNTMxNjIwMTU1OTTSAQA?oc=5' rel="nofollow">source</a>]</p>
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		<title>Bitcoin Price: BTC Live Price Chart &#038; News</title>
		<link>https://www.aliansa.com.co/bitcoin-price-btc-live-price-chart-news/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Mon, 16 Jan 2023 12:17:47 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11219</guid>

					<description><![CDATA[If you want any clarification and answers from me i am happy to answer and always ready to help fellow traders in boommm making . Using a blockchain ensures security and manages digital relationships as part of a system of record. The Payment Card Industry Data Security Standard is an internationally recognized set of security &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/bitcoin-price-btc-live-price-chart-news/"> <span class="screen-reader-text">Bitcoin Price: BTC Live Price Chart &#038; News</span> Leer más &#187;</a></p>]]></description>
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" width="304px" alt="price history"/></p>
<p><p>If you want any clarification and answers from me i am happy to answer and always ready to help fellow traders in boommm making . Using a blockchain ensures security and manages digital relationships as part of a system of record. 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.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Current world population: 7,888,408,686<br />Current <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> in circulation: 19,276,756<br />Price of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a>: USD 23,718.30</p>
<p>Amount of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> available if split evenly: 0.00244368<br />Value of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> per person: USD 57.96</p>
<p>&mdash; btc4world (@btc4world) <a href="https://twitter.com/btc4world/status/1619923403023974405?ref_src=twsrc%5Etfw">January 30, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p><p>Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. Instant Buy Buy crypto with your credit or debit card in a few clicks. Trading API Automate your cryptocurrency trading with reliable and stable API.</p>
</p>
<p><p>High demand and limited supply lead to price increases, while low demand and excess supply lead to price drops. Bitcoin reached an all-time high price of $69,044 in November 2021. The all-time low price of Bitcoin was $67.81, which was recorded on Jul 06, 2013.</p>
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<p><h2>BTC Price Information</h2>
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<p><p>Nakamoto proposed a new kind of currency, which he called Bitcoin. He conceived of Bitcoin as an all-electronic store of value that couldn’t have existed before the internet. In 2011, the demand for bitcoin soared, and the price of BTC jumped to $1 in April, entering into a mini bull run in the process. After breaking the $1 barrier, the publicity broke the media space, and the BTC price, in turn, mooned over 300 percent in the subsequent months, peaking at $32.</p>
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<p><p>When Satashi <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> posted the genesis block to the public blockchain, Bitcoin became the world’s first cryptocurrency, and that has been enough to give Bitcoin market dominance in the crypto world. The value of the circulating supply is measured in hundreds of billions of euros. Years after it was launched, it is still the most widely used cryptocurrency.</p>
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<p><h2>Bitcoin tumbles, as Silvergate Bank’s collapse highlights the biggest threat to U.S. crypto industry</h2>
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<p><p>We’ve compiled all the Bitcoin news, everything you need to get a better understanding of the intricacies of BTC’s price and the factors that influence it. This metric can be used as a predictive indicator of the asset&#8217;s future market capitalization. Bitcoin&#8217;s safety is a complex issue that involves various technical considerations. Cryptographic security is a significant aspect of its safety, and its encryption algorithms and keys are robust, with no compromises to date. Its decentralized nature, where transactions are validated by a distributed network of nodes, makes it difficult for any one entity to manipulate the system. However, its operational practices depend on its users and service providers&#8217; adherence to security measures, which can mitigate operational risks.</p>
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<div style='border: grey solid 1px;padding: 14px;'>
<h3>This Week in Coins: After Silvergate and Silicon Valley Bank &#8230; &#8211; Decrypt</h3>
<p>This Week in Coins: After Silvergate and Silicon Valley Bank &#8230;.</p>
<p>Posted: Sat, 11 Mar 2023 12:56:15 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vZGVjcnlwdC5jby8xMjMyMDMvdGhpcy13ZWVrLWluLWNvaW5zLXRoaXJkLXdlZWstb2YtbG9zc2VzLXNwdXJyZWQtb24tYnktc2lsdmVyZ2F0ZS1jb2xsYXBzZS1iaXRjb2luLWFuZC1ldGhlcmV1bS1jcmFzaNIBhAFodHRwczovL2RlY3J5cHQuY28vMTIzMjAzL3RoaXMtd2Vlay1pbi1jb2lucy10aGlyZC13ZWVrLW9mLWxvc3Nlcy1zcHVycmVkLW9uLWJ5LXNpbHZlcmdhdGUtY29sbGFwc2UtYml0Y29pbi1hbmQtZXRoZXJldW0tY3Jhc2g_YW1wPTE?oc=5' rel="nofollow">source</a>]</p>
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<p><p>The biggest price leap for bitcoin was in 2021 when the price of BTC peaked at an all-time high of nearly $70,000 in November. The war in Ukraine and the global economic woes have taken their toll on the flagship crypto throughout 2022 as interpreted from recent BTC News. Follow crypto.news for more information on the latest Bitcoin market updates.</p>
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<p><p>Bitcoin is the world’s most traded cryptocurrency, and represents the largest piece of the crypto market pie. It was the first digital coin and as such, remains the most famous and widely-adopted cryptocurrency in the world. It&#8217;s the original gangster in whose footsteps all other coins follow.</p>
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<p><p>It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users.</p>
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<h2>What was the highest price for 1 Bitcoin?</h2>
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<p>Bitcoin BTC/USD price history up until Mar 09, 2023. Bitcoin (BTC) price again reached an all-time high in 2021, as values exceeded over 65,000 USD in November 2021.</p>
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<p><p><a href="https://www.beaxy.com/exchange/btc-usd/">current price of bitcoin in usd</a> mining is the process where miners contribute the processing power of their hardware rigs to solve cryptographic puzzles from each transaction on the Bitcoin blockchain. Miners receive BTC for solving cryptographic puzzles, and transactions are recorded in blocks that get added to the blockchain. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied.</p>
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<p><h2>USD/DOGE</h2>
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<p><p>The idea behind the creation of Bitcoin is to create a decentralized financial system that is not controlled by any central bank, group, or government. As the bank maintains the ledger, they will do the verification as to whether Alice has enough funds to send to Bob. Finally when the transaction successfully takes place, the Bank will deduct Alice’s account and credit Bob’s account with the latest amount. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’. When you’re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="nakamoto"/></p>
<p><p>So if you want to withdraw them, you can do it any time by using different payment instruments. Say, if you need to send funds to your card, you can exchange crypto for fiats . The most simple way to do so is using the Instant Sell in the CEX.IO mobile app. By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card. We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators.</p>
</p>
<p><p>The percent change in trading volume for this asset compared to 24 hours ago. You can send a variety of international currencies to multiple countries reliably, quickly, and safely, and at a rate cheaper than most banks. The number of Bitcoin assets minted per block to reward miners will continue to halve roughly every four years until 21 million BTC coins have been minted. What is clear is that although some of the established financial community has retained its skepticism, Bitcoin has outperformed the stock market and major commodities over the long term.</p>
</p>
<ul>
<li>The value of the circulating supply is measured in hundreds of billions of euros.</li>
<li>However, its operational practices depend on its users and service providers&#8217; adherence to security measures, which can mitigate operational risks.</li>
<li>Bitcoin mining is the process where miners contribute the processing power of their hardware rigs to solve cryptographic puzzles from each transaction on the Bitcoin blockchain.</li>
</ul>
<p><p>The value of Bitcoin has been on a wild ride since the crypto began trading. The cryptocurrency world has proved to be far more volatile than the stock market, often experiencing swings of 10% or more in a single day – sometimes much more. Compared to Bitcoin, stock prices change minimally and slowly.</p>
</p>
<ul>
<li>By the end of the year, a single Bitcoin was worth 17,000 euros.</li>
<li>DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</li>
<li>The popularity of Bitcoin has led to the creation of other altcoins and the overall development of the crypto ecosystem.</li>
<li>In February 2011, BTC’s price reached parity with the U.S dollar for the first time.</li>
</ul>
<p><p>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. BIPs like these change MATIC Bitcoin’s consensus rules, resulting in forks. Information provided on Forbes Advisor is for educational purposes only.</p>
</p>
<p><p>For instance, if the 24h volume for Ethereum is $15 billion, it means that $15 billion worth of Ether had changed hands across all exchanges in the last 24 hours. The price is calculated using a global volume-weighted average price formula which is based on the pairings available on different exchanges of a particular crypto asset. For examples and more detailed information on how we track cryptocurrency prices and other metrics, see our methodology MATIC <a href="https://www.beaxy.com/exchange/btc-usd/">current price of bitcoin in usd</a> page here. Later, you can exchange BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks.</p>
</p>
<p><p>In order to stop a miner from adding any arbitrary transactions, they will need to solve a complex puzzle. Only if the miner is able to solve the puzzle , which happens at random, then he or she is able to add the transactions into the ledger and the record is final. Alice will have to broadcast her transaction to the network that she intends to send $1 to Bob in equivalent amount of bitcoin. How would the system be able to determine that she has enough bitcoin to execute the transaction and also to ensure she does not double spend that same amount. There are several differences between a blockchain and a database, including the level of control.</p>
</p>
<p><a href="how much is 10000 bitcoin worth"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a></p>
<p><p>Bitcoin users predict 94% of all bitcoins will have been released by 2024. 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. 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.</p>
</p>
<p><p>Bitcoin is the first cryptocurrency and decentralized global payment system &#8211; the true OG. Bitcoin was envisioned as an alternative to traditional electronic payment methods, removing the requirement for a central bank or administrator. Transactions on the Bitcoin network are sent between users directly with no intermediary. All transactions are recorded in a public distributed ledger referred to as a blockchain.</p>
</p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>Coinbase, Binance Suspend USDC Conversions as Dollar Peg &#8230; &#8211; Decrypt</h3>
<p>Coinbase, Binance Suspend USDC Conversions as Dollar Peg &#8230;.</p>
<p>Posted: Sat, 11 Mar 2023 05:05:44 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vZGVjcnlwdC5jby8xMjMyMDgvY29pbmJhc2UtYmluYW5jZS1zdXNwZW5kLXVzZGMtY29udmVyc2lvbnMtYXMtZG9sbGFyLXBlZy13b2JibGVz0gFfaHR0cHM6Ly9kZWNyeXB0LmNvLzEyMzIwOC9jb2luYmFzZS1iaW5hbmNlLXN1c3BlbmQtdXNkYy1jb252ZXJzaW9ucy1hcy1kb2xsYXItcGVnLXdvYmJsZXM_YW1wPTE?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network. Forcing a transaction is impossible because they would have to control 51% of all miners. 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 percent change in trading volume for this asset compared to 7 days ago.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Current world population: 7,888,408,686<br />Current <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> in circulation: 19,272,806<br />Price of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a>: USD 23,178.97</p>
<p>Amount of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> available if split evenly: 0.00244318<br />Value of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> per person: USD 56.63</p>
<p>&mdash; btc4world (@btc4world) <a href="https://twitter.com/btc4world/status/1618473860369620993?ref_src=twsrc%5Etfw">January 26, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>You’ll be pleased with the low trading fee for crypto funds compared to what financial asset managers and bankers charge. Bitcoin is a cryptocurrency launched in January 2009 with the first genesis block mined on 9th January 2009. It is a decentralized digital currency that is based on cryptography. As such, it can operate without the need of a central authority like a central bank or a company. It is unlike government-issued or fiat currencies such as US Dollars or Euro in which they are controlled by the country’s central bank.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin Price in USD Real Time Bitcoin Chart</title>
		<link>https://www.aliansa.com.co/bitcoin-price-in-usd-real-time-bitcoin-chart/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 12 Jan 2023 12:31:19 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11079</guid>

					<description><![CDATA[As such, it is best to use this metric as a reference alongside other metrics such as bticoin price volume, liquidity, fully diluted valuation, and fundamentals during your research process. The live price of Bitcoin is $ 20,427.09 per (BTC / USD) today with a current market cap of $ 394.54B USD. The huge breakthrough &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/bitcoin-price-in-usd-real-time-bitcoin-chart/"> <span class="screen-reader-text">Bitcoin Price in USD Real Time Bitcoin Chart</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="investment"/></p>
<p><p>As such, it is best to use this metric as a reference alongside other metrics such as <a href="https://www.beaxy.com/exchange/btc-usd/">bticoin price</a> volume, liquidity, fully diluted valuation, and fundamentals during your research process. The live price of Bitcoin is $ 20,427.09 per (BTC / USD) today with a current market cap of $ 394.54B USD. The huge breakthrough moment was the first exchange of digital currency on the exchange.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="influence"/></p>
<p><p>No one central authority regulates the monetary base, therefore the creation of bitcoins follows detailed rules in a very strict protocol, which we’ve detailed for you below. The total market capitalization of the top 100 cryptocurrencies has increased over the past seven years from &#8230; Bitcoin price witnessed a steep correction that has knocked it below a key psychological level. The massive sell-off caused $303 million worth of liquidations in the last 24 hours as traders were caught off guard. But the long-term outlook shows that BTC is right where it should be. There is a chance for a recovery rally to originate, but investors should not hold their breath.</p>
</p>
<p><h2>Bitcoin News</h2>
</p>
<p><p>Bitcoin is the universal payment system originally launched as an open-source software in 2009 by the person or group of people known as Satoshi Nakamoto. Unlike the classic banking models, Bitcoin has qualities such as anonymity or decentralization thanks to the blockchain technology that is used to validate the transactions. Due to these characteristics, user interest in this digital currency has been increasing, BNB which has generated an enormous volume of cryptocurrencies being issued to the market following the Bitcoin pattern.</p>
</p>
<p><p>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. The price of Bitcoin is determined by the market forces of supply and demand on cryptocurrency exchanges. Changes in demand are influenced by various factors such as news, adoption, regulations, and investor sentiment. Bitcoin has the highest trading volume among cryptocurrencies, but it’s still a small market compared to other global markets.</p>
</p>
<p><h2>Cryptocurrency scams: 10 ways to identify scam coins</h2>
</p>
<p><p>Its importance is such that it is considered unique, treating the rest of digital currencies as Alternative Coins . In this group, we can find open source systems such as Ethereum, Ripple or Litecoin. Similar to Dyhrberg (2015a, b; 2016), in this paper, we attempted to analysis factors influencing Bitcoin price, using the factors that have a influence on gold price. They reach the conclusion that Bitcoin is not stable in the long run and there’s no sign it being a save haven. A fork, referring to a blockchain, is defined variously as a blockchain split into two paths forward, or as a change of protocol rules. Accidental forks on the bitcoin network regularly occur as part of the mining process.</p>
</p>
<p><p>They essentially record the most recent bitcoin transactions which have not yet entered any prior block, and you can think of all of this as an order book. There are thousands of transactions, and it takes 10 minutes for a new block to be confirmed and added to the blockchain. Bitcoin is used for the transfer of one cryptocurrency token from one bitcoin wallet to another wallet. So if you wanted to, for example, send bitcoin to someone, the transaction would first need to be verified by the miners. All transactions in the Bitcoin network have been following a precise and inalterable process since Satoshi Nakamoto created the first block called the ‘Genesis Block’.</p>
</p>
<p><h2>The use case of Bitcoin as a payment instrument</h2>
</p>
<p><p>The price of a bitcoin reached US$1,139.9 on 4 January 2017. In June 2017, the bitcoin symbol was encoded in Unicode version 10.0 at position U+20BF (₿) in the Currency Symbols block. In July 2016, researchers published a paper showing that by November 2013 bitcoin commerce was no longer driven by «sin» activities but instead by legitimate enterprises.</p>
</p>
<div style='border: grey dotted 1px;padding: 11px;'>
<h3>Bitcoin Price Falls Below $20,000 &#8211; The Wall Street Journal</h3>
<p>Bitcoin Price Falls Below $20,000.</p>
<p>Posted: Fri, 10 Mar 2023 10:38:00 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vd3d3Lndzai5jb20vbGl2ZWNvdmVyYWdlL3N0b2NrLW1hcmtldC1uZXdzLXRvZGF5LTAzLTEwLTIwMjMvY2FyZC9iaXRjb2luLXByaWNlLWZhbGxzLWJlbG93LTIwLTAwMC1OS1BxSFNNbHlFRjk0aWt4dlY4YtIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>From an all-time low of $65.53 on 5 July 2013, BTC price touched a record high of $68,789.63 on 10 November 2021. Sign Up NowGet this delivered to your inbox, and more info about our products and services. Sign up for an account in minutes to buy crypto using credit card or bank transfer. In the last 24 hours.BTC has a circulating supply of 19.31 M BTC and a max supply of 21 M BTC. Bitcoin Price Predictionpage — when deciding on your own price targets. Data displayed are based on user input and not Binance&#8217;s opinion.</p>
</p>
<p><p>«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,» 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. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. 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.</p>
</p>
<p><a href="hummingbot"><img src='data:image/jpeg;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPEVycm9yPjxDb2RlPk5vU3VjaEJ1Y2tldDwvQ29kZT48TWVzc2FnZT5UaGUgc3BlY2lmaWVkIGJ1Y2tldCBkb2VzIG5vdCBleGlzdDwvTWVzc2FnZT48QnVja2V0TmFtZT5sYm4tczM8L0J1Y2tldE5hbWU+PFJlcXVlc3RJZD5WOUJRRjc1VEZYUU5TRDZYPC9SZXF1ZXN0SWQ+PEhvc3RJZD5sY0EvSGhmTFF3Y3BTL2xoanZsbS9hcWU4b1g3LzJPeHFqZmo4aGRReGxpZUFDQ3JPdWhEdCtaZ2FUNmEvSzRWNWI2eDBwK3AyZjg9PC9Ib3N0SWQ+PC9FcnJvcj4=' alt='https://www.beaxy.com/instruments/hummingbot/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a></p>
<p><p>To avoid spurious regression, we first run ADF unit root test on the original data to test the stationarity. ADF test results indicated lnbtc_sa, lncpi_sa, lndjia_sa, lnffr_sa, lnusdi_sa and lngp_sa are all non-stationarity but they all stationary after first difference, so that we can say they are integrated at the first order. Until today, only a few country explicitly allowed Bitcoin’s use and trade, most country have difficulties to classify Bitcoin, and some country, such as China have banned the use of Bitcoin. Although most countries in the world holds different policy against Bitcoin, it certainly did not slow down Bitcoin’s development. We can see this from the Fig.1, Bitcoin price has the same tendency in exchange of CNY and UD dollar.</p>
</p>
<p><h2>What Role Does Bitcoin Have as a Store of Value?</h2>
</p>
<p><p>The strongest one is probably the global adoption and popularity. Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. Bitcoin, as the first virtual currency, was a pioneer in the crypto market.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Bitcoin BTC Current Price:<br />$20,482.48</p>
<p>1h: +0.11%<br />24h: +3.08%<br />7d: -8.27%</p>
<p>30d: -9.07%<br />60d: +17.53%<br />90d: +18.98%<a href="https://twitter.com/hashtag/btc?src=hash&amp;ref_src=twsrc%5Etfw">#btc</a> <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a></p>
<p>&mdash; aWebAnalysis  Crypto (@aWebAnalysis) <a href="https://twitter.com/aWebAnalysis/status/1634632806050713600?ref_src=twsrc%5Etfw">March 11, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>In March 2016, the Cabinet of Japan recognized virtual currencies ETH like bitcoin as having a function similar to real money. Bidorbuy, the largest South African online marketplace, launched bitcoin payments for both buyers and sellers. In January 2015, Coinbase raised US$75 million as part of a Series C funding round, smashing the previous record for a bitcoin company. The exchange remained offline for several days amid speculation that customers had lost their funds. Bitstamp resumed trading on 9 January after increasing security measures and assuring customers that their account balances would not be impacted. In December 2013, Overstock.com announced plans to accept bitcoin in the second half of 2014.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What price will Bitcoin reach in 2030?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bullish Bitcoin (BTC) price predictions range between &#x24;99,143.29 and &#x24;187,270.65 by 2030. Market analysts believe BTC could reach &#x24;77,111.45 by 2025.</p>
</div></div>
</div>
<p><p>Some faucets also make money by mining altcoins in the background, using the user&#8217;s CPU. 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. Months before the filing, the popularity of Mt. Gox had waned as users experienced difficulties withdrawing funds.</p>
</p>
<ul>
<li>By reducing the amount of new bitcoins, the protocol aims to prevent the devaluation of Bitcoin over time, which often happens with inflationary currencies.</li>
<li>In addition to random events driven Bitcoin price change, macroeconomic indicators we analyzed still effect on Bitcoin price to some degree.</li>
<li>CPI, USDI and DJIA not only have a long term influence on Bitcoin price, they can also have a observable influence on Bitcoin price in short therm.</li>
<li>The Bitcoin digital currency is the first of its kind that has seen widespread adoption and interest from users worldwide.</li>
<li>Taproot makes Bitcoin transactions even more secure, using a technique called “MAST” to obscure private transaction data.</li>
</ul>
<p><p>Performance also differs, as a centralized database is able to compute information faster than blockchains. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. 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. Please also note that data relating to the above-mentioned cryptocurrency presented here are based on third party sources. They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="price of $"/></p>
<p><p>The most recent significant upgrade as of July 2022 is the Taproot Update which went live in 2021 and is the most significant upgrade since Segregated Witness launched in 2017. Taproot makes Bitcoin transactions even more secure, using a technique called “MAST” to obscure private transaction data. The Bitcoin digital currency is the first of its kind that has seen widespread adoption and interest from users worldwide. In 2021, El Salvador became the first country in the world to adopt Bitcoin as legal tender, further boosting its acceptance as an alternative to government-issued fiat currencies. Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs.</p>
</p>
<p><p>Later, you can <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not withdraw your digital funds when you need them. To cover the customers’ transactions, CEX.IO keeps the company’s funds on hot wallets. If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="card"/></p>
<p><p>This means, however, that the old  can continue operation and can continue to accept transactions, even though it might not be compatible with the newer version of Bitcoin in question here. This article does not constitute investment advice, nor is it an offer or invitation to purchase any crypto assets. In this article, we’ll examine the five main types of attacks that target cryptocurrency users. This lesson explains why cryptocurrencies might be a good asset to include in your investment portfolio. From analysis above, we find out that, random event can cause a dramatically change on Bitcoin price in a short period. CPI, USDI and DJIA not only have a long term influence on Bitcoin price, they can also have a observable influence on Bitcoin price in short therm.</p>
</p>
<div style='border: black solid 1px;padding: 12px;'>
<h3>Bitcoin Price Prediction as Silicon Valley Bank Collapse Sends &#8230; &#8211; Cryptonews</h3>
<p>Bitcoin Price Prediction as Silicon Valley Bank Collapse Sends &#8230;.</p>
<p>Posted: Sat, 11 Mar 2023 08:43:00 GMT [<a href='https://news.google.com/rss/articles/CBMigAFodHRwczovL2NyeXB0b25ld3MuY29tL25ld3MvYml0Y29pbi1wcmljZS1wcmVkaWN0aW9uLWFzLXNpbGljb24tdmFsbGV5LWJhbmstY29sbGFwc2Utc2VuZHMtc2hvY2t3YXZlcy10aHJvdWdoLWdsb2JhbC1tYXJrZXRzLmh0bdIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. Trading cryptocurrencies can be wild, but sometimes too wild. Traders of Bitcoin, Ethereum, Ripple, Bitcoin Cash, Litecoin, and all the rest need volatility&#8230;</p></p>
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		<item>
		<title>What is XBT and how it relates to Bitcoin? Difference between BTC &#038; XBT</title>
		<link>https://www.aliansa.com.co/what-is-xbt-and-how-it-relates-to-bitcoin/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Fri, 23 Dec 2022 19:22:28 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=7511</guid>

					<description><![CDATA[Prime XBT’s security gets significant props for protecting their users&#8217; privacy, too. It does not force you to pass any mandatory KYC checks and doesn’t link your data to your name, which is a major win for their customers security by default. You can’t become a victim of targeted hacking if no one can identify &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/what-is-xbt-and-how-it-relates-to-bitcoin/"> <span class="screen-reader-text">What is XBT and how it relates to Bitcoin? Difference between BTC &#038; XBT</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Prime XBT’s security gets significant props for protecting their users&#8217; privacy, too. It does not force you to pass any mandatory KYC checks and doesn’t link your data to your name, which is a major win for their customers security by default. You can’t become a victim of targeted hacking if no one can identify you. On the user side of things, Prime XBT allows <a href="https://tradecrypto.com/privacy-policy/">https://tradecrypto.com/privacy-policy/</a> you to secure your account using a strong email plus password combination along with Google Authenticator-based 2FA (2-factor authentication). Besides, it protects your password and privacy by hashing them using bcrypt with a cost factor of 12 and encrypting all other sensitive data. Safety is by far the most critical aspect of any trading platform.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"></div>
<div itemProp="name">
<h2>Which is the fastest growing crypto?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"></div>
<div itemProp="text">
<p>Solana is the fastest blockchain in the world and the fastest-growing ecosystem in crypto, with thousands of projects spanning Defi, NFTs, Web3, and more. Solana ensures composability between ecosystem projects by maintaining a single global state as the network scales.</p>
</div>
<p>The SOFAR channel occurs in the world’s oceans between depths of 800 to 1000 meters in the water column. Because of the density and pressure around this channel, sound waves travel for an extended distance. It is thought that fin whales travel to this channel to communicate with other fin whales many kilometers away. People use backscatter to model or predict physical or biological properties and composition of the sea floor. It gives you a birds-eye view of seafloor characteristics such as substrate density and seafloor features. These speeds are known as frequencies and the unit of measurement for sound is a hertz .</p>
<h2>What is BTC?</h2>
<p>Well, that’s by comparison with some other trading platforms &#8211; nothing that relates to finances and financial asset trading is truly very “simple”. Whenever you’re trading cryptocurrencies, you probably have some sort of a set capital that you work with &#8211; if not, you definitely should. Depending on that capital (usually &#8211; fiat money balance), you’ll be “placed” into a specific trading position &#8211; the more money you have and put forward, the <a href="https://tradecrypto.com/news/crypto-industry-news/binance-us-pay-service/">https://tradecrypto.com/news/crypto-industry-news/binance-us-pay-service/</a> better your position will be. As hinted in the introductory part of the article, Prime XBT is actually an asset trading platform &#8211; meaning, cryptocurrencies are just a single asset out of the many that you’ll be able to find here. PrimeXBT module combines with other crypto social trading platforms that allow the traders to track their trade; they can automatically copy  the trades of other successful traders and use them for their benefit.</p>
<p>The acronym XBT, specifically applies to the ISO 4217 standard, in which Bitcoin follows similar guidelines of other non national currencies, such as gold, silver, palladium, and more. Another option is to buy a Ledger <a href="https://tradecrypto.com/events/ico-events/stader-token-sale/">https://tradecrypto.com/events/ico-events/stader-token-sale/</a> Nano S hardware wallet. At just $75 the Nano S is one of the cheapest hardware wallets on the market. That doesn’t mean a compromise on safety, though, since the Nano S has an excellent security track record.</p>
<h3>PrimeXBT Exchange Security</h3>
<p>Our crypto calculator allows you to instantly convert BTC, ETH, and other crypto to USD. Combined with our user-focused design, charting and trading bitcoin on Beaxy are seamlessly integrated to make your experience as smooth as possible. Suggestions, and signals for a variety of other cryptocurrencies. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions.</p>
<ul>
<li>Miners are people or companies that use specialized hardware and software with massive computing power to solve the complex mathematical problems involved in validating a Bitcoin transaction.</li>
<li>Now International Standard Organization is a non-governmental organization that sets country codes and also provides codes for supranational currencies.</li>
<li>The first day of trading is expected to be May 18, and individuals interested in the trading note will need to use a broker with a membership to the Nasdaq Nordic exchange.</li>
<li>The abbreviation &#8216;BTC&#8217; can be seen as a more direct translation into three letters but purists may say that ‘XBT’ is the most correct version as it’s in-line with standard currency notation.</li>
<li>With a bitcoin spread bet, a trader makes a decision on whether they think the price of bitcoin might go up or go down and makes a profit or loss based on whether this prediction is correct.</li>
</ul>
<p>PrimeXBT enables investors to trade the world’s major indices and most popular commodities by way of CFDs. Investors can enter into long or short trades with a margin. Ing. Supports the trading of crypto-crypto and crypto-fiat pairings.</p>
<h2>Want $5 in Free Bitcoin?</h2>
<p>First, she sends the raw data to a program called MatLab. This nifty software separates the bottom data from all the other stuff in the water column and packages it in something called a .gsf file. Next, this .gsf file goes to this huge processing program called CARIS HIPS, where it is converted into an something called HDCS data. One of the coolest parts of learning aboard the Okeanos Explorer is the fact that I am a part of scientific exploration and discovery in real time.</p>
<ul>
<li>Also, you can select other currencies from the drop-down list.</li>
<li>The ship does have another piece of equipment- the Conductivity, Temperature, and Depth meter &#8211; to collect the same data, but the CTD is very big and bulky, and the ship must be stopped in order to deploy the CTD.</li>
<li>I am Sudhir Khatwani, an IT bank professional turned into a cryptocurrency and blockchain proponent from Pune, India.</li>
<li>It’s been a little slow on the trawling during my shift recently, so I’ve had some extra time to wander around the ship and talk to various people amidst researching and writing more blog posts.</li>
</ul>
<p>All they ensure is the ticker perfectly symbolizes their cryptocurrency and that doesn’t coincides with other coins or tokens. Each ticker represents the current price of the bitcoin asset, whether it is custodial or non-custodial. However, when it comes to the futures and options marketplace for bitcoin, the XBT ticker is sometimes used instead. Most assets <a href="https://tradecrypto.com/news/defi-news/binance-recovers-money-stolen-from-curve/">https://tradecrypto.com/news/defi-news/binance-recovers-money-stolen-from-curve/</a> like; fiat currencies, metals (i.e. Gold, Silver, Bronze etc.), and stocks, only have 1 ticker they are being used for recognition on the international standards. The views and opinions expressed by the author, or any people mentioned in this article, are for informational purposes only, and they do not constitute financial, investment, or other advice.</p>
<h3>What are the trading fees on BitMex?</h3>
<p>We will  all hang around waiting for traps, or eating dinner and start conversations about some environmental issue or ecological principle. Anyway, our stateroom window is about 4 foot above the waterline. Many times during the night, our window was under the water as a wave passed by.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"></div>
<div itemProp="name">
<h2>What are the 3 biggest crypto?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"></div>
<div itemProp="text">
<ul>
<li>Bitcoin (BTC) Price: $16,846. Market cap: $324 billion.</li>
<li>Ethereum (ETH) Price: $1,242. Market cap: $152 billion.</li>
<li>Tether (USDT) Price: $1.00.</li>
<li>BNB (BNB) Price: $286.</li>
<li>USD Coin (USDC) Price: $1.00.</li>
<li>Binance USD (BUSD) Price: $1.00.</li>
<li>XRP (XRP) Price: $0.388.</li>
<li>Dogecoin (DOGE) Price: $0.09633.</li>
</ul>
</div>
<div></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>BCH Price: Bitcoin Cash Price, News, Charts, and Portfolio Analytics</title>
		<link>https://www.aliansa.com.co/bch-price-bitcoin-cash-price-news-charts-and/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Wed, 14 Dec 2022 17:54:12 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10710</guid>

					<description><![CDATA[The data suggests that rather than managing numerous illicit havens, cybercriminals make use of a small group of purpose built centralized exchanges for sending and receiving illicit cryptocurrency. In 2021, those exchanges received 47% of funds sent by crime linked addresses. Almost $2.2bn worth of cryptocurrencies was embezzled from DeFi protocols in 2021, which represents &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/bch-price-bitcoin-cash-price-news-charts-and/"> <span class="screen-reader-text">BCH Price: Bitcoin Cash Price, News, Charts, and Portfolio Analytics</span> Leer más &#187;</a></p>]]></description>
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" width="300px" alt="march"/></p>
<p><p>The data suggests that rather than managing numerous illicit havens, cybercriminals make use of a small group of purpose built centralized exchanges for sending and receiving illicit cryptocurrency. In 2021, those exchanges received 47% of funds sent by crime linked addresses. Almost $2.2bn worth of cryptocurrencies was embezzled from DeFi protocols in 2021, which represents 72% of all cryptocurrency theft in 2021.</p>
</p>
<p><p>In 2017, the <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> project and its community split in two over concerns about Bitcoin’s scalability. The result was a hard fork which created Bitcoin Cash, a new cryptocurrency considered by supporters to be the legitimate continuation of the Bitcoin project as peer-to-peer electronic cash. All Bitcoin holders at the time of the fork automatically became owners of Bitcoin Cash. Bitcoin, which was invented by the pseudonymous Satoshi Nakamoto remains a separate cryptocurrency. BNY Mellon on 11 February 2021 announced that it would begin offering cryptocurrency services to its clients. Notable businesses include Garantex, Eggchange, Cashbank, Buy-Bitcoin, Tetchange, Bitzlato, and Suex, which was sanctioned by the U.S. in 2021.</p>
</p>
<p><h2>See All Cryptocurrencies</h2>
</p>
<p><p>It is «an open, distributed ledger that can record transactions between two parties efficiently and in a verifiable and permanent way». For use as a distributed ledger, a blockchain is typically managed by a peer-to-peer network collectively adhering to a protocol for validating new blocks. Once recorded, the data in any given block cannot be altered retroactively without the alteration of all subsequent blocks, which requires collusion of the network majority.</p>
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<h2>What is the prediction of Bitcoin Cash?</h2>
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<p>According to our current Bitcoin Cash price prediction, the value of Bitcoin Cash is predicted to rise by 5.30% and reach &#x24; 143.29 by March 1, 2023. According to our technical indicators, the current sentiment is Bearish while the Fear &amp; Greed Index is showing 53 (Neutral).</p>
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<p><p>Transactions are fast with transaction fees typically less than a tenth of a cent. Anybody can accept Bitcoin Cash payments with a smartphone or computer. Bitcoin Cash guarantees its users fast, affordable, and most importantly &#8211; reliable transactions without being tied to any location, which makes it a worthy replacement for existing payment networks. Bitcoin Cash provides a platform for Peer-to-Peer payments between individuals, with the average transfer fee being as low as $0.01, and the settlement is instant. This means that Bitcoin Cash is suitable for money transfers, international trade, everyday transactions and microtransactions.</p>
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<p><h2>What Are the Main Features of Bitcoin Cash?</h2>
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<p><p>Before you begin trading with OKX, you need to create an account. To buy BCH with your preferred fiat, click «Buy with card» under «Buy Crypto» on the top navigation bar. To trade BCH/USDT, BCH/USDC, or BCH/BTC, click «Basic Trading» under «Trade .»Under the same tab, click «Convert» to convert crypto to BCH. All these participants were against the proposed Segwit2x upgrade on Bitcoin, which meant increasing its capacity. It promoted a software called Bitcoin ABC that maintained the Bitcoin Cash block size at 32 MB. However, the second camp, led by Craig Steven Wright and millionaire Calvin Ayre wanted another software called Bitcoin SV .</p>
</p>
<p><p>Users can sign-up and join a community and may be required to perform minor tasks on social media. Alternatively, you can buy BCH directly with fiat or convert your crypto to BCH. However, unable to fulfill their demand, this group launched a hard fork of Bitcoin on August 1, 2017, and named it Bitcoin Cash. The last Bitcoin Cash halving happened in April 2020, which reduced the mining rewards from 12.5 BCH per block to 6.25 BCH. The next halving event is expected to occur in 2024, reducing the BCH mining reward to 3.125 BCH per block.</p>
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<p><p>An NFT marketplace is a digital platform for buying and selling NFTs. These platforms allow people to store and display their NFTs plus sell them to others for cryptocurrency or money. Some NFT marketplaces also allow users to mint their NFTs on the platform itself.</p>
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<p><p>Bitcoin Cash was created by bitcoin miners and developers concerned by the limit of transaction processing time of Bitcoin . To ensure the ability to scale, Bitcoin Cash blocks are limited to 8MB while BTC blocks are limited to 1MB. Bitcoin news portal providing breaking news, guides, price analysis about decentralized digital money &#038; blockchain technology. The supporters of the SV group believed that LTC Bitcoin Cash was beginning to stray from the initial mission of Bitcoin.</p>
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<p><h2>What Is Bitcoin Cash</h2>
</p>
<p><p>Start trading now to receive INR100 worth of free Bitcoin Cash after registering. Bitcoin Cash is a cryptocurrency payment network created to implement Bitcoin&#8217;s core idea of facilitating peer-to-peer payments for everyday transactions rather than becoming a preferred store of value like Bitcoin. Cryptocurrency prices, buy and sell virtual currencies, exchange them between each other, or convert them into fiat funds.</p>
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<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,U29ycnksIHRoZSBwYXJhbWV0ZXJzIHlvdSBwcm92aWRlZCB3ZXJlIG5vdCB2YWxpZA==" width="303px" alt="bitcoin address"/></p>
<p><p>These are the <a href="https://www.beaxy.com/exchange/bch-btc/">bitcoin cash marketplace</a>&#8216;s quantitative metrics of its official Reddit account that can be used to trace regular or artificial Social activity &#038; growth within the project. These are the project&#8217;s quantitative metrics of its official Twitter account that can be used to trace regular or artificial Social activity &#038; growth within the project. These are the project&#8217;s quantitative metrics of its official Telegram account that can be used to trace regular or artificial Social activity &#038; growth within the project. These are the project&#8217;s quantitative metrics of its Organizational GitHub Public account that can be used to trace regular or artificial development activity &#038; growth within the project.</p>
</p>
<p><h2>Top NFT Marketplaces Of March 2023</h2>
</p>
<p><p>Thereby, Bitcoin owners are not immediately identifiable, but all transactions are publicly available in the blockchain. Still, cryptocurrency exchanges are often required by law to collect the personal information of their users. The first decentralized cryptocurrency was Bitcoin, which was first released as open-source software in 2009. As of March 2022, there were more than 9,000 other cryptocurrencies in the marketplace, of which more than 70 had a market capitalization exceeding $1 billion. Today is a big achievement for Bitcoin.com and a milestone that will be remembered for quite some time. Launching a peer-to-peer BCH marketplace makes bitcoin cash far more accessible and we hope it inspires free trade that transcends borders and traverses all walks of life.</p>
</p>
<p><a href="buy bitcoin simplex"><img 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' alt='https://www.beaxy.com/faq/purchasing-crypto-through-simplex/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p><p>Additionally, cryptocurrency private keys can be permanently lost from local storage due to malware, data loss or the destruction of the physical media. This precludes the cryptocurrency from being spent, resulting in its effective removal from the markets. Some crypto schemes use validators to maintain the cryptocurrency. In a proof-of-stake model, owners put up their tokens as collateral.</p>
</p>
<ul>
<li>Non-fungible tokens are digital assets that represent art, collectibles, gaming, etc.</li>
<li>This was seen as one of BCH coin’s biggest advantages, as the scalability issues may hinder BTC’s growth.</li>
<li>Compliance with the international standards allows us to implement numerous payment options and work with reliable banks and payment providers.</li>
<li>I&#8217;ve been using this platform for at least 1 year now and I have nothing negative to say.</li>
<li>The U.S. Securities and Exchange Commission separately brought a civil enforcement action against Garza, who was eventually ordered to pay a judgment of $9.1 million plus $700,000 in interest.</li>
</ul>
<p><p>In December 2021, Monkey Kingdom &#8211; a NFT project based in Hong Kong lost US$1.3 million worth of cryptocurrencies via a phishing link used by the hacker. In June 2018, South Korean exchange Coinrail was hacked, losing over $37M worth of cryptos. The hack worsened an already ongoing cryptocurrency selloff by an additional $42 billion. In January 2018, Japanese exchange Coincheck reported that hackers had stolen $530M worth of cryptocurrencies. Altcoins often have underlying differences when compared to Bitcoin. For example, Litecoin aims to process a block every 2.5 minutes, rather than Bitcoin&#8217;s 10 minutes, which allows Litecoin to confirm transactions faster than Bitcoin.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="bigger block size"/></p>
<p><p>The buyer of <a href="https://www.beaxy.com/exchange/bch-btc/">bitcoin cash marketplace</a> should never send money before the crypto is in escrow. Likewise, the seller should only release the escrow after they see money in their account. Anyone calling localethereum.com a scam is a shill, a noob or just dumb. Like EBAY, you must look out for scammers who use the platform &#8211; but the LE platform is well built, easy to use and a great way to buy or sell Ethereum.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the downside to Bitcoin Cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Weaker Security- The transactions processed in Bitcoin Cash are faster and lower as compared to Bitcoin. It is because it requires less mining power to verify new blocks, thereby making the system less secure than Bitcoin. Environmental Impact- Bitcoin Cash uses a blockchain proof-of-work system.</p>
</div></div>
</div>
<p><p>These are the project&#8217;s quantitative metrics of its official GitHub Public Repositories that can be used to trace regular or artificial development activity, growth &#038; popularity of the project. FDMC is ETC the Market Cap if the Maximum Supply of a coin/token was entirely in circulation. Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform.</p>
</p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>EU to crack down on banks with male dominated boards &#8211; ATM Marketplace</h3>
<p>EU to crack down on banks with male dominated boards.</p>
<p>Posted: Tue, 07 Mar 2023 13:31:46 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vd3d3LmF0bW1hcmtldHBsYWNlLmNvbS9uZXdzL2V1LXRvLWNyYWNrLWRvd24tb24tYmFua3Mtd2l0aC1tYWxlLWRvbWluYXRlZC1ib2FyZHMv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Use Coinbase Wallet on NFTICALLY</title>
		<link>https://www.aliansa.com.co/how-to-use-coinbase-wallet-on-nftically/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 24 Nov 2022 00:00:16 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=7509</guid>

					<description><![CDATA[Your feedback is appreciated, so GrowFollowing continues to provide amazing pieces of content for you. In case you still don’t have an account on this page, we highly recommend you create one &#8211; https://tradecrypto.com/news/altcoin-news/shiba-inu-founder-deletes-social-media-posts-steps-down-from-community/ it will be useful in the future. If you want to receive Bitcoin, then select your Bitcoin Address. First, it’s important &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/how-to-use-coinbase-wallet-on-nftically/"> <span class="screen-reader-text">How to Use Coinbase Wallet on NFTICALLY</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Your feedback is appreciated, so GrowFollowing continues to provide amazing pieces of content for you. In case you still don’t have an account on this page, we highly recommend you create one &#8211; <a href="https://tradecrypto.com/news/altcoin-news/shiba-inu-founder-deletes-social-media-posts-steps-down-from-community/">https://tradecrypto.com/news/altcoin-news/shiba-inu-founder-deletes-social-media-posts-steps-down-from-community/</a> it will  be useful in the future. If you want to receive Bitcoin, then select your Bitcoin Address. First, it’s important to sign in to the account with your password and contact information .</p>
<p>But in the trust wallet, to get the scan QR code feature, you have to tap on the coin name. By connecting the wallet to your Coinbase.com account, you can easily transfer your crypto to the wallet. Gives you access todecentralized finance platforms and decentralized apps. Disclose the recovery phrase by clicking inside the box, mark the checkbox at the bottom and click on the ‘Continue’ button.</p>
<h2>Help &amp; Support</h2>
<p>When you go to Coinbase.com to create your wallet, a screen will be presented where you can enter your first/last name, email address, and password. Coinbase is used as an exchange between your  local currency and cryptocurrency. So if a person wanted to own Bitcoin, Ethereum, or Litecoin as an investment, they can simply buy the currency with USD and hold it in the wallet. If the price goes up, you can then exchange your cryptocurrency back to USD for a profit. There is a plethora of Crypto wallets in the market, and choosing one can be difficult.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"></div>
<div itemProp="name">
<h2>Is Coinbase wallet good for beginners?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"></div>
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<p>Mobile App. The Coinbase Wallet App is available for both Android and iOS users. It is beginner-friendly, as it guides you through a series of prompts until you finish setting it up. You can use your Coinbase Wallet to manage your crypto, NFTs, and decentralized finance (DeFi), as you will see on the welcome screen.</p>
</div>
<p>This means that you are the sole owner of your asset wallets, and everything is encrypted and stored on your system locally. Kraken was founded in 2011 by Jesse Powell in San Francisco. It <a href="https://tradecrypto.com/academy/altcoin-academy/usdt-vs-usdc/">https://tradecrypto.com/academy/altcoin-academy/usdt-vs-usdc/</a> also supports several institutional and individual investors with competitive prices in cryptocurrency trading. Kraken was launched after two years of development and rigorous testing.</p>
<h3>How do I find my Ethereum address on Coinbase?</h3>
<p>The wallet can be easily integrated into dApp browsers, allowing users to create Coinbase account on all devices, including Android and iOS mobile platforms. One of the most important things to consider before you transact in and store cryptocurrencies is that you have a suitable crypto wallet in place. To help determine the wallet that works best for you, we conducted a comprehensive review process of the top cryptocurrency software wallets. To download and store your digital assets on the Coinbase Wallet is free of charge.</p>
<ul>
<li>It also depends on the location of the user and the trade order mode, whether standard or instant.</li>
<li>If installing the mobile app, search Coinbase Wallet in the iOS App Store or Google’s Play Store to find the official app.</li>
<li>There’s no shame in creating a crypto wallet to store $10 worth of bitcoin until you get the hang of crypto wallets.</li>
<li>Once you have downloaded it and made it visible in your extension section, you are ready to set it up.</li>
<li>According to Coinbase’s website, the wallet supports hundreds of thousands of cryptocurrencies, including all tokens on the Ethereum blockchain and NFTs.</li>
</ul>
<p>But Coinbase has also integrated some decentralized exchanges directly in the Coinbase Wallet interface. Interestingly, Coinbase is using Uniswap and 0x for those trades. Coinbase collects a 1% fee on trades through its native DEX feature. Other features that make Coinbase a wallet of choice among crypto enthusiasts includes the above real-time price chart.</p>
<h2>Wallet Setup</h2>
<p>The Delaware-based firm uses more encryption on its website, and mobile apps and hashes account passwords using bcrypt before storage to ensure safe purchases. Each customer’s Coinbase wallet, wallet addresses, and private keys feature encryption. For instance, Coinbase was able to halt $280,000 in Bitcoin transactions when hackers overtook several high-profile Twitter accounts and solicited funds from unsuspecting followers. Outside of these attempts, Coinbase has been a secure exchange.</p>
<ul>
<li>To be fair, Coinbase Wallet is still a great choice in terms of security, and hot wallets tend to be easier to use than cold wallets.</li>
<li>In-depth research determine where and how companies may appear.</li>
<li>To receive Bitcoin, you simply provide people with your Bitcoin wallet address that they send the funds to.</li>
<li>It uses two-factor authentication verification, device management, addresses whitelisting, and cold storage.</li>
<li>Because hot wallets are always accessible online, they also face a greater risk of cyberattacks.</li>
</ul>
<p>Strictly Necessary Cookie should be enabled at all times so that we can save your preferences for cookie settings. Are you interested in learning more about Idoneus, IDON utilization and the new digital economy for luxury? Register with your email address to ensure you never miss any updates. Please read this article with our recommendations on how to store and use your IDON&#8217;s safely. Opinions expressed on this site are the author&#8217;s alone, not those of a third-party entity, and have not been reviewed, approved, or otherwise endorsed. Its first wallet, the Nano S, was upgraded in April 2022 to the Nano S Plus, which came with an improved display, much greater storage capacity and a USB-C cable port.</p>
<h3>Latest News on Crypto Wallets</h3>
<p>Now you can interact with 1inch in your desktop browser and confirm transactions from your phone. Locate the button on your desired app, as this will enable you to <a href="https://tradecrypto.com/events/ico-events/byt-ico/">https://tradecrypto.com/events/ico-events/byt-ico/</a> log in with your preferred wallet. With WalletConnect, you can connect your wallet with hundreds of apps, opening the doors to a new world of web3 experiences.</p>
<ul>
<li>Non-custodial wallets, on the other hand, allow you to retain full control of your funds since the private key is stored locally with the user.</li>
<li>BitDegree.org does not endorse or suggest you to buy, sell or hold any kind of cryptocurrency.</li>
<li>Hot wallets are connected to the Internet, while cold wallets are kept offline.</li>
<li>Trezor hardware wallets are the safest and most resilient way to secure Bitcoin and cryptocurrency assets offline.</li>
<li>Defi wallets give users complete control over their digital assets and private key, which they are responsible for safekeeping.</li>
</ul>
<p>Most marketplaces and apps support the MetaMask wallet, but you’ll also find wide support for Coinbase Wallet, with options to connect your wallet in just a few clicks. Since Coinbase only has basic transactions like buying, selling and exchanging, it is easier to use for beginners. Meanwhile, Coinbase Pro has more features and information. It might seem daunting to beginners and could be overwhelming if the user is not educated on advanced crypto trading. Both platforms allow transactions, such as receiving, sending, buying and selling. However, Coinbase Pro has some additional options, such as margin orders, limit orders and stop orders.</p>
<h2>Ankers Eufy breaks its silence on security cam security</h2>
<p>While it is relatively easy to use, Coinbase charges more for currency exchanges than other platforms. For these reasons, it is a great platform to start experimenting with cryptocurrencies but more serious investors often graduate on to cheaper, more technologically advanced platforms. This is one of the cool things about cryptocurrency, <a href="https://tradecrypto.com/news/crypto-industry-news/sbf-letter-to-employees/">https://tradecrypto.com/news/crypto-industry-news/sbf-letter-to-employees/</a> you can actually own it—a bit like having dollars stuffed in your wallet. Every cryptocurrency is controlled by one thing, a private key, and this is a long string of alphanumeric digits that effectively act as your password, enabling you to spend your coins. You can also store this private key as a seed phrase, or a list of words.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Buy Ethereum With Credit Card Beginners Guide</title>
		<link>https://www.aliansa.com.co/buy-ethereum-with-credit-card-beginners-guide/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Mon, 21 Nov 2022 09:46:08 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10404</guid>

					<description><![CDATA[This cryptocurrency is about to acquire the staking feature to generate passive income simply just for storing Ether in your account. Thus, buying Ethereum with a credit card or any other means is a relatively safe investment. It is very easy to participate in trading operations or to exchange ETH for any other coins and &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/buy-ethereum-with-credit-card-beginners-guide/"> <span class="screen-reader-text">Buy Ethereum With Credit Card Beginners Guide</span> Leer más &#187;</a></p>]]></description>
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" width="306px" alt="account"/></p>
<p><p>This cryptocurrency is about to acquire the staking feature to generate passive income simply just for storing Ether in your account. Thus, buying Ethereum with a credit card or any other means is a relatively safe investment. It is very easy to participate in trading operations or to exchange ETH for any other coins and tokens. The content published on this website is not aimed to give any kind of financial, investment, trading, or any other form of advice. BitDegree.org does not endorse or suggest you to buy, sell or hold any kind of cryptocurrency.</p>
</p>
<p><p>To fund your activity on a DEX, you’ll need to deposit on a CEX and buy cryptocurrencies that can be transferred to the DeFi wallet. It’s possible to buy Ethereum using altcoins without using fiat currency or a credit card. Simply find Ethereum as explained above and choose the altcoin you want to trade. Also, you can use Ethereum to buy altcoins, and the ones available depend on the exchange where you’re trading. The listed exchanges in the table above were selected because the platforms are heavily regulated and trusted by the user base. Also, the high trading volume means transactions are processed quickly, and you’ll love the speed at which you can find your desired coin.</p>
</p>
<p><h2>Why Nearly Every Purchase Should Be on a Credit Card</h2>
</p>
<p><p>Get the live <a href="https://www.beaxy.com/blog/how-to-buy-bitcoin-ethereum-with-credit-card/">buy etherium with credit card</a> price, the lowest fees and no hidden costs. Even then, you probably won’t want to because of the fees. Instead, pay for cryptocurrency purchases with cash — via a bank account or wire transfer, for example — or with other crypto you already own. Most large U.S. credit card issuers don’t allow the purchase of cryptocurrency, while others penalize cardholders with fees. We support all major credit and debit cards , as well as some pre-paid and virtual. Please note that in certain cases a bank may decline a transfer due to internal rules.</p>
</p>
<ul>
<li>To conclude, you should buy Ethereum with a credit card if you need a cash advance to take advantage of extra leverage.</li>
<li>This typically involves KYC verification, where you must submit documents for proof of address and identity.</li>
<li>It’s only logical, since cryptocurrencies are completely digital, it does not take up any space in your offline wallet.</li>
<li>Receive crypto from anyone instantaneously through Guarda web browser, mobile phone or desktop app.</li>
<li>It’s possible to buy Ethereum using altcoins without using fiat currency or a credit card.</li>
<li>Enter your payment ID here to check the status of your transaction.</li>
</ul>
<p><p>You’ll create a contract that states you must settle the coin’s price difference at the start and end of the contract. However, the transaction is speculative, so you don’t own Ethereum as an asset, and it cannot be transferred to a crypto wallet. The table below highlights 3 of the best CFD brokers for buying Ethereum with a credit card.</p>
</p>
<p><h2>How to buy cryptocurrency with a credit card</h2>
</p>
<p><p>Simplex is a fin-tech company that provides online merchants with fraud-free payment processing and acts as a credit card processor in the cryptocurrency world. A credit card processor is an organization that has contracted with an acquiring bank to process transactions on behalf of merchants. We have listed the P2P platforms in the table above because the platforms have consistently high trading volumes and a UI that makes it easy to find the right offers.</p>
</p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>HSBC, Nationwide Impose New Restrictions on Cryptocurrency &#8230; &#8211; Bitcoin News</h3>
<p>HSBC, Nationwide Impose New Restrictions on Cryptocurrency &#8230;.</p>
<p>Posted: Fri, 03 Mar 2023 02:44:02 GMT [<a href='https://news.google.com/rss/articles/CBMiY2h0dHBzOi8vbmV3cy5iaXRjb2luLmNvbS9oc2JjLW5hdGlvbndpZGUtaW1wb3NlLW5ldy1yZXN0cmljdGlvbnMtb24tY3J5cHRvY3VycmVuY3ktcHVyY2hhc2VzLWluLXVrL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Also, if you already have a compatible credit card, then there is no need for further registration or an identity verification process to be completed. VISA credit card users will enjoy 5% cashback when depositing on Crypto.com, which adds more money to the bottom line. Also, the competitive fee structure and transparency help new users set the right expectations.</p>
</p>
<p><h2>What to Do After You Buy ETH?</h2>
</p>
<p><p>After you buy Ethereum, you can use ETH to purchase goods and services from any merchant that accepts %code% using the %name% network. Ethereum has since become the fifth fastest growing open-source project on Github with an unusual history and compelling potential. Everything is set in protocols of technology, so no one can suddenly start printing a large amount of ETH and make your coins worth less. It is truly yours.You are your own bank and can manage your funds using your wallet as proof of ownership. Game developers can use Ethereum to create play to earn games, where players can convert the tokens they earn in the game into real money.</p>
</p>
<p><p>So you can make money without having  money at your disposal. The nice thing about flash loans is that you don&#8217;t need collateral. If all else fails, the transaction simply doesn&#8217;t go through and you have no debt. ETH can be used in the DeFi market to bypass traditional financial markets. This way you no longer have to deal with banks, governments or office hours.</p>
</p>
<p><h2>Some rules you have to follow to exchange fiat money for cryptocurrencies</h2>
</p>
<p><p>P2P platforms facilitate the buying and selling of cryptocurrencies like Ethereum via a large selection of payment methods, including credit cards. The platforms allow sellers to create posts that indicate the coin&#8217;s price, amount of coins available, accepted payment methods, and allocated time to complete payment. Then buyers scan these posts to find one that matches their requirements. Take a look at the table below for 3 of the best P2P platforms for buying Ethereum with a credit card. To deposit cryptocurrency, you only need to check the encrypted address on Huobi and send funds to that address. There are many ways to use fiat currency to fund your account for transactions, including credit cards, cash, and other cryptocurrencies.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="303px" alt="virtual currency"/></p>
<p><p>In a roundabout way, these products could be a method of using a credit card to earn Bitcoin. Credit card usually has a grace period of at least 21 days to pay off your purchase before GMT you’re charged interest. Cash advances, though, start to accrue interest from day one. If this is the first time you’ve made a credit card transaction, you will need to pass a quick verification procedure. After registering and verifying, all you need to do to buy ethereum coin is to provide your name, date of birth, country/region and phone number. For verification information, see the verification documentation.</p>
</p>
<p><p>Furthermore, <a href="https://www.beaxy.com/blog/how-to-buy-bitcoin-ethereum-with-credit-card/">buy etherium with credit card</a>Pal supports buying Ethereum directly within the app. However, the trading fees are not competitive compared with platforms like eToro and Coinbase. CEXs and brokerage platforms require you to complete KYC and identity verification during the onboarding process. The number of details you’ll submit varies based on the platform, but proof of address and photo ID are usually required. To buy Ethereum without verification, you’ll need to connect a DeFi wallet to a compatible DEX.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can you use a credit card to buy Ethereum on MetaMask?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Our providers generally support credit and debit cards: Visa and Mastercard. You can pay with Apple Pay, Google Pay, and PayPal (where available).</p>
</div></div>
</div>
<p><p>The <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> gives programmers a great opportunity to create DApps using the ecosystem. The system is protected against failures, cyber attacks, interference in the processes, etc. In case of a node failure, the DApp switches to another node and continues operating.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>$20012 7 BTC to USD Current Bitcoin Price Index &#038; Live Chart</title>
		<link>https://www.aliansa.com.co/20012-7-btc-to-usd-current-bitcoin-price-index/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 17 Nov 2022 10:26:27 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10886</guid>

					<description><![CDATA[One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. At inception, the price of bitcoin was $0, majorly because only a few tech and &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/20012-7-btc-to-usd-current-bitcoin-price-index/"> <span class="screen-reader-text">$20012 7 BTC to USD Current Bitcoin Price Index &#038; Live Chart</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="306px" alt="silk road"/></p>
<p>One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. At inception, the price of bitcoin was $0, majorly because only a few tech and financial enthusiasts knew about it. By July 2010, the price jumped from a fraction of a cent to $0.09. By October of 2010, a major financial shakeup, and increased popularity pushed the price of bitcoin to the $0.10 price region for the first time ever.</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Arthur Hayes Proposes Bitcoin-Backed Stablecoin Called NakaDollar &#8211; CoinDesk</h3>
<p>Arthur Hayes Proposes Bitcoin-Backed Stablecoin Called NakaDollar.</p>
<p>Posted: Thu, 09 Mar 2023 11:36:00 GMT [<a href='https://news.google.com/rss/articles/CBMijgFodHRwczovL3d3dy5jb2luZGVzay5jb20vdGVjaC8yMDIzLzAzLzA5L2FydGh1ci1oYXllcy1wcm9wb3Nlcy1iaXRjb2luLWJhY2tlZC1uYWthZG9sbGFyLXdoaWNoLXdvdWxkLXJlbHktb24tZXhjaGFuZ2VzLXRvLW1haW50YWluLWRvbGxhci1wZWcv0gGdAWh0dHBzOi8vd3d3LmNvaW5kZXNrLmNvbS90ZWNoLzIwMjMvMDMvMDkvYXJ0aHVyLWhheWVzLXByb3Bvc2VzLWJpdGNvaW4tYmFja2VkLW5ha2Fkb2xsYXItd2hpY2gtd291bGQtcmVseS1vbi1leGNoYW5nZXMtdG8tbWFpbnRhaW4tZG9sbGFyLXBlZy8_b3V0cHV0VHlwZT1hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>It&#8217;s organized through a <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin value to dollar</a> 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. Several hundred of these back-and-forths make up a block. The leader in news and information on cryptocurrency, digital assets and the future of money, CoinDesk is a media outlet that strives for the highest journalistic standards and abides by a strict set of editorial policies.</p>
<h2>How Secure is Bitcoin?</h2>
<p>Check the currency rates against all the world currencies here. The currency converter below is easy to use and the currency rates are updated frequently. This is very much needed given the extreme volatility in global currencies lately. 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. Supporters of the newly formed bitcoin cash believe the currency will «breath new life into» the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds.</p>
<ul>
<li>It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions.</li>
<li>Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the stock market.</li>
<li>«El Salvador looks to become the world&#8217;s first country to adopt bitcoin as legal tender».</li>
<li>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.</li>
</ul>
<p>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. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Bitcoin is valued as a useful form of money, and is measured by its growth of users, merchants and accepted locations.</p>
<h2>Theft and exchange shutdowns</h2>
<p>«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,» Morris told Business Insider. 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. This method of requiring miners to use machines and spend time and energy trying to achieve something is known as a proof-of-work system and is designed to deter malicious agents from spamming or disrupting the network.</p>
<p>The rapid increase in the price of Bitcoin encouraged more investors and initiated an annual boom period on the market. Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. Because Bitcoin has the highest market capitalization of all the numerous virtual currencies, it is not an exaggeration to say it is the most prominent virtual currency. There are many currencies that split off from or are derived from Bitcoin, and it is the cornerstone of virtual currencies.</p>
<h2>People also watch</h2>
<p>That same month it was reported that Bitcoin moved more money internationally than payment giant Western Union . Follow the Bitcoin price today in USD at Capital.com to spot the best trading opportunities. To be able to trade stocks like this, create an account and apply for a stock listing. «All Bitfinex clients to share 36% loss of assets following exchange hack». «21Shares brings first crypto-currency products on Bitcoin and Ethereum to the official market». «Here&#8217;s why Russia is opening the door to cryptocurrencies».</p>
<p>The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. On the other end of the pair is the American dollar, the world&#8217;s primary reserve currency. Usually considered a benchmark, it is readily accepted in transactions across the globe. It is the most traded currency in the international foreign exchange market in terms of turnover, making up almost 90 per cent of global forex trading.</p>
<h2>Bitcoin / USD</h2>
<p>Trading API Automate your cryptocurrency trading with reliable and stable API. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Margin Trading Trade digital assets with leverage on CEX.IO Broker. The crypto-friendly financial institution has felt the brunt of rising interest rates and FTX&#8217;s collapse. In 2014, Adam Back, another cypherpunk and the inventor of Hashcash – a cryptographic hashing algorithm created in 1997 which used the same proof-of-work mechanism that Bitcoin would later adopt – co-founded Blockstream.</p>
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<h2>Why is 1 Bitcoin so much?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Bitcoin derives its value in the same way any currency does: by fulfilling the six characteristics of money. Those characteristics are: durability, portability, divisibility, fungibility, scarcity, and acceptability. We believe that Bitcoin is superior to any other money that has ever been created.</p>
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<p><a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin value to dollar</a> is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network. Forcing a transaction is impossible because they would have to control 51% of all miners. 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. 2013 saw Bitcoin’s first price spike during which it rose from $250 in April to $1,200 in November.</p>
<h2>Change Currency Calculator Base Currency</h2>
<p>To find more supportive info for their suggestions, experienced <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>rs 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. University Learn everything from blockchain fundamentals to crypto trading.</p>
<p>The pairing represents how many dollars are needed to buy one bitcoin . 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. Bitcoin has a global 24-hour trading volume of $60,644,140,623. Bitcoin can be  traded across 522 different markets and is most actively traded in Binance.</p>
<p><a href="how much is one bitcoin in dollars"><img 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' alt='https://www.beaxy.com/market/btc/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>At other times, bitcoin exchanges have shut down, taking their clients&#8217; bitcoins with them. A Wired study published April 2013 showed that 45 percent of bitcoin exchanges end up closing. In January 2015, Coinbase raised US$75 million as part of a Series C funding round, smashing the previous record for a bitcoin company. The exchange remained offline for several days amid speculation that customers had lost their funds. Bitstamp resumed trading on 9 January after increasing security measures and assuring customers that their account balances would not be impacted.</p>
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Rzh3HR5lErvDnVQryfvCNl6elr/nhy1HlaS75KExi3AHQG3pjcVV9qRwB9ouFO2/y8sUJz0lgPea0s2o3kEcstGzLwJCrgt7mzWH0wUNJn0rJ8RRQy2HDLWOtxgbFWzRTCoCd2/QqyXA+Q6Yc1OZyT27+OURMLXQBbfhgZBlh9ZmdM1pZCtPlNQdjX2iu3r097Y8ldqYL/mtFIjXvtl2vx9P54WMtFFToqy1IlJ5/WE8fhhzR0FC6tWSVZR1G4gyDy9eMR07S3PvGr512lu4p2y+jmVPuq8bAD8Gwt/SPXEQtVZJlcnhsGEsqWH0/twrBW0TytHFWxMhFwz82I/3rjC3e+MmR4JEAudgtyPrj2PcSMH3jJNRarKiVMmh7wcAxVR6fW2GLalzuJyK01sQJIK7w6/O9+MHJlVQrxQB+8PJEnIH54Yzou57RpuPW8vQfhjwI9p7De8ZT6nmFKXTN6uW3PdxKDwPLrhODW86012jrgA45lhuenQbcP6Skp3W1PDTOy8MQf4jBaDJ45EA+HQc3IVbX/sxJK9CJADZ6yIS9o+a1RlhZasqLFVZCAR9MPn1MUp6aaOuhEjqxqEdG3JYE8eRv8xiSnL6QSkHJL7Lgldtz+WFpqOohiE1Fl9LEDY7ZCrH62F8SHQYysqVs7NIbv1XmFWpjqcvlpyoZCqsp58j74L0+TavqImAXKUlJ5eUb+PLg4Lmpq9uyeamjKX8MKFT+PF8NJmlUpUs0rqeARIbD+/Es+TwBIVD/cxjfLdLahSub47PLBjdVp4kVfkLYIzaXzIS3bVVXFc7bWX+WF4YQY1mWqkhkKkjc3X8cJzQu9hUZnvUDcdp5B9yMVLOTn9pYqo4jGoyCtpwtKM2lqVBJJaRrtfyNjgccunpZD3sUp54FiRiRTQUjRLIteQARYB7XPz24QgiKStMzRuAfD3srMCflbEhvcz2B0UQQpnIjQS1A2m36uJbD6nDujeOPcWdt5PG8rcj5YLPICt5HpIeOPDcXwOnzLL6YCOTNKNpT9+wQEe1xiRtxPAnODEcwhopois8KmTnYwYCxxH/ANCN/rv/AD4k/wAVlskihKylNx+yhJxvvov9ph/q4kNiWIzLIz/sr1VUZzT5pnvbLmlVWww92klHl0FHJHGR4h3i3IB62thObsQ7K6mUVWsM1rc0nhO+SozDNZGPBtc7WA6gjp5Y9m1Tp+TNqyhklzeoqVrTFWPSi8ad7CincTclBcm9uGvwODhfLcjgrsijqMn0w3eS1UcMwnrJJVjifdITv2o25GlkU8eFhYEi2Ne/UWWtuLFR7fvOTq06Vjb1PuYTyjQXZCKuVdPZBl1RV0LeMsxm7u5I+61wv3SOB5YlFHo/TsMKPlmQ5fTFB+xToOPXpiJ5Dp/tDoGmliyrKaGsqSonl3372MCPaS5LMWG6bqOqAHghmcNp7tApVk/SGq0+J3RbTTyMiFFl3m67bDclkJAPK3/aIwk5zzu/WNIq9Av6SYtNSrGtLMsaW4sq2GGk9FK0g+Ba5vYelsZrJ4KmLfJLGGAu7sQFGFslnpqN6OpnzKnU1kndwb3sjeZbd04APqb4VCmxsCNMRUm6TXSlFJJIJZYwsdIvdqD1Mv7TX9umJWAPM4C5bnul6enpqKlzykl755IYj3ykyOt9w+fW+CdJX0OYQpPRVcFRC5YK8bhgdpsbEehGNmuvYuCJhWWrY2QY5UA39vPCgIFuMAqLOznOYVFFlpjSGlYo8zDcWYBT4V9LMOT+HnhDONST6Zq4hmfdyUdS4VZAu0rfixN7dfa3iXkc2tjsJWSMuxPTjGqvu8O0qfXyxvBNBUQJPC6uji6kemFEUIxxZAAJBmqJxcm/0xvyB5Y3UXa/OPPuttXries90mQARjOwAXve2PR7hwR9cKIAFsRxiBwZ7qImYkliaNiACCPXFcdotDUV+lMypaaXNYnjW9srK/EvtP3V3cc9D7Ys1UW1+nyxFNUZdFV09dQSIJlqYGHdd4U3XBBBccrz5jDukb1EQF4yAZCux2sNTo+OjeJoZKKeSB0kN3TncFbgeKzi9ha+CXapp5NV9m2qdMOm4ZnlFXTDi9meJgD9CQcQ3sInFM+daeNLS0/w8qPHBS1i1ccdiykd6HYlrbL7tpBPQYtmZBIjRsPCwK/Q4eMWzhp8veyLVSZzpgQ5tNHFU5efhdve3ZgvQle8U+3TyxMYUqmfflua010JshO61/YucUNqJ6Xsy7ddS5DW0XeUUec1EDx2VbRmUlCCelgRi8aagyhqRaqg01VyXW/eRT8+xIBH8McrraDRacdDO20GoF9Qz1ENwUWfN3jSzRnab7klAUj0IuecOFiho4t9RT0szE2INSym/wA7AfnhjTVKMoVKappiU2sWkkVRbofEOcJSZLmuYKFelpTGbbSEkmJF/S/zv0wl1PMfJwOIzzjOM4jmK0+nIGhjsQY6pHd/Xj0wvQ1UNbTf85ZVVRSpZ0RQqrY+Z68c/wDxjefTWcRxs8eW00cY4JMLqOPS7Dzv+GEIMxzLL+8p5KSm44jKqLMPOw3H0xcBccQYLZ6x5VVCyQWpKzLaaSPgiSOUm54BB22/h188DI6bOFPgr8sndiAndysm4ni1iAPnfBb9PO6iOtyVWibxEiIXIHpa9sbvmGX9yUORzRI43WMZufP1Fh+OJBx2k4z3jjJNHatq0YV1Blu1R9x32nr+8VtiTUHZ3nPdqVyeGyKZLx5mliB7FL/TERfP0VHjiympUxglZFncXHl+0eLfLDdM9rI0AkSspnv5VklmHlbgnAyCe2JIyOhk6/QNPEWWbLKuOTm+2pRvzsMDKjLxSSGVKerjjAO66M5IBtfgHEZTV9XSKVNJXzIvJEeZA/8AqT+WClDq2prh3JOaxhYwQr5lTgEfW2PeXLb+0fSwA7UpqJGSXkt3LhiLe4xqmSvSBmmqqyMsCRZiPPjy6YbQ5zF3weTNaxL8HdWU9lHp4b4XbNoVG5s2nkXpxVICR/Vx7YO89uJiYpc1mUikzWEBSV3ywMQD72cX/DAyoy/UJJWPUOW+HqWhfk+1mGJIlfk3wpDEFbgkNVgsx/7o4w6Wsy6CnBgytUjI4cu78f1bY9hR0kENIvT6e1VDIXOd5bMwUdIGtb0/0n9mPNDqSNxG2ZUJX/doSwFz/wBo4k4r4EpwBl1M92J3u7q35j8sNI8+pSSBl0acWIilcsD/AGYnmVGe8RfLMxSCOprNaFdvASnygA/1ixthvDBQsGE+o83n5t3YjWIfkpJwSnzmaNCrGSxFwHVmIH4YQFZlqKlRJFUtOeTZG8Q9uMVyYTAjOfJ8hmfu/wCkepVLHwqhXZ+JW+G8ukMrkKhcy1DIW85Zwqn8sO6zPMuDp8LQyRnzEtyff5YeSZvkbxxRmGNnt4rxbdv4tiAXE9sEY0ekNKQER1UtVNcg7WlkcH34GDNLlGhqPvCcoW/kwhA/M4Qj1HkovTpNEoReLBAb+n3jhOTNsnYrOzfEFOWQSKp/JcVILdcy2ABHNfnWQ0kdso0z3oHDErYfTnA7+lkf/wBLr/j64Tm1bSlGip8kGwg27yRmI+drYYf0oq/+o4f6rYkKfaezOs52pqfvIKGNDcNvYLYl+Lm/XrjLVCRBneVVvGHa5sABzc4VjoomlKwcs+4Dqb40kVUigmXcHjvG20YOTjmYe0ZwJXWte1KWCVKHJV/XwKGmY3Aa/IsQR1F/LgW9eJbk2bvWZVF8em6UrtJJuT1HXFf9s2TPSzU2ZU0fhmbbJYX5t6fh+Jwd05rLL8t7P1r6mSkWSnjKR/ER3WSS1gOOSSwbgc4YFddqrzjPyzAWWvU5OMgDPXEinahqSSk1JlenclRpJqjxqrEGEi5U94b8WIa9+lhbrgzXUJqxM+bZjNXTl5O6Kz91TU9UEbYiR7hIFuAu5iou6+Ei5FYZhfJ9YU9fPSoZ3njqqlHjY0+4+Mo5FyoFxwwC2DG9+lrppHtE1llbZtpyto8npWjLRzVTtFUViqtmkBAJRTawHBIxrU6auhRt+843xfW36lsgE+yj+D9ZXOh82kGYjT+odKxU0jzcf5gzSCM8gjwsb2N7k+XPriU5VmdZRS19TTZdmOn6qhVxSpBM6swYHcphk8BO1WJ+6Pe9gat1z2f6YyDNEbM9bUdVmbASy9wxmUEn7jdGDetwOuLkynRen847Oy2mNa1VVW09C09RBUxM8ZUrwO6IvHxxuVjzfrbDT7eCD1mQtF9liMBj35Gc+31jrsA7WhluYVmXa6rI0SeRljzHbIe9qXYXR1teN/ByGtz7c4vbtKyePONH1MbPYKu8G3Pr/fji/sqmOZZusilmo5IxBPRqGkeRvJVVQST1Ify8R6g36o7Ns7rq/LM00Jnry1L0cBqIqyom/WVFNIzbCUPiBUAq3oykGx4wvfWFbKzc0OubzvJt5B6H/X7RXsZ1ecxpJMhrJt80DWjubkrYkH8iCfZfM4tNFW12tY45o0JKdPa8hpxMbvO0DX46cqv/AKScdMRlWAK8hhuv6jAnGOk1xN0ULY9ffGRtY+V+uMAngEWGNwDtFxgQDSczNiBZSST548u61ubjHkYEAk42uAp63xYD3k54mVVgb3sDgPncAMiEi4ZSp/l+ZwasQL3vgfnKu8CEcePn5WwxpzhxiBu+Gc/aHnoMh7Y8zyehrKGYStLFJFRUb06U5ZRIFa4tIxMVtyk25Bt0xde24FuPnioNbTTZT2qZfmbJnk0EZglZ2pD+jaZN21rSqvMjDjxG3PXi2Llso56WxqH3ije8+TX29NNHTX2is3q4lCpm0EGYLx1ZlsfzXEo7LdQHUGm6SsogvxCRiOQRyCMgjytuLHn2xLP8qHpv4fVGjtVgFVq6KejcherRuG5+jjHIOgta6o09mUNDkuZ08ENRKA3fU6uB78jGbrtN5y/MTW8P1v4Z/V0M7bOXfG0YMtbWUYXhl729/nx8sJU+XwSnbSaplLmygNDcni9+LkDEKyptS19Msh1TkcxcBmV5Ei2g9bCwIP0wVggzwkCjr9Oq23xLNWoWNvw98c6VXpkTqltLDoYYmyLMYJeM2Ez36rG1l9LggXw9psnzjc9TFmkCstxad4+nHRWOGFVTaohpVkoavLmcqvj79NtjfoVbEXr9UZ/S5n+hwKLMqxgNq0k0kxD34U2Fibe/HngYGe4l2sVOoMsOhevomlklrcsJCsN88kYAHnysnA/DEdzrtBpMtqO5+Iy7MJEUf/Zk7wORzt3EWJ+V8IZVoKTO6wVmu6mrqX295DlWXMLr5XdrGyi/isDYftDFp5Np2py3LM2Olck0zkNTlDRNOsSxV9U0LMA5EzMyF1FztD7/AA2sMeZqVGbGx/mC81j8AlMd72g6jM9RlGiq6WnRGkkk+Hc2QA3bheAAPTASbK+0WRTuakpyWPgMG0hrejAH1xbcWfV2eU+U5dniZ1qjOcwEUqulVLIkQ7who1hsDxYA8i1z0w8zyl03DmUmWNpLPsvfUMiwUUFXRlaincBV6F7gEg8kG5OAvq61+AE/aUbzCeSJQlfF2mQPsvBK8ZuoNLfy+XPGPf031rlZ/wCf9L09UsijxPT7AOPILtOLiyjTNfkC5jLrGny9E7643V9jSpe2z0ABPnc+E2Bwpm2U5bl2VNXQrmUs5mFMVplWSHzIlXd4njZVLX46jp0x4a2onHMGFuxuBlcZb2m6WeHvX0KXmSxMdNUhXPqdklhxbyY4l2mNUZBqZdumogzoA0lPLVJHNHe/BR1B8vK+Bc+mqfPYoDmGRZfNFUwPVxPDKqS7d+zadpB7wkX2Ek2INuRgDX9jsUtWZcgr3pa+M7mos03R/eHFnsGXysWHN+oGGFdGGMyVucckcSxaxtRRWjiho0WQbQXqEv16eRwyNFq1T3Ui5VIhFtnxSncPkGxWVPqXXOlszOV5rTVFQIQRJQ10gVwtvvRSnhgbcHke/nghl/bZ2XfEbcxqqjK6oeFoKiLayH0PAB+d8WFbt/8AGM/SH/E1kDLY+ssCHR6VVPMa6NRMLMognj//AJG+Giadhoj0q4nUcsHi5PzD4eZdmeS5tAlRlSV08c3iHdyRKX9LAtfyw7StYn9ZlFcQGI6xybR77VNsCJcHBhgFPIgOoyeRLulZMS33jNMhNv6xwnQ5TSCd/iM1iLWAKlhx+YH4YNVNQndqYstlVixcB5Bcj14UW+WG8eoY9l6VafapvJvaRmt8uMWBYjiewAZmHLMu7uxkSWwIv3bH+DYTORXl7yGkZlH7K0zeXn97C6a0y6IndmKoLbiVhYi/pyx/G2BtRrTK5D3MVVVVJa5KxBR+ZGIAcyxYQpFp+clV+CCX6qYW64K0WV0FKj/Ed0jpceINz9L3wAp9VZzXzWiyyujjIF2WHcwUedrYewrLmlT3U2bT03S47iVST8ylh9AcUIPeeBEfPklK7GSjMk8v3tggkCn6njCPwFX/ANVD/hH/AN2FKimmplaCnnad2FzJ8Q4AHy7tbYG/D1v+2Rf+K/vxGZXcJ18sguhHJ74jk29sIBeJKaXoPEpI45wnUSSxiWMIWEbblZTx/j3wtNRSywLVU8pFl5UEN/8AGC/EcTJziQTtGheXTdQQhPcEu3na1j/j54gGV1VPW6cy/I0zBRLU5ksMkJj3F41YScHyszn52xeGoUgzPT9VSzxgd4m1m7vi4B8/U+WKPoYIstpq6sEjx/B1dJUSjZcsisykX8gN63Ptjb8P0vGW5mB4zqf6DBeuDIj2sz09HJO1LUiaRY0ikfZIpDyMxZvF907Yyvh4If2xdekNS0Gb9mWlauviNdJBI8Zg7qSoE7qpURyKtwbkgjcOqcA84p3taqRmtbJlSwVPe0sXhkaQvfYQU6ngFWlA6XJAxOuwbV1cnZudO0CuzrWk7tv3QbmyG3DsFe3y8sad6ALx2nLi4Ehs8EEfnH/bemUUNdlVVk2UxU7QOYGEMSxkGTb+ruo2hy3BHlzY8XwQ7L8wzLUuXNTUUtJLTRQd0/ezyRyRwpZyNgU8E28RNrDn0wU1VoCFdLS5rnNLHLUuFWwYXRQ4BXd5GzNuBNxyB6Yh/ZdlmXfpSTLshrEeoqQHMQmUW8JFt1w0d7WAI4FunXC+c1/SOsXChyMcjgSpezmnqdN9o1Tlu5lVZZ4Qyni8d2Vr9OVU8388dF5JVRQ61yCr7zKKiSOuloO8MrGNYqiPfYMb+Lesx4JF3IvigNRUtVlnaxmFXmMjpU0zLJV7yI7TMgWRLjwixLLf2xfuQxS5jqHS1DXvRGskzDvO7qyGjZKeIiyDaObylbEcMhxe/nDfKIMpVxt9+Pv+8H6spJMs17U1ZfZFBPHKQFsdzBWNvxx0jkkzVeV0tWBxJErC59Rii+2qlfLNUR1caMwrCRtCiwbgk+v3XUfUYuzSE5n05QykCzRAAelsLt8InUH4oXdSw2lgCfzxkRE/ePpa+PBd5uvUdbdBhRY3J3WJPnYYHjsJPXrMxw2U9OPTzxkICSrWA9MbJEwW7AX9L4yQeLkYqMk5nvlPFFUAg8DDHONnwwZjc7xYADrgg5UL1t74YZoDJRsQCw3Lz9cXrP8AUH1kPyplGdulBNBLkmpI8ueeOkdkknbM4oYYD1U9zIwWVzd7WO7iwBxaWTVa1+V0dfc2nhSUXFiLqD0+uIL270dLNoNswmfKIHoamORKjMRIRGDcHuzH4t58NgOvvg92YVRrND5TM7MSkHdEubltpIvc8nG11iQPE5w/ylWnEzTsYynUHch2yjO0VjexVJo3B/8AMifjj5vaQnyui1JRTV9NuhEoDAyBQL+d74+vX2u9LNqj7OOuaEQh5KXL/wBJRj0+HdZmP9VGx8fIqdmnXu6dJGB/ZscJag9QfaO6VejDqDOyssyLTdbQxVXd7kdAQTUo4tb5gjBCXJ9PQUzxJlcDrIPDYAE29Duv64inZfmsWc6YWlk0pSyyxqBvdqdSfI8/eGDOazPmdXFpLIcjp8uzGdN8tSpjZaSmH35SVW/qB72xymPUR/udmHUV78QBW5dTakzd9P6RpBAYCJMwr2lJjpkPQX6XIvYdcG4KMaZNDQ6doG7iunipnzGVd88yyGwdV692SrDjrt4vxgnQ5bR0uTNSaWpRLl+X/rhTXVaiuY8PVOW++C4sF6t5cDEhyip1NlFdlGeZm0tQagsFy+np2LJMGXZNM7WCjaCQpJCi+3gYXtu28L2ipU2deJI9HUs1DqCqhzKl+CyeaUQ1CpSzIZoVBA3lvCXY7vDcixv5AYs/RWlq6DUtJJ2a6Jmy/Lkikp6WtzORBBIrAtLvgF5JmLW4UEWWxxDFy/KqrM6TP8+VqjMEBMAeRjtBJ+6l7dP2iOASelsWfQ66qci01X5nT0krd1CSmxWkM0rKBFG3BvuJAFxxe48IJGbXqN9uFHWMWVsE47Q5W9jebT5g+qsy1kYp1jSNjRUEUEcFmvtikQMYLE/7hPnit9R6M04lbHWx57KKmJjaeLMFlMiHja7BzwR14GBWb1Wue1Lsxk03mNJms+eVkEi/rQ8beB7rI7SrdUbay8MFJsDbAnKdeplNAdP6619lNZV0rsojFdNUVCSWW8Sq4Csd1x94WC2xbUV2X81McwVQNXFk9qLT+n8xoxQUFRHSSblZpGYSBmHXhy1/ww21BFWZnldRDT1IqahoBECzbfFawtwD90ACwIAAw+leKsymDOo1ulZAlVDHueI7HUMnDCwuCDgFmLSCQ99HLCOC/IeND5DcvBNrYzK7bQcExwopEDT6HyGkyynraSapyary2JDO0chcSSoWJLk8rfcRawHHS4wnVus2R5bn2rO5WKrEspqfikadipIRDIL2uouFa191+mH9NNNWzxUTyRyQuOO8JeMKBybC5PToBe5OGDahWvy+tyLLe7YhDC1OzFVB5sGDC6mw4BAOHha782Dp3EEawuQn2gKpq9OZ8Z8lzqmSvoaYxyutm+IpRIpO5SBcBbAE3HLLwecVV2wfZ9jalg1JQVRrcmmtFHXxIC9NIxAVZrdB6Hz6cHjFqVWl6PTeWJneXPJBHBH31S8rmQmcG4lZfNEFht5seeemCWi9U1cuYVtdJIcxyutXbU09VH3jZm7G0m2PmwPiPNulhzjRp1L0sLKjwO8TelbR5dg5Pac8dlfa5W9mdWuhdeQxJTEA0mYPuZRGfung8j3xflBq+WqSGqy6NJYHAKyCleRSL8G7L0xBPtIdgNNBldNqnISZ9M5sd1BVA7/gZyP9Ax8hxxfyB8xihOzTtT1J2c5uNNZvVPDRxyd2xZVJhHqCf2fPG0lVfiNZtqHr7j3+YitetbROKb/hPQ+3yM6zrsxq2dpJKWAs99r/AArWN78eJTbz6YjpFNEZYhTwksbt+obw+tvDwMF8t1LSZxlcGZ5ZXVFakihlljgjIf5MT6j1wjHqaBCP0hUzU4LWDWpwwN7ckE2wmVZDjE1w4YZgl44WYOEgWMC1zJtNvK1iOceOT0zxmojp4to4CRVG5jf1ANx+GJmup6CmpkqVzkdzbaWkeNRe3U4FS6tSpv3FTTTq7bFeKIyg+v3VPTHvX2nsL3gzK4M0SXuKQz0lOebJHKeB7C98EIqCuijKvSTSq3PeSptB+e5r4xJmYq0iV6upeFWFgqSIo9RdgB6YWTxFoElKBrFiWhZhf3HN+mPHdJXrNqahkhRp58rpkS45eSMMflhx8RQ/7IP60eNaajkpUaR9RR0zLdDevijZR6WPQ+xwO3wf/eEf/HwfzxTme3CdjRy04ljWYR7CLqSouCPIXHTDiOYbyrRIkcbX7yFbEk9AV6YEUNTvpoLVMgkAG3Z4SL8dbjj2wZAqpGmkqaaOY0q2VZbW3ixv09D1xo6beeC2f1nNajYOQuP0haTL6eWJp5kaZjHx3n7PHp5dMUdkNLImsqnI5JmjSsWankKWvtALDr1sVA59cXXJNJNPTU0NQsDunfPtFybW8I9OoOKDz7MWyPtPmrXd1YVql13XF9vWwHHU/jjarsRfSomRZUzqdxjDtDyjM8npJ8ikp6j4qmUy0zNGFkq4YTeOUML/AHQHDC4Ntp5FxgJ2MZ42RahmrcnemqqtCwehnk2HyG+BibbvE4A6jm3lbojVmksn1/lBpKmERZk1KDS1bKS9Ob/eUgjkH8enTHPT9nVfpLWMmX5rSVSwM4Wnq6SHcszEEEvFe4IvclT5A2wyxDIZg6jTW0oQnbkSfagzvQ1fQ5hTapp8zp6yop3jBzeB5vh2sxWxkZtp3bfEAOg9cBNGaoIzCaq0vkdAkVIDCmaToIII733WAsJRf7oYE8A2Jw7gqa7T9EKJdSTbErYomgesqqVNu4B4igttY3+fGBvZbkU6UHcLHW5hUZlGMunSOmdw01uLytZbrYk7iSD8sLcBTBV6hzQQeCT/AD+CRfXqSGvFbkcskysxkrq+VD+ta9mdl5sg6BT13c+Vujfs6ZTNm1F/TariaGKOI5dR0stPYol1leZW9XkkkJtx5eWENM9hhzygWm1ZlqZflY71XyvvWMszDhJJpVI3+ZCjaoB4F8TzQmWVGg6afJK1GNFG5andFL7UZmYA2uTzv8RA428Ag4FbYpTaJo+HaSx1V7x0Of53+8hn2g6D4nMsn7kEyHvCFC+J2fYvU8CwiH44tbStE9Jp6hp5gyusKlg3UH0wKzXJF1bnlBmIgC0lCysskinxkBuUHzfqePB0PGJSypBF4UsqACw6AdPwGF92VE2yvqitza68Y0Qtdieh6YbUWZR1Eck5ASGM23E9fn+X440fO8tjQmKfvmFyEjF2P+OPxxUOnUyfLbOAIRDKRcuT7Y3UAeZwJoqqtL3qKKUlnCk2AVR6+pw7mkzFghpKOKzpfdK33T6WGK7l7SfKbvHbGNSALButr+WGmcMkuW2Q8OVZSvmL41WhqKtaj4mpQSPZN0W4BQAPCRfnqfx9sMcypKOiooabezSu4S0bsl/O+1TxxglLEuOJFiKFIzzI/rKGabSeYxU1dLRzNTnbNFSipZbcm0RBDnjpY82xF+xJwNOVNB3U0XwtUSizQ9zKVcBizxn7hJLG2J18K4jngjllVZIyg2t41NjyCfPkWv5jFW9izyZdqfP9PVVJX08u0TD4+riqKqXY5UyyvEALnetg3Nh1PltZ4md24lm6myWn1FpvNtP1ABhzShnopQ3I2SRsh/JsfD+PLqqmzKpo55ZIZqWR438FyrKSCPxx90SoYj349sfGz7QOnG0j2064yeOkC7M5qZVVpSLJK3erxf0cYR1g4E0NCQGIMX7H9ZPlWYV0OYZ1OtNChlI7vggDkcW64vjLsuqqKgXLcxgBzzUcYzDMiWKrS0gUtFTXP3RtAv7k+2Ocfs+aWGqe0+j/AEpTImX5arV9WeSpji8Vjc9CQPpfHWmmpcs1Hl2eVbNltbn+eSq4p64yhaeA3VAkaOoZgoDbmuLWvjm/ESlDfkP5/ubulse1Avzi+W0kmZ6dh1TSZPRUGaLCIlfLpBslCEBEZxwBsWx28gm17YfQV9ZFH31bMktXULtdYwSOTuPyA4PvYG/S7BcufTzyZNFW1C5LloJp6TvS4S9mYsW6ncbDjgEW8xg1l+cyplrRbqjvqorsQS2RG58ZXlSwFwCRwN/oMcza2SQORNWvoCeseUr1PxLyPOTUKCZ5alu7WI9VVybexVDf1AvzjXtPq9S5HomqzzTObZrlma0E0UzzUtY0TvEzhCGRDwm942uwsSguSbYdU+f6WyWljr5NWZDlkNElhTictNCXYbpTCON4Nzf7wLE+S2hfaH2q9kNVlVZkEWq86rxPSt8MMviSmpXqWjIDzl9zyAXNh4fnfnDWj0d7XKyqQB7wGq1FS1kMwECfZJ15mcna5BLnGbNNVVkkkDVTvtkHeAm4fcpB3IPPksOuIp9sPT9doLtwzKtiSSmWunXNYt9w15PETz18e/nFb6M17VaH10me5OpnlEvhCyGMqwYMHDKbggr+dsTjtMzTta7dK1c9zDs9likLEU01LlbRxspb7pksEYDrubxe+Ok/DNVqfM6Ajmc754v020Elwf5zLi09W1K9lOWZ7kOSTVby1AGzbFBAkcjFygYgAsN4HPobm/OEJqsM8JEVTQ1Tqbxd/HKVIP8A+GzW48yPrjmnO8g7WtJUkdBX5hmlKiAJ3KVRcBQOhUHoPTAel1jrLLKhpItRTyohG6nlBeFrjqVNwTx1IvhFvBVtJZGGY8vjWwgOpnTor1SQPMmwBuXpzt3+m5eh6dRzzfDTOq6oTUNStTVwSRznvWpoSd0IKghCCxsVABsTfnoOTisdPa/mziCSdYVaqp4y89ICSsi/tSRXuVNybr0PXmwtZmd0EcdZldTXZSpZ8vDvUrUq8lyQQHCHwlAy7Qxbqx4LEYzrNI+nJVxNOrVJqcMkXWYVSpE8ssUYkG5Vbz9GBuCvrxh1mLZXpjPqTWmnp48lldY6NjSRlEpeLd6qKQSSAbk3a5v1wMDGjnZdoNwGay2Drbhhzwfl/KxbR+pcso9UwVdJRyLmUdPLsleBT3kdiHCE3uQhLBxyLXBB5wpXurJH9veMOFYA/wB3aTrTU9JmNPPkerGqKzTWoB3VQtfUqZ3kJ3GoCX3KN3Ib1F744o+1d2M5h2earqaaQCoFIFaKqVdoqqRv9HLb8j6EEeWOja9c+0dnVRpqHLq2IfERyQLJGzSzQGxjUg82X04uQDiT/aA0vTdp3YU2ctT91nWlS0VRGyWkalksHRgeQUktwcbHh9zaS1LVPpMydfUmqqZccj+ZnFX2fdc6F0vX1FLruepgppLPHNBK62b0O3HSWQav7INQOz6a1Nm9S37QhqKhWJ9LggY4SraGajrJqR05idkP0OL++zpp34nLpKyTKqWrBlIHeTBGHte18dL4jpatpvUnJmd4TrbXYadgMD7y+6iPTsHMLajkO4sHlrnX5DxNbDXMEyp1EUWQZuWNmd3qyb+91Ynm+G/6ASqeZDpujhEbeJXzRPTpYrz88Esv05U1FzFo/K5FVQFUZrEX9b+GxOMLM6PEjyrpqkmemmyyTLFnDM0krtNuYA26cj54HGtipS60MN0Vit+43lrf9u9+mJrLltZSO4qOztVW4Dd3UhlBA46/2YVp9S6QoZRBm+lKanmZRZmlTdb64ILMf2wZUn+7Eir60GWR06KlbTgEtK4SJGHyATdhP/lYy/8A6+r/APjyfzxPxUdmudUyMHipi7EcorWH9X+GB/8ARbQ//wBRU/8A4U/yx4XL3SQarD0f9J11T6eDJDJH3UaIeWU3LKfKx6G3ng5T0caTTOjMwnABViNosLcC3HAH4YaU+cUkUSsVJUcWQE29fXzv54y0tb4LUssxQiS/3QSb2HyGNupaagNvJnJ2NbaTuOBF3p6DLqcEUhkFPdksvePf2J5xAdR9mFVq7Nf0m8s1DDUICzx7WIPJFwWHS56YnM36bqAIBSwRJf8AWFpC118unv8Aww7qqWpnZAtd3UYQKUjQXv63P18sMI2PhWAIycM3+4w00lfltCaWtaKSmpo7QyAne1uOQR5/M4fV9Pl1XUQNUMsMsSiQyqV3ILEcgghuWPDAgdbXxiPKqIG1VNNUG5I3vYqLeVreuN5RlpiWraCN1uApPIN/8X+mIzYQc4EsBWDgZMc0+VaeqlJrM0qczgp9s/c1Cwi0ykAOWjjRi3lyxBvzfB2nrooFMeW5JIquS5KRKql7dSARzxa+A9FmMdHtqJigRrB1Av16dB8jgxDqijmTvAJD4iCoiJI8Vhc+XHlhK9fLPxRmkKwOF6RWaXOquTbDSGCNTZmZhvax8rnjp+YxtU5fX1dMxnrEhaR98jDyAFlHl049r39cNqnUrUkJrJKCbuFPilkZUVfYk2HHTGYczlzpoEozTNSyR940qN3gJBsQCD03ce9vbACAw4yYYNtYA4EfJllWTE8mcSWj5CRoEXr7Gx49fbGKmio9waoknqZJZAEQyW63uBa3Frn6YjUWqmzHPm05RZ5Uz1CSNFKaegMkEB62aZQoDAcEX9PXA3O9U5bl2dVNNWUmf5hT5S6R19fDs7ikaVRYEE7iAGBJX7vHqQbCokbQp+8E2qrT1mwe3En9VDl1PTMVpIWDW2x7Rd2vwDf3sfzwv8Vl9Cih5YoyAAQo4vx5YrrWGZak0/mNQNN5DlK0lLRCuGYZpUVDwtZXLgRxixKql+SOoxtqrPc1j7N8lz3NGp8lqs2elTNayngDmjhkHLIr3JN9i3N7bicWFbjgAQTaqpSQc+/1/WWANQ0RB7kPMUBLKsRJ8+B78Wx6qrqqqpFajpW3SPY71tYA9SPfEL7MtbPnWS1MWYZyk81DXyUoqTTrDLNCtihkjsArEG3AF7XGIvQZPSVWYZnrKpzWtpM3y3UNTFUVxmcoYI5rLCUDBQhjMa9OCb4oeAdxllv3BHrTOc9T7dZbNJTV7KiVULQQqQ72kF2Nrkkjnr8umBmZ5ZOsgq/jpiTuKojnx9Lck3Hp0PAGDb1NbVJsXL5VE0nO/myhb8+np+OBOZfpaslt8HHAIhsALnaRYXPF/P5e9zi+nVWYcE4hrSwXqBmYo4XggCSuXYnxXt+WKb0ulDprtsrcuy/LqGljzN5FnNHWzTsWaNpN8qySlYzeICyooubG/FrepaNu+FTVSh+7uOLHm4tzYdP7cVTrxqXKe1/K8wFZQuzxwzPBHlwilRFcb5HqtpLeFSvd70BBHBIudqvOMYxM49TzmXKqgAEjg8cnHy++3/pePKe3qvr0pVK5tl9NVljwS4Uof/QMfUM24s3lbrcg4+ff+U/yY0eeaM1SiAJU0tRROSpILKwYdD6NgOqQunELpnCWcyl/s6ZSaTR2sM+iiCz1RgyuIsOm8ktYj2xf2lkq6qCratiihSKnY0FXT0zUsiKiBIw7rYSKPDcAWJ5JOKh7A0pP+R6mrJYlmaXU++RSTsdYo1azC/Tr+OLaim0/mVLmmaZBQQ0EiRxwPHQSssLIr2dmR1a7MehB4FuFvYcT4kxNrA+/7Tp9Jwg+kFSSMKakpKiQzyybGmaVuZFA5Y2HF37wW4HhUeWHkNfGJ5Z9vEQEaDc3W24/X7o/7jjzOI7WSr+mo9zE7YCbEceNkPB9t7f4vh1SwS1oikicsZAZJN7bVRdyvcmw/wBY/wCIxmhC2BHg+2a03ZpofUGfV2ca6znNUpZ2in7nL4ot91BDlnkIA6rztY/e9MAu3rsw7PNHZRklVounmamzIvJNJU1ffzre3dq2xUVRYNcAE3B58sE87mzKOIxULxVKmWMylZNqOoJvFcjhjv6nybz6YlmtNG5lq7sNqdRUuTVVEmR0kcxNVHvnlZZBeTvANpARpLCw8utr41dPqbqdqseOkzNTp9ParFR6vecm5bMcjzeKugqlb4eVJVZeG3KQeL8/nj6F9nWf9p+vtHnL8qWkzVqbu6xavN5o3kWNdviVpeQGvz4iOeNt8fODNSRUGTZdiedwsB5XGOvOwnX+mMo7NJBm2oaXLamWFKQzyrGWQL1AOx25VFHK2F789DpeKKzqrqYh4NYql62h3tr0hqfLKjNM01NRZdW1VV+up4lqo1igiAs6GBUvYcbW3AjjliTjk7VVJT5TnEtNRiWPZI4Mco8S+JhtPqRbr646o7XO3nshoMrMGh4lr8wlUSM+6aZIyVG4BppHBIb0RADyAeMco5/mU2b1b5hM21pHv3dmA9R/6v8AHXFPC6rUc7hxI8WtqYAIcma6OFUM3lq4C2yOKQuCLcEWsbeuOljk7ro/J9ctXoaOshipqkQ0ZiR2G5RI0hsGZTtVrXJBB6jFG6T1bofLtKnJc2ymsjzCSV3lraZwRKhFgGDG/h5tbjkk7uLWrR6u0vVdlUWjMlFG8ADgZrWQh5Y3Lg9yVN1RQoUhyge5bawxXxNS5wwx+UN4YwrTAYHv1itexFM9CkpM0d3S0hVzH+3ZgDbbbd6XC34xPOxjR1TmWbS51VSGPLsqDSn4julVpR907XjkTcOvgVlN72xX2U5Vm+cZjl1PAGnqKhI4hYFoywHJuPEh8Nw4JHF2FhY9PZPpnSvZ9p5slzzV9NHWQxyCqj+NVNzMp6CHuZFFrg7y4vc2N7YxfLIBwM4m2G/uPEPf0Whp4A8FRX1VVFGAIKeN3E3iA4cNHGCLHgxEcng4r7IzSagzzMNPVi91Dn9MaOojlVQqSyRhJPEiqvhlBsAqjjzxMdOZzlGfZYarL8kb4U3g7ls1mj3OpGySRwiFhY7gC7nm2IxnNFX5JX0Us6BESaaamjpTIyLASsgUsFBJV9wu7P5WAGFG4YAcY/nvLhdwKnoZ8uO2LTk+l9f5plNZCUlgneN/+2jFW/NThTskzjI8q1GiZtNmSJNZUNKVuGv5huMWl9tbKKSg7Ysymo3CpUSmW7ckl0SQ/wDmdsUlpyrloM6o6qGohjaOVfFs3W+hPOPommf8Rolz3E43aaNZuHv/AJ6zsamTL6ijSopM7zTun+5vjiDDpa5VgfzwtTypRIxTMs2aS1z+ujC2v1IYN7eeFdHRpmmVQCplq5yY+EjggiFz536kW9b4MHS+VLUFkWOOYWVjNUQsD1uSmz0xzrnBOZ2adOIJjqauohaaroqVmBPM1M7tb5oVXCscFeyMtDl+Tyjj9W9K3I8v22/HBCfIcrYqlRJJMSCT3Tsqgn02pbCqZdSUdKtGmTVk6ht0YaaZGHTkeHn8MD3jtLYPeDmq66QGGHT2WLLcbljy9ZAp9iVJH44H/Eay/wDp+h//AGmL/wBmJKmcZhA16nJ5ECi25zIePQXTDT+lzf8AVEf4yf8A9eLeafaV2D3nYeX6x07WQt8HVo7IpOwIULccWBtgkudQCNNqTSuyi4jiuLn0P44gHZtk+UVbzZlNVGSSmJRYClkQWFmJ8yfp54sKTNMuhZVFREjN5JyOSeDb5HG1pL7r6hY5AzOS1lFOntNdQJx7xvS5rLW1ElDAIXrEPeywPJteOJr7CRa/NvPqQcAdT6oqtPVFM1X3gaaqFNBDTwNK0jshbaNvU2W9+OtuThgM0pcp7WhKkUjPmWSPA2xfvSQyhwT/AN2Q4R7Yaqtm03T5lloaFsvzGkqfi1KnuLOAzeLwmwb+NwMN4UkAsT/PlM43WKjlVAI9/v3Mkeks0oNX0+YXlroaukdYainqqcwzQXFx4Tfgi/naxwjkOeZk+rY9MZ7pyGlppIKiopJ463vmmaN1UlgEULdXva5tzziM9lUFfPqzUxpdTDOqORIJpMw2q366xXudyhUayAN4fu/XD/Vz19JrDIqjKskzzMTljyrUpSUZKiGSJhcOxVL7wh5b54uEGThePnAi9jWHezkHsPn8vlPa/wA5zehztdM5VqDLtO0wonrfiaqlWb4lgbd0AxUAW5Jvut0w1zjX1ZnHZfp/VDtJCuYVkUGY02XSssk4EjRskTAhuWANrg2uL+eJRqLJqzMaOhNFoejzWrnj3smb1qxpSki/jCrJusSbhTjR9DZbHpWg0xmFePjqWb4r4ymjEYiqWkMm9ENxbcTZT5dcXHC8gCUZXdzsJYYz3+WOv89437LNT5Zn2QZrpXUWX1M8UOYsKegza8jwUTqGhDs9yw4ci5Y2sL4Jdl1Wcsh1DklDQu9HlGc1awIh2KsMu2aMewAlNv7sN8hyKkyc5pNNnNRmOaZkqQyVTRJCFCqQioqABQNxNwDyevGE8q0ZpvT+dy5lAua1mYMyd/M1ZJJ3rBQPEN1uB7dOMLPUrA7W/aM1CxCno55znriR/SWqNcaXyympKbN8o3rnMlC+QPTWnfvJv9KZA3eFyG3327doGJLqiPONPVmpsuzeGpkg1NEKileho5KhZKjuu5MLFQNp4jIvYHnnyxJoKyRq1c1GnKSaoi4FRJEiyiwP7RAJ8ub4O02fZtLHFMkEAZ3NwxIASxta17nocDNbE8D/AFLJV5aYLAYPHf3/ANGR/N9L5rmfZfU6dWsnqM7/AEJ3BgZ1BMndWKXPqeOo5AwY1J2eR6j0xS5dDKKatpGp6mJqgGWLvIiGCSoCAyG1iB5dOmFYBOskkzVcl5SWYo+0+XUkHjr+OFzmXf0/dJLIQ4CqjTEFtp63AB62vga0WA8r9zGWNR4D54x+UF6byLNKTMcx1Bqusyd6yraINFl6skSrFcKbuSWN2JubeQthrnWjtI5hmNbmFVqHNKehrpEnrcup6m1LVyKdt3XYW52qCFYA7Rfm+H5+HVNyxpYqCGdQdwJ/eJLD5fLDWozCmkAXnaxYu9uWsxvby59b4KtDoCWIBMGVpddgUkD3hzNtQVc8SQ5VTyorpuZwQCB02jrz/LrhguY1i2aWmKblAW89yW8ha39n93qDMoql5VUt4X2bmQXv7EcEe9x/aU5K5pKi8dC8hiYBb2VbW5O483/Lpz1AZVEUblPX5T25j6SBx84vHTZrM6irngjiB3lYPEWPlckC1jY4r3ttp5mgyuqWHP6nYzAxUsaNl6Ws3e1lxu2ggEWJ5XgDrixI5K6ZLzCOM3A22ueelyDYdCfoOmIR2yZRU5notmfJmzSppalJY4v0gKKIdbSSHegdB5oWF+enmerAORmBZiesneTVkdfldHmAlV/ioEn3DoSygm3445U/ymOnxmHYhl2fxpufJs3jG4eSzKQT8vCMdC9meax5zofK5oavv+7jMTyDbYlXINgGZTzYCzEe564gv2vcgTUn2d9ZUrspNHQ/HKWhEgAhcOzFb24VW6c/PBSvvKhsHM4h+zJLRZl2Q1aTvIoy3UiGUxIrsI5oCLhSVvbb0uL9L+eLcptH5HlOncwzHLc+z2SeRIJZYJqGGlhu212W4eUsCHuD4DYcrfpRf2TqyGeo1joiOPZUVlAuZU8CktaopJbSBeQSCDxz5nHVElPkGcZXltBkWSVGUUnwyHNapJkmFVIyAgiKRyUB6hj5MbKAOeB8WR6tTYg6ZB/Igf7zOn0VivTW5HylUTUcv6XSqWFkieIobgbVZWjHB+WFKCoWGkGVxt/nBdNqm3jVAAwueCebhSQW2n0wYqxF8PT1LA04gjKzR7VmcAylShvtFwx6/wC5iI5mzU+sqPL5MuqqmkzNldZUgSDu4gTvB8TKwDM7eLpuXCWnXc/HaOX2bV595dfY9oBswkm1JnOVjMIKXcIYq1wnfDYxcXM0ZChlQDcsm3xEhtq4sXPNdVOrJl0vPW5LQZLnmX1FFPSQzLX1LMRYeKlWDghgLMWAHIR+Rgv2dai7LcxySDK9OZhTU7QxktBWUUneGMcb98LW2liBuaIXJJ9sR3PqGpyiWOqyzLK52y/NI5ah4oIaGjjgkfY7GZVaSVdnJdkFtvKnrgzu54zE1ZWPInzH1fQ1GR5vV5ZN3gloqiSncMu3lSQTY/Lz5xZf2e9EaA7QM2npNd12c09HHC0iploiMjuASBeToDYjgMb24ODP2qdJ0mV9oGb1sEdO8dYFr45KdlZHDkBlug2mxIIYAXubgdMRXsWpYIs1/R9TOViq6fbM9gxAIEll6geEDxWJueAemOkFhs0fmJ1xMStVr1exxkZna8X2ReyHJclKTUU7yyQNUx1tZWp3i0wNtxjLU5+uxvSxxVXaN2Edn+WZVmeYUee0by0LFoqZA0xnTna8TRWUcWBDgEG/HrcOR6f0hXZDkseY1WY1VXVRNSQ07MtXJsUWV1WOeJwCCrE92V54HIBrzUOiNS5dW1EtdmMdDlMffUyU1dGRXSWRTE+wopTluTcDw28RBvz7ay0Pkk4+om/+GpZcEDP0nIGqcibKato3XargbOQbjqDx1BFiPnhLRecfo/UVNTOWejqf82qYvuhkbqLet+Re/T5YmXamcrhqKbK8vnaf4SERSu62ZiFVdx5I52g24sbjkC+Ivo7JpanOKZoqZmvKtvDcL5km2OjRxZpt1gmAR5ep21+86g7KO0XK9N0FZp7T+kBR1VMgjmzXf3j72PKjvCwVmS6jYo6X+dm6p0XmnaHX0+p9J01HUQzQRSSRtVxxlpLDcFkZUY9OhBFj0N8U7kdFT0arSVEfdfEvJUzS+aWAFvq1hu6hSxA9B2edsesdN5mundFZ49IZHVJ4o/EvWwADAgHn2Pytjl2VtTbhPvOoewaaoGzr2/adIdnmjs50VQ1NFqHMqKAVEqvEkRs8ZsA29B3TFuOqSMvH3VwG1xmemZKrL6WlzUVVZCCs8EdXJdQ93sy8PfxX8RYEEeLFR5+02a6NmGdZvVNJBGkyTS1ThUa6qB4iQotuJHHOFNO0Vp5KiRHeOqrQ8bTU0XfLEq+EmSMhXuGHIFuBb0CxrUgsTkxhXfdtxOe/tqVFLUdqcqQgKEVSQ0ZFronHB8htH0xz/SgCqiZHh3B1I8J9cWd9pvUhz3tdzs/GkmmkSEnbu8axIri/sykYrHL0qZ6uFY66NdzgBinTnHfeH1+Xo0De05DUOG1LFfedo9l2aZ5BkcLyZhQrGqAqrNODYqOeEYDEohzTOZKtkFMlZBIwLGDMjHax44enxAOzKHVlNlMC0+YUmZLtAaNrxNa3XzFuMT5Kr4d1+Kp5aV5G2bVCsvPnfr+WOau+MzsqvUg7RfNc1zLKoWlkyEpEWCJUJOk4JuAOqoAeeuEzqSXNRemmljJJVVZY0Le52yXOHnxtHUwGNMya7LchEQkjzKk29MBTlOR5aifD1MrlTYLURtIfkALjAwR3hdpzHI/S9VSEIkY2mxJmkF/bbe31vhP9F55/j/4whCIVLxxyM8hABdpljX244th/8bWfuJ/4z/8A1j2TJxLv0lm6ZLVE1qtJT1NhUp1KnjxC3BAP5c2xauX1WVyhpKQU5g42SKR4z6j2xUDxEoO6UM5Wzc2uLG9j0I/HEo0NLBBmncXDmePc0bH/AKQG4NzxcdOvNvbB/DtcyMKWGR/iZXi3h62K16kg4ksz3JNI6inpZs6jeoanZki7p3Fi4AbleoIA9sLUuX6eyzLGyTJ9PE0jOGaHuiUYkdWvcfsjr7YJVM1NRQLJTRwgkNyLC/F738x0xinzaHbEkpeSWQEjYhJAAvf29MdH5hVtpbE5UUIf6gTJmmW09VTNGgo4aKnQNdIrLbjyVRY3NuvS3vghDFmvxIletjiUN90Jcgc9TxhqZ60Uiyw08pklJBDKA6g35seMOpIMylZk75FR0CnyJYnyHyuMSB9T3lznpwO0WalNUxnetlO4cd2wAH4dcIy5ZlkEfezhnH3LMSRc8fnxj1JRGGAwfFo67DbZ0B9sMMxqspy6CSlqjPOysGEZ/aNuACePzx5tqJvdR+cvWjWv5aMT9IQmiy6jVpI44gQAVFgDbnn88MRmcEcUcPxhMikmYqh58wALcj3HHviKT5tmNROzRbo4bjuzGLEKOBxe/kPz6+TzTueTQwVkkjiRokWQM/BYEHn1AvcXsOR74TXxBHfavE0LfCLKa/Mbk+0k8ebx7Z6loZRbbCqOtgVI6n/Hp6HGkWq6KGmmjDs08S79u0kAfMX6DnFX5tqKTOqs1NVLZ1YBU74FF/aUrz+7vvx19cSvQOaq5zCOSN5i6JEjKnhtyeDcjkkcE36dLi4U17XW7EOB7w9nhQ09BssGSMcCHX1hDxFVZhHErrxIsLm/rt8zyQOnU4NU8dBUMlfT5gzrFtCIgHhcdOOpN/LFbmL4OuFIaYmaJ3DgbfCt+Cbn+zy9MOsmrK2kzpHpa1WgqXSFueLE23Lc2JF/L8D5gp8QffttXMNqPCU8rfQccQ/X55Q0FQaGh3S1CtZ+9d9iW5BY+ft/Zhrk2Y1ee5qKLvDRwxIQ22JeQFU+5AvcdD90/PAKpppaOWrcyAMKhrKoDEc2vzY+Rw50+kR1FC9U23ju5DvG03F9zW4B9h8+b4ourssvAbgZjB8Pqq0rFOTjr1i2bVmdZZWVFsxnaOKoJAEyoXU3I4I4Fj62uCL4eZNrJ91LTZhM2xim6S9pATwFYEAH7o5BYfe56YxrGiiizOFIIIzTmn/VtGehuQfY9Ol/xwCpd00Y/WGOSNk7kyoFLkkgbSbXJsOfb8Ja+3Tagqp7wlWlo1mkV3XqOstKmqHqpjK6yBFKrF4SNxFyWPHzA68WxD+2+trKfRE0NFFGZnZJkEiNZu5dZSvAJNwnytcedsS1szjpqVIhukqVjUMFXddrDm449cU724Z1qmqloMnpIK2mpo2+JScR7S5sVJY9FUFhe/qPVcdJVYpIGczjnrKjcRH/ANl/V1TqvReYNXRQw1VLXlZI4YjGilu7fp0HQ3t54s3V+notV6WzrTdQl482y6qoHUg2tLG6H8mxUH2foJdPa51PpueERirpqXM0AIIdyWSRl9vucHkX5xfLL1a9x6e2DGBnxU7Ktf0PZd215PqqvqQaagrqgV0aG+6nlkKyIbA+LYzEA/tAA2x3nQabzF9TVGkcu1tTZZlk8aVNDKxcw1sEkK/Dsiqt5PARwb/dBFza/wA8PtJ6YOj+3nXeQLF3ccOe1UsSWtaKVzJH/wCR1x0l9mXtZk112d0mkqquYar0Epage57ysym9zELcsYj0H7ht0GOc/wDItG1lY1Nfbg/Tsfymn4ReFc6du/I+stbPqCLJANP5iFNS0lRDUSSMxVpBIWZAFW6G1nG4nqwNiOYvPVCotQVMiSd2/iaxsVstgL82st725Nx+zzLjU0eoK6LPtSVs7zvUIBFOqJCdsXKKEs+9m3WUIAAvia5Nofm9LKa2SFIgktMwBAJ22PIt7Hix69fQgcgHIGD+c6ZF45jgNM9bK+V5lIk0NIzxSIjACRTu7w8XNkDKovtHzGJJpTVuc5jVV8mcZvlqwMyuk+fTTvDFGJLXbZHI5lcsoUBALmxI84rkO+oq5aKSpmpo6iNllSJf1ktgSFUXW5va4vb1vxdSHTTak0jnemaWogWrzRaanBnmESCVaqJiXLFVAVAx8RHQX45wUXeoBumRBWU4UsnXEafaqzLTuoqWmr6bUeR1VVRUy0LxU5kjdxvQrtjlRJCOG5CCwGKJ0XmKZbmlLmUMscckDRnu2coZNosCrbSB4QAQT746O0z9iT9O5hTRVes2zDLvAaityamgrY4b24ZkqGI489tuPTEC7auxfS3ZXUU2WaerqyvLSCOSeeeKQ36cLGvh5BsGNyLG3ON/S6uipBRuzOcursts80DBEmVH9o1zBQ0tNkw+Ly+mMcdS1cxUk9VKHwkWC9CAdvtgLqjtP152iVsVCxAeoaOGGkoY+XfaEuu25ubH59Riw/soab0dnNLLprO9P5Y+Y1cFR8PWVEKNMJg1iqiQjdZGQgLze/XFL6cXM8j11LQLUTQVuV5lLAzHcksbXK3BHQgqPlzgCWabLCtfh55j39dmC2HrDrfZm13FTfpzWFDDpzLjdklzuUQTTbRyqU1u+Y2tbwhTblhhbTGlMgo6ho8kaSop6Y/5xX914XbjwIAbE3F+DYC3JJ8N/wCUU9TR5Qc4rp6POK3PYaepY1lItU+wJ4bK4bmxuWueR4ipFsCq1/hWnmmghRHA2woi+Fgb88AE9LBbfhzhLVeKmxSi/SPaXw8VsHOJBGyurSELS0/eVeYnYI7cgdFT19zx6+1w2Z6N01JncFRBlkSVkdmlZC23eAQx5PiG7m5AIK+XTE1kzOXvBUfDq52NGGLXZ7m+xR5A2F+gIBPzZlDJLIZZod7Pubo1uLBVAtcgc+1ufPCNdzJkAkTQesPywzjpGGZmeavoY6Kpo42MLB0qFtCFcECSZAS7ALceAEg24vhPMM5pciyCozevkpxHRURnJhBSPkFmCA8geQv6YQotP5hX7Z8yrGnpIl7qOSRB3s5Yct3i8bODdCdwsDbFIfal7RIsryCLROUy7GzElnCi1oFJ5+TN09gcPaDTHWXLUvPvFdXqPwtDWN1nM2eaiqc4zmuzeqVZJa2okndm5JLsT/bhvR5qtNURzmlVtjBrA2vgftvxghl2VTVcgtGxA5bjyx9FKVouCOJw9dlzv6esvTQ32haDJY0jnyXM4jt2F6eRGuLeht/HFg5b236GrWNRXZtW0PenxNVUe9R7eDdjmmGj7lf82iO+O1mLDg39PPDx6aZoAG3GxAY2JAPz/sxiXaPTu2RxOkp12qRcMQcfKdS0naX2Td7Gkms6RoyLC1NKqr+Kg/lg/Ta77LJwkdNrHLXIN1TvdhP9Zf4441lBaMU1OhLseDbG3wFLRwiSUiWRgShY2G70HrgB8MqP9xhx4xcDjaP8TtMZzpOpfw1MDq4O0LURkg+twRhzsy39+T/ip/7scS05eolDs2xEHVRe30w4uv8A1nL/AFv78B/4wf8At+kYHjOB6k/WfT6VHWWVFO1TcgX9SfEecE9PuFz3LnqYyYpJjEV5tyL3uPcYitNm9TLTAVSFWlBeN3NuC33eeQfXpyDh2tQ0E1LLK8apFMjm1hfnnkedsYNQNdgJ95t6mkmtkb2Mv2QUcUaA06PEp2qtr2PTEY1vmWocnjiqtJUiTsqt8QEWPbGqi6lmdgEX71yLnpxxh61KlVXRhpGMe0NtL9bKPwAuBz6nDtRRFpqQU6hSmyRw3IBJ8z78Y7MM2c4AE4HauMZJMp0az1jmkizT63SCZ44w1PR07OrP4WYCyFb8fdD7grFjYDmQ9nVZmWY5g065tmk1RDSBZo3ilSCdWHEqrI7bSeo6G/lbBHONE5fDQ0lJpCiy9phUg1ArpGljaEBmI2kkBmdYxvtuA+VsShkoMnCx5NlkNO87Kz/DQqobbZebAXPRfYD2wZmwh3N9oMDLDCxd5ahokddkKjbCFVrm9+VHzsBgpUULVlGtPJJHscETjbu3E9euB9G08ncRR0bxRq29nktySD5dRycLVWaVlBA01R8LEoVmA3eIgAm4HmemF1ChSWzDZdnCpjMgdYop6uah3OZVkeNXAO7vAW9OOetr/wBuMafEVVDmFLKDukpCW23G+S62G23HhC8fyOFK+izvOZp6pKabxsXjbuydrkk8eVubcHywnR6O1LSSw1NJGIpYrMu6QBQwY3FhfruJIOMGul/NyqkjPtOw1GoqNGx7AG479xI9SM2XS7YooxKfDZmVSOl1BNrEX5B9MTDR+b0sWZw/El1ilVmA2sd0p59ObbbH3tzyBh7Jo3KM0qmr807ulr1HfSGnnv1uu5gfLi18KZdkeVUsimnzyXcrE2VCSLAWPPoLc/P3wxXobabA/GPr/qI3eJ6fVVGtsgkdh3+sQzyonkzqc06+FwZUBIUEBQDyePO9vY+WNclyjMMzrYq5k2yCoVi5FzcHcLHz8h8j0GD8eUZNNXPWz5bWVE73JeS4B5BvbjjBSN6tJYEigghDE7YRbwL5mw4wT8CXtNrnv2+sAfFFro8msc4xk/tBOa6PmNbHWo0SSkAtEpN2a1rj18+uI5DkWo4KoSPQVYm38ssZJAU2W9iebAX+vnixjSzTVPxRm2gG1lW9hjNVTwwd7WV+ZFYByC7hFVfc4ZbwxLG3KCIpV4y9NYrYgiRfOsoznOaim+FyySAKv3pWC29Li9zt68i/OFqDT0WWSxyVzwT9yAh2xeEuL8i/PF2/wMPqfVWimLrQ59QVskQ2tHR1AqpQb/uRlmv9MCcx7TtBUzCkfMB3wckUroKWZj1IC1Bjvyf8XwceGDd5jctAf8u+zyU4X9ZJJswfuZGpA21QTvERsg8+nyP+DjmjX2ttQ9oFdRR0kc00CMaiGnjYRDuHJHLEXJIQk8i3TE91p2ia2zKrek0vpzUD0VRA0PcrlrEOGQgnvBePqR+30+uIFl3Zj2ojUPxGS6TqKKigpRBTfHVESKAeWG1WcqNxby88aNaFPiOZmO4f4RiSTsg1LLBrnLMszNr1qiqypGJb9bG0QnDXPoILX88dHN5qm47QCcUBpDsa1tT6qy3UudJk9JLl1clYDHPJI9r7ZQLBV8UW5LHgXvi+d9huZgffBDKdJ8l/8o/pv9DfaUr8zSIqme5bSVu7yLBTEfyiH44510XrLPNA6noNVacqu4rqCUSRk8qw81YeakXBGO3f8qnpwpnOitXRx8TQVNBI1uSVZXX8i2OBgpF9wxbarLtbpAlirZWfQfs+7R8m7SsoTWelljNXCP8AP8razPQVJ6ugHJVioIIHl6ggTGmjashzB6qWn76alHxlcsCEbe+LIzEEhWZxtsOSb8jpj59dl+sNQaF1DHn+RVhgkQ7JEY+CVPNWHmDjsfQXaXpbXBizDLpocuzKIHvqKZbKG4uyk9Rex54BA6efBeLeEHSWGyn4f8TsNBrvxaKLOGH6w9SQvFTw58lLFLDFUd3GruLyOoLo6qQCy7eehHkSPNKtrZZ6+orY0YGU7pNihSDySCt7W8rfh5YkVTmeUxRTZalNLKZIxUTT1bEu7k8ixNutiPa9r+TVcvy2LLUQSLPIrsyzq7M2xgBtZeWW3PiPh5tckHGGCDyRiaf1ieU5nBLCcvWOMxSOXaFQYyG4Bcjrf3OHmtNK1OuNMDKKRZEqqZY2pVZB4n7weIkKWbg+ZNrcYb0OXU9dQR1bxQMxcx9zKQzrbkNdeg9zziQ5NTSVUcpyiWokEJKTfCVW5VPoSPrgbP5ZDqcYliiuuGEJ9n2nMt0TqagbINWwZ/WU7Geop6SjlhRYDGO9XfNy1htP+jtxc2AxHM8yHR1R2sagr6XTWYZrV5nmsRpIKOqCRJL3aMw/VoQ4JckbeLKcTrS+maRc7pqqSKeozFATHuq/GAQePu3A56/ni09GaN0MmpqXNNRz5XPnc5jNG+Z16TSMioY0Cxk7do8Qvs4PngtWsD2YUYJ+0QvrFXrc54/P9IATSv6B03HlGTqs+yaUSdzsbu3Zt4ilkUlAV3EDfJvsOFHTEDzPKKl6iRJoO+kZjD3SKdgblirN68X2Dni5HnjoHtF1zpHJpafKa7OoM3qGpZJXjoayJUhjQqGS4a7Md/ESk3AJK2GKE7S9VZM+X0GZacpUyfKYTLTTIay1VI7bHRzCtiFXu3IB2r4t17gAzbSyucmRpdQzrkgyIahfL9PVUMGYzUSVssPfKslRFG2y5BAVmFmFg1jbgqb8gEBNpv8ApJmE2a5k1aYIfhqtk+LZqeqiB2jchYBk4FjezMu1b3wVhyTUmeyVhpapKespp7ssviSupiLSgstwAA179ARyfSO9p3a1p3suycVVbW05r1HdxyQgNJIwBsI/NiL/AHuijpgunSy1xXpxkn+fz2jVjoi77zgCC+0bVuTdk2mqoz19U9PCCqQSy7n3MOIFJ/a9efCAfa/B+rNT5rrTUFVqDNpA09U1wq/djQcKijyAFhg52g661F2mZ7JmdfvSmUt8PT7iViU+fux8zhhlmTrDskkUMW6nqAPU473w7RJ4dXluXPWclrdS/iFgAGEHSNsr0+8g+In4QW+eC6F4UCU0exOguOfQ3Pnh9FenVo4YuZRYMRfj28sa1sEtAjCoC961iNvNj7+/tgj2lzzDJUKl9IxMLC4IVksAQWUdORxhw/evCIYQ4Ujx+/p/8YZ06VUnikDqD72w/haGn7ru3WSYKSwt4UtyCD64FjBh1ORgxJsxlp1WGmiRZCPGzgMT6Cx6YYmkeZ94Zizc2PQX9MO6ulqJgahZlkUkuNrA2t1v6YbUVTNLMIqWMFzxcnhT64vk44ggFHxCOzTRZdERO+1yLjdY3Pthj8YP9bJ/Xw7n2GqkL7n7rhCAbEDqTjPeN/qk/D+7HtuZJbHyE+mbadqMunSizbOsuytnuTDU1aRlr9PCSL8+VsOayPSGVVJkzzU8ShDeOKSJ4Q4DG22R7K3pwbWsMUJR5tm9TQvSRVtX3LyBTTtVv3a2HKCMWTqDeyD1Ui4AxVznJaCCfL8upA8rMkKBV27UNtzAW3+Lced3UgGwBwBPBtNWehMmzxrV2jqBOg5+3PSOVD/m6eorKsIqvCfCDuuVYFd6m+1vPy9sBpe33L5YkkyrJGqpZ1U3qHaNiGNrgjggEXt73xzlV5jmVRJHGUjWRXuy06FPIgX5IIAJA8zsJ9cZbMStbdJJYhEhWJ2nKbS4bet7/dJjiFr9JOcaQ0yccTN81veXxmfbXqulpGq6OjpYFNrHulWaIWuTuO8G1vMentgPlna7rg57RtmOdz1NPA8hJh3owZY3aNWEZWNleRAvijNweLXBxVWU02YJXLmOW01RMNwuIad3jIsWG5lBHIZ0PNxcEWKriYLk2qah6epyXTNd3lNPHVwtJGAiFSrDqR5qpI8ynNwcWFZHAxKOwPXJnXa1+Z1ZeWlp5DHt3R3O0MPn/dgjDUZn3Uhlhj3oLIL7rkmw/sxTumNYdqQymmpa2jocuiiRYgsrCWVUAsNsoJBNv3o/Lm5ucFJarUVfGYMw1dmkke69oZVpnT23wLGTig07dS2ZH4gYACyzDRViKQ2aLEsY3sQlr8kksfrgbXT5Cyd7V5z8YoFtqyhgbXP7PzxXaZNlbVCVlTBJV1Md9s9bM9VMAfSSUswH1w6lnpqKnNTW1MNNCvDSSMEQA+pJAGLDSqBgyDqmJ4wPykmps9yumpnC5bJI8j7gkhuqqLAAA39L/PG51ZXkMKWOKBb82W7fnx+WKrzztg7PMhWQzZ6tQ8Zuy0kbylRcLe4G0i/HXEg0jqvLtY5HT6hyeRzT1O4J3i7WUqxBBHqCDgiUKg4EG9zOckyOa87Z9Ydm3aXpujqMz35DqtXpTJV7WjpqxSoTrbYpDC9jycXDHp/tKzCZKmq1VR0nhG16OJb2J6FZEcEfJhjn77VekG1V2OZhVQqz1mRSJmkRA8W1LiQceXdsx+ajB/7GP2g17R9JpozUVV3mf5HCIlZj4qiEcK3uRwDirY3YMkNt57GXfD2fZjUTGXONd5tLYC5pZ5qe/wA07xoj/UxmPsm0cH+IqYp6ipJv8UGSln/4lMsTH64IZv2g6D04rNnutcloSgG9aiviRh9C18V/n32tfs+ZCsjVHaPQVDx9Y6VHlY/gtj+OJ6y25e0sOfQWjKyNFzLTlHmO3kNmKmscDy8UxY/ngvSUtHl0PcUFHT0sKjaEhiCKo9gotjmPOP8AKG9hlAv/ADXT59mz9FSKj7u/pYuRiC57/lK8mppGiyDs0q5tnB+NrVi5PQWRWxGVXvJ5PQH7TtsyBV2eZ4BPkMbx2Hob+Yx87cy/yinapWB5cm0nprL4uAFmSadx6c71H5YrfPvtrfaRzdp0bX65ZTX5SjoKdCo/dDFC9/8AvYr5qe8J5NvtPq40qi3O39kXwOzvUuQ6fQSZ7nlBlqW4erqkhH4sQMfH/NO2Ttg1Wkj512p6nq42BZYJs3n7tV82ZN223tiJ95VVsjSyTzVC2N5JZDeRvMnFTqEBlhp3Yc8Ttn7f+rezLtD7M6DLNP62yjMs2yvM1mWKkqVmsjAq53LdeOPPHAEOme9lMRdQRzdiALYPSVpI2d2WjUDhTax6Ybyh9ogQIqSHebm5t9b4C1zE8HEYTToq8jJjSGiiolWGJ1e4N2tYfS/XD2nqZMsqaeqpaueKVSJInWQr4rnm4+WE5aWUI07KBDGQpB43cdBhi6zhJJ7KeRYE8hfb0GBn19TL8L2l56F7e84o+6yrUUC1MewqJ1sCl+D8rjjjyvxi5dG9pOmc9jkjybOKUipK96PAZdgBBU71IHPO63B6Y4dp8wqp5WjiJubqrDrycGqaWLJaY1FNI4zAkLGwNtvqfa2MzU+C03Hjgn2mhR4k6D1cj5zvymqqyEJUUkaZg6qtP3so3s0ZNi25drlgWvYm3HN+Rjz1VZlkTyUTQqauqYyd3KzcF3Fyp5HCji5HIPnjijJu2btE0/JFBQ5w9SkaguKlTJdv+1cN+eLEyj7T+uKeJKeWnBa+5o4pyqL/AN1gw/PGJd4DfWdyMDNGrxKl+qkTq7SFDm4lrtS0dfW0NZUwyOslOyJIO73Kqs9t+1gQbA9G88TjT2nMuzbM6Seq1zV1FVqPJpI6h0ndX71GVlikCsHKX323X6dMchUP2u9T0aCRaJzUlrgfq7g9L3K4VzH7bPaXTQq1NNUxOrkhoK0xbDbqdijnCy+E6tm/7lbb68Erx+X/AFO0sg0Xrd6PK87zoZfpaim+Ly/MI4AKWZ4hfZK0s7b/ABDrtbz9OMQHUOa9m3Z/p2ryPO9ZJn+XKoTuWZRFtUkrvlfw71NuVB3C45xxDqH7SvalqiWWSfMVp93JcIZJCfdpCw8/IYrnNs5znOJ1nzSvqa+Zzt3zSM7W/dF+g58saNfgQYg2n7RM6xxynfj+dSf0nR/aR9qtHMuR9m2UU5Rl7syLdaZbftMTZpLAD0HAtjmrUlRmmos2kzbVOay5lWSru3MLKq+iKOFHsAMGMxjqzSQJLNFFtTmCBLGx9fU4F1SrQ1G2UF5VF41JNxx1P8sbWjSqgYpXH+T+cDq6yxzaf2+0EinkVtrhljW1lJNvwwu9SI5ljUgbetug+mEc0rN7dzFZdvO7zv549RUgjRK2oiAT9lTxf3t6Y0GGRuaIqcHCx1PNUPLE5aQ92LA8i1vPCXeSSTpPOQ6MeCTYt6/P0wrDA1RJ8VOGSFmISOxO70A9R74cTxyNuMkUYlJCxkgeADnFQAOJfcTzNZTLNG0bKscHDFV++x8hf8cJQojvaQBI7eK3kv8AbjEsqrGiSEvL07yw/LCchqJwsCBUjjszk8392P5YrtEvuIjsPBDMZ3ZTEvhjU28Snjy88YVAQVo0AEjHct+SPS5wzqu8kkvAqbUAJZR0wRpaczApcxpGDwLX/PFSoQZJlg5fhRPBGZjFDDeU+K6i4j/njTu67/a5P+OMO5ljgg3mQLCtiEB5PsfPDT9Kj/Y6f+piAzH4RPMlef6vWd86f7DtSZGFTOdWaeok2oFSOollMRVNrWXg89eHuLmxvYgx/wAkWj5xFJm2r82rWp1KRjLKOOnUj373vOb+Yt5egtKYKSGEeCCNSTeyqBf5Y0nzbK6ItHWV8FOV5CPIAbew6nGthj1MwPMA6CC6fsy7N6ZY2h0lNVMhLGWvzKdyzEC5aONljPQcWtaw6cYO0WS5HlzCTKcgyfLjbk0OXRRMffdtLX+uAFTr/TNPxR1VRWOTwKdNyqf3SbWH1thpU641AaSaem0waanQeOqrZggS/nt4Rx7CUHEBe8nexOJNvh4mbvOCegLcn8TjE1VS0EJqK2rgpo2YKXkkCL16XOKVz/tQrqeSmhr9RTIa2QU0UVDTFYpD6qxaN0PPUTsME0yfPaCQ5nmmgs2zRQDI7nNohMw9NsQBkHs7n54JtEqQcyfZjrvTGXuIfjHnlDf6OCMsbeo/eHuL4DZh2mTQpuoMn7gWLd7WzrCjAngrfkn2a2Auk6qDtAq56fTVE+nMkyxlSpEUIirZqg8mMtzsUeZXk884gPa1lbaB7SNN5xlURp6Mof1ZO9ZHS5IdmuTce+LAY4kEcZEsSn1fVZxKtPW9o+UZasv/AEcKmNXB6qR1U+jJOvywnrnspy7NclnzR84rMxqoIxJHJUMrFV9pbd6QBc+ORhb1xPJsr0/qfIUnqqOnmoMwphN41AAjZb3v5Gxv7Yr77OtVW1emtR5HWVLV+VZXmklDl0sgJ3QGNWMYJP3VLEAeQNsezPexHSUxTMz03dtCakwkxVCCMtaxCOHAJIDIydfNLi1iTdP2dK1qSmzXTE1K1MitHmFHG8u9rONsm3k+EMoPPm5xYNLorTFFVrP+hoWkW5R5maVl/wCyzkkfLpitpIafQva2lRQ01PTU1U4kmSGapd2SW6s0pe8Q5sQqkHwjr5QTJwMZEuqvo6TNqGqymsjV4qqJ4pUboyspU3+hOPkXrWgz3QWts600+Y1cM+WVktKXWRlLKrEKePIix+uPrs+wm/mBbn1x89ft06CfIO1OHVVNDtpdQ0wkJA472Pwt9SLHFcS49SkTn2grausqrVNTNLf95yST9cSaSWJFeaSwhjBLAkWb/d4xCqeVqeZXuAL8/LB+lqGzeYL3dqanFyBwGPkPlha9M89oxpn2jHeFaOd43SumiKjbujiHFh7+54wokUdTIJ5UXe7XYEfd/E40oe7qKl7ECJRzuNwT/djXMqtGJWmVI4wOX8yfTCvVsAR3IC7iY5WrCiSnO2ynhieB6gfz/vwjDWAsEESMt7ICt7ep+eBkUc1U25i4jFuPL5WwQkpJY4XkRQi2BBb3HRceZAvBkJYx5jiUR2sdrAC4Hq3qxOEopqiWZUinKxMwW4NyLn+GB9TUKEMaqrWHKg3BNucPsrljjjCPHGBe5YtyB7Gxx4rtEqH3NzHdWwo4hHDudiviaRQOnOMpLlsTBkV22qHdSv3jbp6298b1rUlMDP3jEvzCt77TfqRf18vxwKRJChmk+/JztY8t/vNfpgajcIYsVOJmvrXqT992ZzcKFso9gBYYHslTVOYafdKwstvIYeQwSd6ERgXk57xT9xQeT8serZJIe9yyjtEhC2ZQS0gNrc+Xngw9PAgviGWMQWJaPbFSolTVyX37eVT5fz6YLZdktXKXMzqdgLPM3IB9Pnj2WaeqKNY5atGWOTxAftOMTWllo5Mr7uCjJOwiONlISMA8sSTyT1P9g4wrffjhefnHNPp/7n4+UiXw67kLHw+QUWv88EotqBVpKeNp7WXw3Cg+ZthuUavq3jp5QALd/UFPCp9EHQnEpotNpRUcRqYjTwyDcAfFLN7tz536DALnCDnrGqELk46SORUs5S7AvvPMjG1z/b8sJV0AlRaeMNtTg+rEeuHWa1UkFS7w1QVk4sRdYef4+mBb0tbmEhWSRoqSJiGJ5Z7e3rz8sSq9zxBuc8LzNaZIzN3csabY7g8mwPtbEpyCLJMpUVVZIO8nNndlBdR/ui3v5c++ApFBRQJKybY16E2PA9/2j+WElzbv45mipPhgRtErsSRfryb+XkMUdWtGB0hqXWk5PWP8/wA2ojWu2VMIo0G1SyAs3PW3NsResfZKsivueZrcm7YVnaDLoHkEgkZSAG/adv4AYQpUKH42vhLSDkLf7g8vrhuisVLxEtRa174PWYhpYYX+KlEbMhuiyLdb+pHnb0ON4gKpipgJUDc7X8/4evGN1gevjYMGVABz528wPUnDqaWDLqcwQrdbeEX6epY+eClsn5wIG0HPAjWpeWCPvIoxYKFsf2R5BRhCmlMLrO8hZxyq2vc++ExUVFRM+1+ZLAswvx6DDs0kUEBZ5HAH32bg8fu/PEnHQ9ZAGfUOkR+HWQGeRxGnJLsL3Pt6/LCc8slWUpqGOy9bWN2t5k4byVjTARLuEEJ8KnkYewZpJCm+OlQoxt4rXNvp/ZiSCozIDKfT0ETLmkZYUvtQWdr2DH8if4Yf0FYgjeQISWIHNib/AIcDDCGnkrJOjO/3jewUD5YcpMIl7pA5ksfELWFsVdQ0IjlTxM1ckgUPMS0guQGa459jhp31T+6f6g/lhxX0U9DDDPWEO0wBWMtyB7+hx7cf9mf+piBz05l9v/seZ212b5pqPtFWafPtXV8SKz/q4NigIu0WCKAhvuuSwbiwHrg3rUaY7PKWkeHSVbn7VTsAZJT3MTg/eYC4HW/hTmxwr2Ydl2daNmMtfXRNGQ3BsHYkWsUW6j5726DpiWak1Xl+mqGasqDcwgGQAM2y/rYH8MaL2KnqY8TBrVrG2AQHp/TWV53kqZ1mefy1MdcpcwUErUtNHyf1aqoDki1iXNz6DEJ7MZJjqzONP6lr3r4MmqpJMvo6hyFAdgS+0gltpFgT69OMM9KdqelMnhzHvKioqpKvMZ5qWjpoHkkjjNrWVbgewv5H1wAzrLdY621RDqvRuis5y6riG16ysqUpEkToCyG5HJHS/wAsZ1uttaw1oNo9z+01KtDWKt9nJ9h+8ln2iMtnzDIcj1U2XnusnrmjqBFYlYyRY+1l7zn1tiy9Ga7yql7PKHUOf5xBTRwU+2SaV/vBOOPMmw8vPEKyLsy7T9Qaf+B1X2jRwU9SSJ6emy4Sh19pHIv89mJDpf7PGj6SWAVbZhn/AHDHu0rprwr/APpqAnv0xoo/9MFjM25c2ZH2kM0VqbtAqtTZ9r/RejnzHTGZ1RVKR5xTzzECxmj3Cx/vtY9cOO0qXWPavlMWRr2Q5zRVcMwkhq56uKIR+vW1/wAff2x0TRaRqY4EijWCigUWCIL7BbgADgWwTj05loAMjSOfW+0X9fXAzral4zmEXTOecYnOeW9l/arn+T0entV60gybJKSJI3oMqu88ijja8rAAfQN7WxPsw0XDlOioNN6LoWpVoXilggSYoJSJAW3sT4tw3bib3Pri14skyxEKfDXvxu3Ek4RqdMU7BXpqh4dgsFJuOv8Aj1xA19THniW/COBkfaV9p/TuZZdTsk+ZsgbMZa1ILtIsUDcCAEkXA5I4IBPA4GI721ZaHyilzyERBqSXui89XOiIrD9mOIHvHv0uOPQ4sStiqKGXuakG7cBuLN8vXp5YF53l/wCm8krctTvEEkLWIm7khvKzAEr8wD8sMrgjdniLEFTgzGis2Oe6by+v27nMQjl8RJDLwQfwxTX22dDyao7H589poN9TpyoWsFh4u4bwSfxVj7KcSzsSzcwtmemqiWBmgfvozBLJIg/ZcBpAGaxtduhLcYsfPcmodR5RXZHmyd7R5jBJSzp6xupVh+BxYjE8jbG5nxsYNI9uTziW5dG4y9KRbRxg7nIXn6nzxpqrSdRorVObaYrkJnyyrlpWJFt21iA3yIscKZZ3k8bKqkqPC2F7iDDVKUfaJlwe8/zdGRL2X3xiKieV9zAixIHHGHwQJaAqFJO4kc7R784zHE9Q3dw37u45tbd7D1wHdjmMBMmJw0oLm7NaPliGspt7nyx6peomXiXm20lb/d9MPaujFLBGstiy8FPLy5P8sIzBHkCpeNSAB5kcefz9MDzk5h9oAxB6UUkm1YQhReWfpz6XPnjJ30rJTwSbZlIPrY+x6YIRxvNMIaaIu8agSOFG1PUHyONpMuG537xWY8Any/DHmcDkyFqY9I1kPeDvHdWkB5K2Fm6mwwjIASVjEhZiLXN78WufU4fU1NTKRDCjO1+S3Ut6Wx4ZfUxUiyFrVzPxBY7lHre1r4HuhvL9OR1no8tahpRLKxJlNi27njyxvelj7uljfdLILM4W+1b/AMR0+mGTQV0K7Kicz1TEgxg3SIenux9PK2H0VDFllOGsWlA8RPQX8hirDJ65MtWepxiOoZSX7uGWWW1kjUn06knn/B/GR0eT1NbliyV1Q9PQQklkQEO/PS/zPXALKIZXvmFQqwgk38JIQetuDe3l+JxKoNRUAaCKGCbYoPeVk5B2NbghL24Nv5YRvYg4WaNCKw3OcR3p7R9RVMtdOlNSUMbhhE7WAQc2te5J9/7cOtVanhoUeioEWaqZDGJAoZkJ5JBtzhg+fwS5X3VPMlJTRRnfU1Ulndib+FBzc+vJ9sQLPcwkmqzHTSyiI873G1ivuLmw9rnAq6XvsDP2hrtQlFe2vv3j34qBI3MixylXLBWPAP7zMOWPsOPfGrZnW11MZKVC6CTaXZRz8h0A9sDo6QQ0/wAdmaSLTkDuob2ea44JtyBbn/F8IT5lUPB3kknw8C9IY1tb0H9+H/KGZm+aSPUcRaSI7jXZpOzRL/0ZIuT7eQH+PfA2qr5a6QNKSIYxcKvCqvp88N2qKrMJN0lu7UhVDEkC9/IdT/LBTLsjBkR6hv1ZN0jFwXt/AD1OD4WoZfrF/VYcIInSWq3WSSJl227u44UetvM4eQUjSOZp1YRg8XF7jD2oqKWGUqCqpEB0XxEj+A/M4GvWT1sjHeRCnBX7ot6sefwwAO1hzjAh1VU78x1W1CQqYqddoAsoQA84ESGOIhq+XazdQBcp9PPClZmCQgx0pEzDgyHjqPLnnA6PLqvMJWmlY7T4ix6HDFVe0ZPEXsfceBHsFcwVDGhVVPFvvSH19ucaVUlRVkSzLtANuuHVHQQUagVS7/CCq3t5A/44xsIzLKVHHNlvey/L3x4uqnieWtmUAxlFAHku62QeLZ6+2DuUZeksZqqots6JHGu4t+PAAwP7pqSoXegbaOR5X874etnBkVU7mIKCREickeZYj0tgVhZxhYeoKp9U2q5e9naFaWKOO1kSNbXb1v1OG83/ADfaeKEbm+6ALj+WCFLAyjv2QrG3i8TW56WwQSloZXMjq7zooZV23VPTjoPz+WAecK+DGfI38jiRxMpzCuX9K1tYd0hJs/UensBhb4ZP9uT/AMYP/Zg41DmNeHiqELxxrcRxGy+w9/rbHv6OVH+zUX9YY8Lz3l/JVeg+5nY1d9oTS9dJTRZetTHDNOlO80gUOoc7QyqCQRe1yDx6YmYpKeeH4KnG+BgRKzAEyE9b364plu0Cq1lpKr0xkGg/0jVVCmGmNFSyJSwg9JHlkAAIPPHoMWhp+LMMm0tlOV5rVrU19HSRwzyg3DuFFzfz+eEvEdQ1hBbj5Z/WC8P061D0DPzxFpcsyjJqcU+VUFNSEde5jVDz8sGcjyLNsxkiihgcRuBI5ewBj9Tf16DGuR5NUV80VTU0/frIdsKech/sUeZOLWyfLY8tpjDfdKx3SP6m1rfIdBhbSBjZ5hHSMa2xVr8qIZdp6GOIfGWZl/ZXhR7YMRBI4+7ihVB7YT3mJbt9PfCyyDoVK+mNVna3ljMdUVB6RNgX5B6HGRGgO0A3641DAtz5Yyhud4JIPlge2XBzFNypxb2vjZXHAXyHl54wQCLHj54wRtFkAJxYACTNJ6aKphMdRHuU8882/liI19FJQVGxheKQ7kPtiYhXbiRx62GEcxpY6ukaJbBiOD6HDWnvNLYPQwF1QtX5zm/M6j+hfatBmMlWhhrJAGjaplkl7l/CxKlQiKrEEKDc26HF0LGJAApFx7/lir+2yhkXKoc2mqFhFDKI2Es8qpYnr3casXa/S4sOuJlorOP07pmizA+OTYEl9d68G9vPzxtdRuEy34PM4j+3Roo6e7SKbVlLAFps/pg0jD/XR8N9SNuKE0hXSR17KQ3dhS1gLnkWv7Y79+2docay7IajNKeAGqyCVa5CRciPo/5EH6Y+d2VVawViAKdpO0m3U4BcuQYyrcq8nUtPSVaSHutiu5LOTwpB+6oBu3vhSOrNLJDSpTJ3cBBkIHJHHP8AD/F8L0NL8TGkSyU8cqozgspuL/L+OHy5TOmXtXpWwOAwZQTZnYcWAPlYE/QeuM0uOhmmiE4IgPNnimqnqYkVUI8CA+LnyHqcYjpFM6inhvKE3TSEginT0v0LED+OJPlQiaSV6JIneOMGpqZQCIz6IfU88dfwwAz/ADODZNl1BFsuwtJY3JP3ifUm9uf5YgWbjtEJ5WBkmMJM7SLflWT05443vwFPr7nCaR1zDZTJ3k7jxlfEsa+bE+uEaKheWYUWX3RRzJMwttHnyf8AH8MSEQChoRBTxkxEdEYF5D0LMfIYh2VOBJrRn5PSIZdlIoRticTVR++xPhTjrfkcf4vhGurREJKahfe5AWSpFySfML6Y3qq1qiMU6NHEHHiC/wAMYyzKMwzZlGX0t0Q7WlYEC/oPX/HTAwcHc8IRn01iJ0mUPxII3YqLqF6tg4mSgU4qq1kWdVukZ52/LyJt5k4IfCpRH4eAtPNGO8lCDdsHyXn8cK0Oq8qo3lr66iPhjMcUEiAtUsRw3+6FI8hyT14wBrmPK8xlNOoHr4ECGKoqo3gDPsB3bgnMhvyB7C/XA6qro6E92HkkHTu24IPpbyvh3mWrKyrIplWOMsWJEafrGDeV72AwEnSNapIgd0xN2XqAPc4lVP8AcJR3UcKZu9HU1xaqq6lFVFuim7KvyA/jjZYYoF+IZCQRcHyc+vywjV5kkXillDMo292DxhjW5vVVSeGMjmyi3C4YQO4x0EXcouccmYzHMpS7TFTfpz1v6W8hhlSxVmcTuieORj6gKi+ZJPAxrDSVlS6xGMlnNyxH3fTEjpYqXLUWkRiZGIM1vX0Pv/DB3daVwnJgERrG9XSZy/LafLt/cxmtnG0biLIreov+XnjM1e1PI9LSEzVk4s8n7MQ9B+WFa546VoxCwji2kvK17t62GBUNWgdoaGO4fzYeOQ/y9sLJus9bcw1uKyKxxN6egqKgGZpVWNG/WOxsDzzY+ZwhVmqnZoqWLZFyFUkc+hsOpxIKDL6zMmJqKVlhiUDatwAfO3lgbOvdSGkpInkqJCdsY52r6k4tVYWJA5x+kvqKFqVcwfHQrDIqOFMlrhB5fPDupWWOCOnjYCx3AKBz+HT64K0eXxU0BiNQiylLyseW9wBhhPIZqhVLAwwC3hFh14+fzx43F3wsgVgLlhHFS6y06IvdoU44U3J87fzOGYhkViqAgg3LE3thWVu83O+5IgbdOW+WG0ldJHFYIEU+Q6n5nEDJlWKiYIeWY0sTXF/ESTY/XC+U5epzF4olKsD5kEe+BTzM8qqbMzcgjgDBFUFLEHSR0HqCNxP+L4IykDrK1WZPTpDENWtK7LPLFKd21HZhYN7DyA9cMqjUEjSOiK+8m4MdgSQOpN8C9qyd47gA2JVWPF/fCcYVwWmRtw4CgcYEKl6mF81zxJHSaizw04o4Nkcbg97Lu8R9T7Y12/8A5m3/ABsCqeKqgZLRySSOAbAeEL/bgx+jc29H/qYqQc+kgQq//YEz6FTyJRwrDGuxF4CgWGGNErZjmaRkE06As20dQOcM56slBLI58QvziT6MysTLGqt46w7ibdIlPJPz6Y55QXYTRsYVoTJ7p+hgip48wMREsqDaGABjTyUDy9/XBhRdrk9cahE2iw6LYewx69gAMbIAUYE59zuOYodhbaP2efnhQKJByDhBnPQH64yZWsL35xMjGI4N9hHU2x5Xit90jCVybG9saBySbE/XFsD3nsmO7ftK5F/I4yG8QNwQfPDQyFf2vLGySqE8Ztbm/piCMDiSI7dFIvc8eePb1UeEflhKKVto5BBxkm5II48seHWekP1/k/6Ry+eKN5FFTGyXjkMZ3WuPEOV+Y5xVPYzmzU8uY6ZqJ+8ETd9Gy79vBswUuAzWNvF54vTOYTNRyRR8eG/A9Occ65rUPo7tPp82RZvh6l7zOxlcbH4O5j4VAJFlGNzQ2b69p7TN1SYbMuDNcups5yisyatUS09fDJTyKR1RlIP8cfJbXOm6rQutc20vWg9/ldZJAoI+8Ax2t9RY4+twkjkVeeAL3HTHCP27tBDKNa0OuqOntDnEHc1Dgcd8nHPuVt+GGjyIFOVI/OVhkbSVunxUxzWlFkZrgA+qr7C/OFc0Ec0kOV5XCnexxqruGuGJ5Lf2YrjJM3rqRjSwSPaXhUHqcTmWVMkypZi16moH6yTzJ/dX5f2nGPbUa35PXpNii4WJn26xWqzGGmy8ZXTyKiRtuke3+kb1P1xjLtPz1PdVddMELqzqm0khbefoTxbp54TybJpnWPMs1sqg7ooSRx6E+pv5YM5jmWX5NBaeQySuCzWNyD5DAXbYdq8mNL6hufgCN5s1oMthNDTIXqQdpHkoA8/cc4GxVDVBeGIvMzfs3uWOAUtZVZrXhlRbSyALGAB1Pt/E4mOXRigX4bKk76Wo8CuOpY8YlqxX6jIS17jt7RXS2nJsyrSZEaQRPeymylh05xN6fu5pnyzKJYkSJSs0/wD0adeF9Tz+N+vXCIrssyfKXyhZWjdCGq6gHmW55RB1semIpnWutlPLTZYEooZioLRnwgAWtfzPrhBvM1DHbNJPL0qDcfrCGb6gyzS8M1HlEa/GyuHnqH5e37hPkPYdcV9W11ZWztV2ZpZHJZz159caVJ+Nl3xbtg6szXLN6nGjSJCoSJWJbq3qcP00JSPnMnUal7m54HYTMcdSN3iCA9ZCLMw9BhzGyRo6UyPITcuTwL4aoN1QO+3sx6AeQw+iqoYdoCLyLEKeR68Yu7HtIqUHk8RLLKCiNXGamPvmY3EfPiPp/fhvNC8lTKwdEXewZltsXni3r9MK1WZShSIIzGJX+/0bb02j2Png5lWW0ayHMs22MIwTHTg2sPLjyA/PFGsNY3t9oyEDjYvGI0hpZqPLY5WQAyj9WD1t64SpKF2JABZr+Njx59Px+pwakqaaGRqvMXUzkb0j4IiW/G70PtgXJmE4mWsRQ0CHcoHkx6Fvn6YX3u2cQorQEbozzSmqhmfwcg+JlHAAN1X5/wAsNXQZdM0YZXnsLupBC+wwvJKsCyV0khaRmN2B5uT0UYb0mVVeYzRDZ3EEjHa0hsCB1PPX+/DafDhuBFHOG9IyYRpM7z9kfKKOoMoncPLa1hboSfQYJ01DFlAkiil76okQmWUHn3A9AMIsaHJ92X5TtklYfrZRxuHnbDKWCsY7kYjfwT5AYA7h/SvAP6y9aMo3Ocn/AB9I0rqypqpSwbu428jxfDmnooo4Vml63sff04wm8lE1baUqg8lBsGPpjSGoqqmodYnaJJBYHy2+l8HC4HHEBuGcHmK1XeSymBihVACSOg9sMpBJVErTRMbG25en0wQnjjWERtIqQAevMmG8dT8TIkNMPh6eLj0LYrW3Oe0sV4m1PRQ0ygGPfMxI2nocYzCOWGHdJIGkcWsDyvt7YexTQUO7uYi7uD4j5YHSxpUyfqzeZjfk2x7eWbnpLBNq47xvS009QAYUNvcdf/jGldXJEhpactJOTsLL5c9BhzmsFbQoIF2xqw5kDA/QWwwpI4BEGjiO/oGv1ODBc+pukCz7fQv3h7Jqv4eBIzH3tSiWUk+FefP1ODX6czr/AGlP+CMQiRJQ5HN/wGM/Bt/rsDNAY5BEYTUMowZ//9k=" width="308px" alt="price of $"/></p>
<p>&#8216;Ode to Satoshi&#8217; is a bluegrass-style song with an old-timey feel that mixes references to Satoshi Nakamoto and blockchains (and, ahem, &#8216;the fall of old Mt. Gox&#8217;) with mandolin-picking and harmonicas. «Our analysis shows that certain content, e.g. illegal pornography, can render the mere possession of a blockchain illegal.» On 18 June 2014, it was announced that bitcoin payment service provider BitPay would become the new sponsor of St. Petersburg Bowl under a two-year deal, renamed the Bitcoin St. Petersburg Bowl. Bitcoin LINK was to be accepted for ticket and concession sales at the game as part of the sponsorship, and the sponsorship itself was also paid for using bitcoin.</p>
<p>This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute. 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 order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first.</p>
<p>Get the latest crypto news, updates, and reports by subscribing to our free newsletter. BTC to USD rate today is $20,006 and has decreased -6.8% from $21,462.73 since yesterday. «Bitcoin, the nationless electronic cash beloved by hackers, bursts into financial mainstream». «El Salvador looks to become the world&#8217;s first country to adopt bitcoin as legal tender». On 11 November 2022 FTX filed for bankruptcy with an estimated $8 billion missing in customer funds.</p>
<p>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. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike fiat.</p>
<p>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. 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. The number of businesses accepting bitcoin continued to increase.</p>
<ul>
<li>These are the average exchange rates of these two currencies for the last 30 and 90 days.</li>
<li>Biden will propose changing the tax treatment of cryptocurrency transactions, which could raise $24 billion, The Wall Street Journal reported.</li>
<li>Margin Trading Trade digital assets with leverage on CEX.IO Broker.</li>
<li>Thus, the majority of crypto enthusiasts are investors or traders who are trying to get a profit by speculating on crypto prices.</li>
<li>Bitcoin reached an all-time high price of $69,044 in November 2021.</li>
</ul>
<p>On 3 March 2014, Flexcoin announced it was closing its doors because of a hack attack that took place the day before. Bitcoin generates more academic interest year after year; the number of Google Scholar articles published mentioning bitcoin grew from 83 in 2009, to 424 in 2012, and 3580 in 2016. Also, the academic journal Ledger published its first issue. In June 2011, WikiLeaks and other organizations began to accept bitcoins for donations. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. Finally, make sure that the company can operate in your area.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Fix the money fix the world <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> </p>
<p>It’s not that prices are going up, it’s the value of the dollar decreasing. When you can create new money out of thin air it gets passes onto the citizens via inflation. </p>
<p>This problem will only worsen with the debt to GDP levels we have</p>
<p>&mdash; Ray Williams (@RayWills96) <a href="https://twitter.com/RayWills96/status/1633484736021626884?ref_src=twsrc%5Etfw">March 8, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble. In early April 2013, the price per bitcoin dropped from $266 to around $50 and then rose to around $100. Over two weeks starting late June 2013 the price dropped steadily to $70. The price began to recover, peaking once again on 1 October at $140. The price quickly rebounded, returning to $200 several weeks later. The latest run went from $200 on 3 November to $900 on 18 November.</p>
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