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	<title>Crypto News &#8211; Mame Garden</title>
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		<title>Bitcoin Price BTC USD Chart Bitcoin US-Dollar</title>
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		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Mon, 06 Feb 2023 13:59:54 +0000</pubDate>
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					<description><![CDATA[The first rationalization of cryptocurrencies, although symbolic, revolutionized the perception of BTC in the eyes of numerous investors. Another further milestone in the history of digital currencies was the purchase of the first material property. May 22, 2010 is commonly called the &#8220;Bitcoin Day of Pizza&#8221;, or the worst investment in the history of cryptocurrencies. The transaction took place in&#8230;]]></description>
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" width="305px" alt="market cap"/></p>
<p><p>The first rationalization of cryptocurrencies, although symbolic, revolutionized the perception of BTC in the eyes of numerous investors. Another further milestone in the history of digital currencies was the purchase of the first material property. May 22, 2010 is commonly called the &#8220;Bitcoin Day of Pizza&#8221;, or the worst investment in the history of cryptocurrencies. The transaction took place in the city of Jacksonville, Florida. In November 2013, the University of Nicosia announced that it would be accepting bitcoin as payment for tuition fees, with the university&#8217;s chief financial officer calling it the &#8220;gold of tomorrow&#8221;.</p>
</p>
<ul>
<li>Cryptocurrency picked up a bid at lows after the U.S. launched an airstrike at Baghdad’s international airport, killing top Iranian General Qassem Soleimani.</li>
<li>Additionally, the decentralized design of the blockchain makes digital transfers of payments faster and more efficient as well.</li>
<li>In January 2014, Zynga announced it was testing bitcoin for purchasing in-game assets in seven of its games.</li>
<li>In April 2013, Eric Posner, a law professor at the University of Chicago, stated that &#8220;a real Ponzi scheme takes fraud; bitcoin, by contrast, seems more like a collective delusion.&#8221;</li>
<li>It hit a peak on June of the same year &#8211; an article published on the Gawker portal proved to be a hit, conquering the Bitcoin network and reaching a significant group of investors, helping raise the BTC price to USD 31 during the week.</li>
</ul>
<p><p>&#8220;21Shares brings first crypto-currency products on Bitcoin and Ethereum to the official market&#8221;. &#8220;Bitcoin value rises over $1 billion as Japan, Russia move to legitimize cryptocurrency&#8221;. &#8220;Japan OKs recognizing virtual currencies as similar to real money&#8221;. &#8220;Our analysis shows that certain content, e.g. illegal pornography, can render the mere possession of a blockchain illegal.&#8221;</p>
</p>
<p><h2>Sam Bankman-Fried’s lawyers say their need to gather evidence may delay FTX founder’s October trial</h2>
</p>
<p><p>Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. It hit a peak on June of the same year &#8211; an article published on the Gawker portal proved to be a hit, conquering the Bitcoin network and reaching a significant group of investors, helping raise the BTC price to USD 31 during the week. Bitcoin’s popularity has made it an acceptable payment method among several businesses.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">How about measuring today&#8217;s market cap of a company or whatever (in like the 1990s) probably there are people that said a 1 trillion dollar market cap of a company is impossible, while some companies did it. infinity/21 million bitcoins will be much easy and a bitcoin standard.</p>
<p>&mdash; Mouad_Fard (@fard_mouad) <a href="https://twitter.com/fard_mouad/status/1605421844177321985?ref_src=twsrc%5Etfw">December 21, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>The Google-owned video sharing <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> has since apologised for the mistake. This launch means that retail investors will be able to gain exposure to Bitcoin’s price using a traditional, regulated stock exchange. Police in New Zealand confiscated NZ$140 million ($91 million) from Russian bitcoin exchange operator Alexander Vinnik. On this date, Bitcoin reached a new all time high above $20k, bypassing 2017&#8217;s record price.</p>
</p>
<p><h2>Latest On Bitcoin/USD Coin Metrics</h2>
</p>
<p><p>New Liberty Standard opens a service to buy and sell bitcoin, with an initial exchange rate of 1,309.03 BTC to one U.S. The rate is derived from the cost of electricity used by a computer to generate, or “mine” the currency. Rapidly growing Bitcoin investment from China steadily drives prices higher and higher, reaching a peak on November 29th. Founder Michael Dell announces on Twitter that LTC dell.com now accepts Bitcoin.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">&#8216;Alexa, how much <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> are my organs worth today?&#8217;</p>
<p>&mdash; Thomas LaRock (@SQLRockstar) <a href="https://twitter.com/SQLRockstar/status/1602412316942864388?ref_src=twsrc%5Etfw">December 12, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>The investment bank told its financial advisors in an internal memo that it is launching access to three funds that enable ownership of bitcoin. Two of the funds on offer are from Galaxy Digital, a crypto firm founded by Mike Novogratz, while the third is a joint effort from asset manager FS Investments and bitcoin company NYDIG. Morgan Stanley is only allowing its wealthier clients access to the volatile asset. The bank considers it suitable for people with “an aggressive risk tolerance” who have at least $2 million in assets held by the firm.</p>
</p>
<p><p>It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. Bitcoins are created as a reward for a process known as mining, which comprises adding transaction records to Bitcoin&#8217;s public ledger of past transactions and keeping them in the queue. Blocks are chopped off as each transaction is finalized, codes deciphered, and Bitcoins passed or exchanged. Miners use special software to solve the math problems that keep the Bitcoin process secure and are issued a certain number of Bitcoins in return. This provides a smart way to issue the currency and also creates an incentive for more people to mine.</p>
</p>
<p><p>Those holdings are worth hundreds of millions of dollars, the newspaper says. It wasn&#8217;t clear whether Founders had sold any of its holdings, the report says. Canaan Inc., the world’s second-largest maker of Bitcoin mining machines, filed for a U.S. initial public offering. The Hangzhou, China-based company listed its offering size as $400 million in its filing with the U.S. Options on CME&#8217;s bitcoin futures contracts launched on the CME Globex.</p>
</p>
<p><h2>Craig Wright Claims to be Bitcoin&#8217;s Creator &#8211; May 2, 2016</h2>
</p>
<p><p>The move comes a week after cryptocurrency exchange Coinbase Global Inc said it had partnered with BlackRock to provide its institutional clients with access to crypto trading and custody services. 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 WAVES <a href="https://www.beaxy.com/exchange/btc-usd/">how much are bitcoins today</a> 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>
</p>
<p><p>Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds.</p>
</p>
<p><h2>What is the all-time low for Bitcoin (BTC)?</h2>
</p>
<p><p>As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. In February 2011, BTC’s price reached parity with the U.S dollar for the first time. The milestone encouraged new investors into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do I convert Bitcoin to cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Crypto exchange. Centralized crypto exchanges are one of the best ways to turn your Bitcoin (or other cryptocurrencies) into cash.</li>
<li>Online broker.</li>
<li>Bitcoin ATM.</li>
<li>Crypto debit card.</li>
<li>Peer-to-peer crypto trading.</li>
<li>Crypto wallet.</li>
<li>Money transfer apps.</li>
<li>Spend it at a crypto-friendly business.</li>
</ol>
</div></div>
</div>
<p><p>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. Goldman Sachs is abandoning plans to open a trading desk for cryptocurrencies. Goldman still sees the regulatory environment as ambiguous, according to Business Insider, which cited people familiar with the matter. The Wall Street giant has been considering the launch of a new trading operation focused on bitcoin and other digital currencies for the past year. Mark Karpeles, the former head of Mt. Gox — a bitcoin exchange that went bankrupt in 2014 — was found guilty of data manipulation by the Tokyo District Court and handed a prison sentence of 2.5 years that will be suspended for 4 years.</p>
</p>
<ul>
<li>The cryptocurrency rose by more than 8% to $5,243 having started the year at $966.</li>
<li>4 ways you can sell your Bitcoin into cash at the rate that’s most favorable to you.</li>
<li>US court orders Craig Wright to share cryptocurrency haul with the estate of American programmer David Kleiman.</li>
<li>On 2 July 2020, the Indian company 69 Shares started to quote a set of bitcoin exchange-traded products on the Xetra trading system of the Deutsche Boerse.</li>
</ul>
<p><p>The following , 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. 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>
<p><p>Bitcoin is open-source, its design is public, nobody owns or controls Bitcoin and everyone can take part. It is maintained by a group of volunteer coders and run by an open network of dedicated computers spread around the world. Head to the KuCoin Exchange for 24/7 live updates of BTC/USD prices and the ability to buy/sell crypto quickly. As it was devised keeping this factor in mind, and its blockchain has never suffered an outage or attack.</p>
</p>
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qWlKUjqSTa0VH4aExcX0Dn7d8eXQp3c+9SPLfBJX0VeWasMZO1zMicliiaxjUUsMKUDf1SVCkptfldxbpNuYCfCJf41xbTMA4QreN626G6fQJB+oTKj+Y2gqt7zYAeZjTZO4AlMqsrMMZdSpRegUxiUeKT3VP6buq9xcKz7rRFL0p2ci8L5Y0fKCjzobnMWzAmqilPtGQYNwg+AU9oO3RojkTE1JE/4lcfOa3dkknPwjZ/8AyNvMpEf8PocHnj7lc0sdYwquP8aVvG9cfW7PVyfenn1LO+pxZVb3AED4Q5XCNkW/xCZ1UnBz7Lq6JJEVOuLQSLSTak60XHIrJSgHprvDLJBV3QL3MdjeALIBjJPJeXrlXkkIxRjZLdSqK17LZlrH1aX35WSorP6Thvewt6h+I/FMfBXD75IDiVw0RDwOMZ9Gjf1wOqhKOB1VKGfVSZlpeVlJZiSp8qzKycs0lliXYQENttpASlCUjYJAAAHhF0Egj+MNhxAZ3UfIvAstiSouNLnKrVZSkU6XX/OuuupC1W/NQ0HFnpsBzIhzluINlJPdPeHu5x4aqrfWRU0dxnadEpcAT1LcZP1PPxz4K1xyMc8wt/hXFvj8wkcHcVuNEIYLcvWXWKywq2yxMMoWsjy7XtB70mGuyYy7fzczWwtluy+thNeqTUo86i2ptom7ihfa4QFEX2vEwPS24QRK46wFj9loj5UpExSXlDlqlnu0RfzImT8E+URo4Rcc0bLriMwPiqvzTcvTWaklmZfc9llDiVN6z4AFYJPQAx7p4Zu1RXcEw11LvKIDjzcxpaPfIVRmYI6gxu5B32XbTB+DcM5e4Xp+DMGUlimUalspYlpZkWACRa6id1KPMqJuTubxocxs68q8pp2j07MXG1PocxX3SzT25jUS6QpKSo6QdKQVJBUqw3G8LZTiCq6VhSSkKSRyUDyI8rQ0+f8Aw2ZbcRtDlKdjNM1KVClla6ZVZJQTMSSlEFVr91SSUi6SOnQ7x4ltT6GtuofxDI8RuJ1ubu4E53OQc78+uOW6tUgkih/3YAnonbKXE3TpJI25Rz/9Kvk7Q/yRw/nhTZNMtV2akih1RaEW9aZdacW04s9VIUyU35kOAHkLN/xCZdcfORTE1iKm5z4nxbhSVSp01SnTS0uS7Q5mYYN1N2A3IKk/pc4iXjPPXOXMmjow/j3MeuV2nIfTMplZ2aLiEupBCV2PUBSh8THoT4afDapttyhv1suMcsIJ1BmrJBHI7bHfODyPRQdbXmUdjJGQ7zSSaUSkb9IujaLTKTpBJi7HpVJRcgvdXlHsUx7c2vGiWBXu94Co3vaAG8XAkAQLfmvE3i80grUE22MUaNrgxsqawXbJI59YSleGDJT+ipnVMgjb1WVTqet1Y7vnDu5Q5L4szXxExhvCdOL7hsqYfUD2Mq3exccV0H2k7CMXKbK3E2ZOI5XDGFKWqcnX1W22bbQLXWtXJKR1J+2OqGVWV2HskMBM4do4Qt1tHbT86EALmnrd5R62HJI6D3xXppn1T9LeS6LLLT8MUwOA6d/IeHmf7eKbHDGQ2RPDRQGcTY2lpat1QkNom59sO9q/ZRDcqwduSSb2JskkkAGzG548SGN8fL/xDLv4dw1LfNsSqkOD1sg2Ors9PIX2SbJ3FyYR/FhnVO49xe4j1xTNKlbsyTXZXXpAAWU7i2pQIJ222ueUMFOTTNSLapNxyXWkhAZfSlSefNLgOrz0qBI5XMPqWkGNXILm10ulTVSl9S8ud9h5YSkqeIGJt9M7T25VmcC1LWhaj2anCdlIDh2tt1MYEzXqmiYUzVmG0K0hCnUy6RYHqdv4e6NdTWJyVm0mqIf7BxQQFpT2oSehtyWB1TzI2G8ODJU+mzskmkvJbl3VXVJuXvLzCQBfs1EEJNym6TYC49q4h/3Y9ioloe85bstdTexRNoYfcU66EBxt+6SsIUnUlaSOabHffp7VhYqpqdr0ihueoWJn2ETbvZXDxbPrKASlC1G1nCACnV3jyK1g2ToaNQqjLqcpc40625LJ1SDyEbgFQKmzfkDcrSTdOpJQdnNaFhR21TynWPU5X10pLE9TlEpYqSQb9o1cXbc2FgdwrSdjqsi97AM5S7GSgggYUleCjPyr4rmKlgPG1WW9Wqe/rZU6QFrliNveUqCgRzG1+cOxxYcNdNzqwRM1ej02XbxPTWlTEi+2j5yY0jvS6j9IKHK/JQB5XBh1kZh+Xl+IjCFbpc86WZtubZeQuzazpR3dQHtdQRzCh15x1FprdmUAk209DDSSJr3FqfU9xnt80dXEcPB+vquB2IqOphTjSmShaCQQobggwjJxlSVKJET248eHJ/AGMJnMbD0gs4cxI+t54oF0yk6olTiDbklZ1KT4EkdAIhDWZMtLXZPKNKKZ0bjFIuhX2mgulGy5Un5XDPoeoPuk5aCKnEkG0UxNg5XOXt0uwiCCCNlosqyiS6/YoSO6SLpV4AdPh4RjualLK1G5VvfrGQt0IAZTZTY5g8iepH9unwi062VNlaFagNyOo/qjROHf5Vr5t46AhSb29lVt0+6O5WSlKTgfJ7BGE+y7BdNoEmh1rTYodU0lbiT5halXjivlxhJePszMJ4GQpSTiCtyVNUpPNCXnkoUrysFEk+AjtTUK4lU48WtIRrIQByAHIfVHAPj1P8xBR0Lepc8j0AaP1Kf8N0Lq2plef4QB9UxPpKsbLpPDQaGhaSvFFfkpBab79i0HJlSv22Wh/nRytl0beETi9Jrihc6rLvCAWSWm52qrSORDhQ2n4jslW9/viE0s2G7OLSSAbb+PSLt8IraLbwrCMYMhc8+5wPsAo+ujzcJB4HH0V92yEdlbvKSAryFuUW2VJQsg8inSfK/9r/CPHFKLqws3VfcmPLgR0sBYLgCsaYu1dtQsQbGOqfo1sQJe4XkS4VvTsTVGUO3K6GHv/vRyvmwFta77p7u39vfHRb0blVMvw/4gleWjGEwsD9aSlR/uRyz4y0jarhV4d/C9h++P0K3tTO1ubI/HP6KYWM6PSsd0JeG60ErkXpuVffbULh1DLyXC2RbcKKADfoTG9crrKXXJmcmA0ygKeeeURZKALqJ+AJhCfLJtYqAv5wzXGHm2nLbh5r85LzamqviQpoFMSk2VqdBLzgtuAllLm/RSkX5x5as9jqb3V09oj5OfgDoNWNR+gyfRXC40Edtgkq3eH/wlBwi5zzWcLGZ2PX1qDU7jFSJFBA+akm5dtthG21w22m5HMlR6w8GLqDSscy9Gl6yULao1clK2ltW+tyWKlND4LKVfCIU+jOqymcpsZS2ogS9dl1Db85k/hiXfyzce2Prix8cW02XimcUXc0EBpHQaABj2TCxW38TtjXSb5zn6peIqZecF1jUs7kmwji/xkZxDOrP7EeI5Ca7ah0575Io5SboVKy5KEuD/ALxWpzxssDpHRTiizdOVuQmJcSNTAaqFQb+Q6Z3rKVMTCSCU+aW0uL2/NjkGyw7Nvty8q0t595YQ22kalLWo2AHU3jqXwK4YFM2ovkw3PcafIbuP6DPkVX+KntinbSs/h3Pr0CkLwN5DNZ15wy09iGRL+FcKFFTqiVDuTCwfmZY+IWsDUOqErHMiOwSqwgrUU2AV5dIjpwy5VSWQOT9MwippIr89ap4gfG5VNrAsyD+a0jSgDlqC1fSMLXHGa+A8s6C3ibMTFkvQKZMTIkmX32Xne0eKSrSlDKFrNgkm4TYeMUD4j3Wo44v/AGNE0vjjyyNrRnJ6uAHPJ+wCnLTZ2W+i+bqiBq5k9PBNHxg8LGbXE5i6i1Wi5iYUpNBw9LKRISc65NB4PuKBedV2bKk3JQgCyjskecSslai+3JSzM0+05MNS7SH1NElCnAgBRSTY2uDa4vaI5f8ATT4WQq3926R/1NVP+WhxMLZh4ZxzhuTxfgqvNVeiz6nBLTjbTrSXChZQsaHUpWLKSRukcuoiE4gpOInWqmobpTGOCDIZmMt3ducnG5OM+ZyUrbaC3S1LzTSh73dMpjvSeUNOI8g6ViRF9eHq82VG1+4+2pBHuuE/UI5h0nDOJK+w4/QcPVOpNMqCVrlZRx5KVHoSkGx+6OufFHTTjThyzEooALkvRV1RvrYyqkvq/wBhtY+MRz9F7mTISNKxxleqc9Wqcw7L1ySRr0mYbQhTT6R4lN2VADcgrPJJjsnw74imsXA81RHF2hp5D3c47rsHPI8sn6Kt3q1f8YbTF2kSAbpNcOXGRxHZM0mn4LxjllXsX4Xp6EsSrbsg+3OybAFkttu6DqQkWCUrBAAsCABad+TXE7lVnrLPHBFbfYq0kgrn6HU2fV6hKWNiVI3SpN/pIUoC4B0naNycVTyXEq9efJSrV/KG8NbhLIzKLBGbFazmw1S6lL4jriXw+hc6VyjSnlanVtN6dQKz0UtSRfuhMc04gufDXFTZ6qWiNNU4y1zDqD3Z5PGABnxG/PPnP0/Dt0oHMaxwkYefTA8lIRNZsLXCgQQQRsR1EchePPJ/DmUWezycIU9qQouJZNFYlpNkWbl1LUpLiEJ5JRrQSEjYA2FgAI6iy9TemHUstIKyo2AAveOXfHrmfS8yc935WhTbU3T8LyTdGRMsqCkOuoKlPFJGxAcWpN+trxOfA2nrKe+Stiz2JYdfhnI0+/PHllNuKqOKljY4fnzt6KPaDtsYrHMxQm1o9POPVnqqs3yVY5wEHkI8uPER4o2Ea4SmVWNjvFerbmYsg35xUOe0ZW4dsspvvECFTQJPWtskb3hNSLWtXjvC+wtIuuuNNtNFbi1aUpA3JPQRD3ObSw4V/wCDKAVNS1zuS6a8COX1Kw1kzLYybYvUsTzD63Xlp7wZZeW0hsfo3bUrz1eQh3s356foWXNfq1ObUuZl5FxbSUNayVBJsAOp8uptGZlXhD8j8vML4Pab0im0xhlw2se00hSyfMqUTCzrlHlZmgTUlMI1tOtlKr+P9v3RHULDgk8lV79X/M3F8wOQXHHpnA+y5EYKy2rOak1+V9Qp3rXr7iZeSYHcbctzUpadw2hKSSRubbcxD30XhJk55ALraA4lIHzbKWmtvAaQr4m5Nufi/OTWEaVScD0Wmy1NYvK05llBQ3y7qdYF+QKkjmekOhTZNLa29cupoc92wofvMMnV08kpY04aNk6bSQQNy9uXeaiBWeEGrNtrepLZcWUb6TdJA+ipKjYj3D6oUGXPCjWqqD+UDhlkFaVuoWAsqUm/eB/O3O/W58VXmHJy6zY2Q4Dy07fYY2Eq1L3IbZc1X3CUHn7+X2w9a+U7OcUzeY2HLWgFMbSOFrDsk6HlTDridRc06ri55kDkm9yTa1zCgf4bcEutqU/T0oeDYSFtgJJFutvq+EPG224k+ylA8Df+O0evMpVfvrJ62d/rgLfNJOncThRCcyeewDnlg6tSSC/KPzMywpwp/kldgpV/DfTbrv8AGJo0sKek0OJOxHh0hpMwJNp7EGG3koAMpNuv3v8A5Faf3qEOxhiZS9Igak+yDzh3RkvO6aXXOhkgCSee+G5bFuTeM6BNSAnTNUaa7Nop1Htktlbak3+klaUqB6ECOHeIpTSV2HXqI+gF+XDyFoKUqStJCr7gjwtHELiAwwzhnM/F2H5RBSzT6xNS7abckpcUAPqhKr/2UzH+yu3Abvm6CrojzGHD9P2TCzSdKjbxjGjZ1NjSo7W3jWqFjE5E7U3Kq9whMM7giCPLjxguPEQqmK9U5vZIuYx1TPULIKT05xtKFT5Gr4kpVFm330MT86xKurQgBSUrcCSRckXAJ5xNyc4CckZaZdllYuxupTThTcvSguP9DFfvfE1s4eLG17y0vzjAJ5Yzy9U8o7bW3V7o6JmrTudwP1KiHkjmZT8pc2sO5l1KgLrTdCfcfMi3MiXLyi0tCbOFK9JSpQV7J9m3nEsD6S3Bmrv5DVi532xQ3/ykNPxQcNWX2S2AaVizCFbr87Mz9W+T3Gqk4ypCUdipepOhtJvdIEJnha4fqbnrO16o4vqdUkKBQJdpKnpBSEuuzTqj2baS4lSbBCHFE2JFk+MV670vCvE9COILi0vjYMB2Xg41YxgEZ7x8MpCEXe3Vpt1OS2Vx3AxuefPktXxH59M8QmPZPFsnhx+gyNPprVPl5J6dE0pJSpSlL7QNo5lfLT0htkTLbygFXt7KTa1/f8esTd/6CGSINk4rxsB/38r/AMCI4cUuT+HMjce0jDuEqnVJ6QqdCaqZcqJbLiXVPvNlAKEpBSA0g8r7mH/DfElgrDHaLQ7GhvdBDuQ8z+6XuFputpYamvYQHHnkHc+hTWurUFXV7R5kRb9YTe19/CJRcPPCTgzM3KuWx/j2u4gkH6lPzDdPlqcplKFSjWlPaq7RtRup3tRYWFkA732cZXApkPLsTM7UMZ42l5STYcmZh7t5Q9m0hJUs27HwEZq+PLHRVbqKWQ9o06SA0nfw2CUisl1qqX52KL/Z4znI5fXKgot9JNrnfY7RIThj4u6Rw94QrmEqzl5OYibqlSRUWnperJkw0Q0G1JKVMuar2BvcRquGHITCGedbxavENVrMhR6Ey2qW9SW0XlqdcUlCVrWgpNkJVeyRc25cofZXAfkcTvinG3+nlL//AEYa8U8QcNOD7NeiT+UkYd5Ebt/dJ2uz3q4NFdbmcicEED9Vb/vl2BlHfIqsbb3GKW/+UhgOKDia/wCkVUaAKfhZ/D1Jw+w6hqTfqAnFuPuqBcdKw23uQltNrfQ84kEeA3IwbjFGOPi/Kf8ABjR4r9H5hWckHHMuczJ9moISS1KV2UQWX1eHbtWLfL+jUDccucViyV3w/tNY2pogWSDYOPaEDOx55A8MqQuFl4tngLatpcwbkZB/RNrwu8V9H4ecN4hw9V8vZvEaa3OsTiHJerJk+y7NCklJBZc1X1X6cusPMfSXYIBNsiazb/8AVLf/ACkQoxdg3EuAcRzuEcXUp2n1Snq0vMudARcKB5KSQQQobEG4j3CGCcU5hV5jDGDKHM1WozJshllN7Ac1KPJKR1UbARcbpwXw1eZX3StiDi4Al2twBGMZ2cBjA5qu012uNEwU1NKWgH8uOv6p2+KXijc4incPydJwvM4bolAaeUmTdqAm1PzTpGt5Sw22PYQhKRY2so371oQGRmPsKZX5nUfHuL8HP4olKM4qZZprU6mVC5kJPZLWotrulCu9p07lIubXBkvgXgAosrIsz2a2Opn5QWLqpVCQhSGTsdK5py4UrmCEt2HRZ5w4R4M+HJDRb+Q8QFRHtmrG/wD4bfZEEeMuErNR/hFLqMIBb3A7GDz7xIJzk7gnyKl4+EeIbmfmnR94794jP0Wgc9Jjgp5SlryLrSlLJJJxS3z/APlIjxxQcSk7xGV2kPS1Cew/QKHKlqSpjk4Joh9Zu6+pYQgFSrITbTslseZLv5kcAdPmKc5U8m8WTcxPt3WaLWQhKnh1DUwmydXglaQD+ffYw+qdMqVBqMzRqxIvSc/JuqYmJd5BQ40tJsUkHcGHnB1o4QfN8/Y2DtG7bl5Lc/5XHryyPPdMb0+802KO6FwHQHGD6YWIpuwubE+Z5xKnh0426Nknle1lxXst57EKpaozM7LzTFaTKJQ26EEtaFMOXstKlX1fS5QjuFPh/wAOZ7VLE7+L6tVZClYfkpdQNNLaXHJh5whsFS0qATobeNrXJtuADd/hwF5GXv8AlRjnb/LynL/QwtxbfuGJnOs98JOkhxaA7Y4yN246Hx6pSzWO9VDRXWxm24zkD15q276SrAc1JzcjNZA1V6WnpZ6SfbXihspcacQULSf8E5FKiIg7hzEVcwhW5TEuF6tM0upyTgdl5mWcKXG1DqD193KF/wARuS6sjsxXMNST83N0Sdl25+kTswBqfl1ixCtNhrQtK0KsBcpvYAiK+GrKOk515mt4Mr87PylLRIzM7NvSWgOoS2nu2KwpIuopTuDziQs1t4f4etklfbm6aeRoc7dzsgA9HE9Dy9lGVclwr6sQVRLpQdIzzBz4p+MA+klxBJSiJDNbLqVxC6kBPylSpz5PmFW5qcbKHG1q/VDcLp/0j+UiZfXL5YYtddts0uoS6E381BKiPfpjC/6BWRxJ/wDSnG+r/wCIlOfh/IxE7iLy6wtlNm7WsvsIT9QnKfSm5QB+fU2p1brks26sHs0pT3VOFPL6MU63WTgPiusdHRwnXjUQNbBjIGcZAG5Gwwp6tk4l4ehb8y8tadhktP7lOrnBx65m5iyExh/BtLlcD0aaQW3kyj6pmeeSRZSVzJCbJ8m0IO5uTEZ0bbDceJ6wsMrsm8ws4asaVgahKmktWMzNvLDUtLJPVxw7J26cz0BiV2FeALAVPlWnMwMxqnVJ9Vi8xRZZDEu2oc0pddClOC/0tCPdFtkufDPA0XybNMfXS0EuPm7GT7uKi6O23fiGTtY2OkPieX1OyhMl0cr8vCK0uBW4POJ9zfBDkFMsdhLTOLZFd9nm59pxQ96VN2hkc5uCbFOAaW/i3L6vKxbRZZKnZtgyvYz8o2NyotJUoOoA5qSQdiSgCMW34gWG6TNhZLpe44AcCAT67j033Tyv4au9tj7WphOkcyMH9FHUG/LnHtydjFhpVyQLkDqIvX2i6clDMcHDZejpF5lBUqwEW0JOoC0bamyinVgafjCUkgYN1JUNM6plDAFsaLTy6pNk73F4kZwt5coxxm5huizJZbk2ppM5NqfUEp7FrvlO5FyogJAG91QztFkES8uXlj2U3O0Yc7omypMwhKwvmCLi3hbwiCbTuubyc4aF0Wvu0XBtCIWMzPI04/yg7al3rkaaoXOg6huRa1hFnFSlSlKWk7BwWPlHIXJDi7ztyQm5aWo2K5isUBsgKotYdXMy2nlpaKjqZ8uzIHkeUdKsp+I/AnEdgB2rYaeMhVpVoJqlGmHUqmJFwjmCP5RonZLgAB6hJukPpKb5aPZcnhlM841eKZqUzjwjlrRpZivzzaH23XJYN6hqslxSRtzI7sOHgXOrAOMFf4rrUq6psd5KVBJHw+yIpsYLy0qaKnmNmFKTNSc9ef7omClBaU+rsyNxsRY87bxVJ4dyBrmImqLhTCOJKHXytuzbCZhDepzToF1XSCorQBuEkqSATcRBwQNOS3JKudWdEg14AK6B01ElPMB+WA1KFxv/ABG8ZPZol1lJJTffdZIv9cR2yJzLU1URg6cnZharFLC3yNZ080nxh+Kq1OTEr2iD3jsOhEPY8ObnG4TOelMUmknnyWdM1miUpsTFTmpZncJSp1YQLnkLq++E1V87MDU5wsvVeWUoHSQhdxqvbTfqb7WG8NFmbJYSqEk+5ieqVZ1iWQXXfUzpIbTue8fZFibkEc+cIzC1c4cpaiBzDWDKmEPFCnFzHbJeXrSrs1jtF98EBRGi9wDYc4xr1DIHJaSUkbHtBO5T6VrEFErs9SKjIzqXUOKeSkpWCB3L2+yFxhOpuCXCEnYECIOY5xBh3JHE+HqthaefawxVJ1SZuTfc1Ny6lJVZbd9wO8bjl7t43eafGrIZd0hdJwTLtT1fmEDsEuquzKtnktwjmq1iG+u5JSLBWkAl7XujYra4xRNpsE7jopz4gxvhHBtFcr2NMR06iU5pQbXNVCZRLt6jyQFKIuo9Ei5PQGOS3FLVcFYzzqxRX8A4glq1S6m8mcbflm3EjUUJ7UWWkE2XqNxsRDVY3zIxvmVXlYix3iGcq0+NSW1Pr7rCSb6WkDutp5bJAvYXud41FOqDsnOtTKD3kqAuYl57c2oj0uOCN/dR/DfEsvDtW6eNgc1w0kHwyCfQpPVymqQo92/PccoS8w0W12I3h3cTU2Xmbzko2A0+O0SlPJJPMfAgw3VWpykLP3QzopyxxhfzCv8AxFa46qJlwpRljxke6T5B1R5pMXnG9B3Nv4xZKyDbu/XEwH7LnhBYcFZNKmU0/EdLnnCECXnWHT5aVg7/AFR1qrpJq0wq9tTl+XjHIeeQocido68VVJmJhMyOT7LLo9ykJP8AGOK/F8D/AHN//qf/AKK9/Dp4bXzt/wAo/UqMHHy4BlDhhvmVYjcVb3Syh/GHH4ccC/3NckMO0F9rsp6rJNcqIIAJdfCezB9zQbH1+JijPTLBrNeq5XYKnmVrpaq9NVGrlBKbSLDKVOjUCCkqBCAehWIdcy79bq3ZNJSjt3NKAmwSgXsB4AARTrheWjhijtUR3cXvd7OcGj3OT7BTNrt7JeJ6u6Snux4APTOBn6Ba9KlaRc2JiHnH9S3qjjrL8SzZW/OUQyjYAuVKE0uw+tf2xMVpySqEjI1mlTHbyNTlWZ2VdsRracTqQqx3F02Pxhu8e5cS+NOIDKSsVFntKdhmm1KtzRvZPaS7zapdJ9762rg80hUJ8EV7LTeDVzbCOOQkejSceuRhOOPGC6WiJtOc63sx7lLjDeG2cE4UoOB5ZISig01iQVbkXUpHaH4r1H4w0nGRmK1gLJN6gsPhFYxq+aewi26ZJuy5lzyuS02PHtFeEPkhh6dmtDffddXtcncmOeHGjmC3jjO2fo8hNF6mYTR8iSxB7pcbJ7dQ97pWL9bC21oecA203/iAVM+7WZkd652Hu7f2KZ8bVzLHY2W+A4LgG+w5p+eAyhrp+T9ertwF1evJZSbb6GGQSL9d3IkQ87LMSs1PTs2JeUkZV6cmn1X0tMtIK3FnyCUk/CG+4YsMu4Z4dcESz0t2UxUmJisOgjch95fZKPvaS0fiIW+JKEcS4SxFhIVMU78oKY/TDNFrtOxS8ns1q03FzpUoWv1iK4oqo6/iOodK7De0wT4Bp0kj2GVLcLRTW7hqPsG5k0lwHiTuEisM8RGQWM67JYWw5mMH6pUnQxJsP02aZS66fZRrUjSCTsLkC9h1hwyFpJB7uk2t5xH/ACt4JcIZc43pWOp/H03XTRJhM5LSaacGErfTu2paytRASqxsBvYbiJFy8hM1B/Q0ySt1d7k7DxJPTrCHEkNkppmMskrpGY7xd0OeQ7renPZOOGq28TQSSXxoYQdum3VRC9IHQWp+dwBXJSWK6tUWpmlkJHffShxBaHnYuKA/Wh+MjsnqRkVgligS7DasR1BtD9dnyAXVOkf+roV9Ftvlp6quT0s1yMWYdz740sLUOjOt1HC+W0pNTiZkW0TM3LoU6XU+KPWAwkX9pLZV9K0STdQ484px03Us3J95iwcTXKst1lorDKS06Nbx5EnQ0+g3I9PBVjha30d0vNXdgAWB5DPXqVjzMxI06RmKtVqlJ02nyo1TE5OPJZYbH6S1Gw+vfpeEnQc6cjcU1g4dwzm5QZ2rKcDLcspL8uHVk2CW3Hm0NuEnYBKjfpeIocdeZNWq+ZQyvl5txuj4WYaS5LIUUodnHEBxxxY+kQFJSL8gnbmbxiBW24HW1lK0EKSpJsQffFi4f+F8FxtrKutmc2R4DmhuMAHcZyDnbwx4KOvHxFrIa10dG1vZtODnm7HnnZdfCh1h5TbqVIcRzvzB/hESOP7LmRRL4ezkpjSG5uefNErOlIAccSgrl3T+mUJcSo9ezR1vEr6MqdncNYfnanf11+jyLsyTuS8phBWT53vDIccjjUvw7oS8O9MYlk22T+mGX1H/AGQYp/A9RLQcSwxRHOXFjsdRuD7DGr2Vi407K5cOfOOGDhrh5E9FqeA6jfJWTlfrqmtCq3XEtpV1W3LtbfUt1cSGVexIJ+uG74ZcO/k9w74Kl1NltyeZmKm4lXM9q8vSfihKSPIw58tTH5kkNJKjYkJ5X2vbzNgT8IjuL6wVl9qpc/xkeze6P0UvwXGygsMGs4yMnPmUyXF1lv8A3R8mpqpSbBcrGDFLqstpTdSpRQSJlA62CUpcI/yZMNJ6PDD+up4/xotR1SVNlKQ34XmXlOKN/ECVt7lGJkSivU5lDrjSXG9+0bcF0rSdlIUOqSCQR4Qh8oMnZPJagYoocgUGVrOJ3qhIgbn1DsWwygkkklJU4N/DziYt/FQi4XqrPK7vEjR/S5w1D2xn38lA3XhvVxPT3CIdxxy7+po2+qXFObL9Ql5UrIKnUi598c4ZzCda4kuJ+v0mgvlKa5Xp6bem3QVNykkhxRW6q/IJQAEjqdCRuQI6J1CotYdoVZxJMKS23SaXOTy3DySG2VKufqERm4BMMKThXGWZM2wDNVSdbpLL556EjtXgPC5W1eH3BVebFa7heG/maGsb/USf9D7JrxvT/jN4orUDsck+mf2CkbhjDeHMA4YksEYLkBIUenjSkAALmHD7T7pHtuK6k+QGwEVVyv4ZwlIt1PGOKqPh6UeJDTtQnEM9ra+yEnvL5fRBjdUuRZfn2W5t4NMBXaOuE2CUJF1H4AGOfeGaVU+NfiHq/wCUNfmqNTFSs3PtqbZEwafIsizLKEFSU81NpJuLlRV5GH4dsg4kkqK+4zFsUQ1SP5kk59fA9D5BSvEV9HC0UNutcYMj9mjoMbZ91OrDOIsKY0YfnMB4vpGJG5chL5pr/arZvy1o2Um/Qkbxv5Birycw3NS8nMhaDdJ7NX7ojNhrgdp2D5pyewpxBYppMw832TjklR0tKWi4OklMyLi4B+EKRvhZxUo7cV+YG5/6if8AmY1rbPw92p+UuI0dNUb9X1DcJKK+8Q9jpq6DUepDgBj0KiJxSYGksus9sUYfpcmiUknZhM/Ly6BpDKH0BzQB0AKjYDa1vCGyaSpWw5wuc9cPzOGc4sS4Yn8X1HE71ImBJqqk8mz0xpSNyCtVrcrajyhOU+QYdA0tuKPkoD+EekrbJ2dvhL36+43vfzbDfB335rkNLSPrahzWNxknA8N+SokpNTqrAbwsaDRiSCRv1v0iqi0SXUUqMs4DcfTH3Ru6jMNSyBLyjXYgDSu5veGksz62QxRcl0ylpKThej/Ea7n/AAt6uPh+5VM++hiXEmzbu+2fHyjTqBvcxcUq4sSSL7XiknxiapqdtLGI2rl97vE98rHVc+xOwHQDoAvUnSAfGN9gzHWJ8v64nEWFao/IzhaclnFsqALrK0lK2yOW4PPobHmBCfJvsBF+Tp81UnVsSjRWptlx5Vj7KUJKlEnpsIVkA0kO6qLjyHgs5hT8pOAXcQYdpU9SJcdnobUWbApNrEd3kLdIcChZe0ujYxYzJTQ2jXWW0jWtpOntEhAStV+akqaaUOl20q0lQCoweGetJncIU5MwntVrl2+905f1Q+LkuxoKlNpsASduUVGJr4nEsOF0Ope2fDZGAhM/T8KTTuPJXEzrYQ9662sKCUp7VervKSlKQALbE9fPeJJy0t2tOQH91Oi6vIdYbDBrYxJiE1JlAMnJuFponfWr6Sh5eEOu4lTDKXAO4BYjwhzShxBeSmlxfnTH4fZNvinCtSenZhmXlmlysy2WHm1toKXWiLWBKb/bzhHLySw1h/As9hfD9IEo3NOtPPgtBJshalJSkAaEISpxxQSgAanFqN1KJh+Ozl5psEHe1oxZuWDaDqsoEdYW7NwaWtOxTTty97HOaCW9Vy24rpCek3JduovuFtg6WGyTsSTc/YIjhr3ve5ve53N46FcVORlSzOqLUnQZhlibAK2lu3CCRvZRHIX69Aq/Qxz4qUhPUWpTNHqkupiclHC080sglCk7HlzHmNokLcAyPQVF3xzpZxJjmF4lZNzqj0L3O/M3iyk35RUOcSKg+aU1EnEPM+ozTlmz7KvAmMSvUFLalBwHlfu73HjeNcw9oNk7LAvf+3u/fG+kKmmaQiUndXZ9Cdyg+PuiLrqDtT20P5h91fuE+KxQN/DLh3oHHY9WZ6jy8Qm8n5LsVnSyD4FW/wBnKNWpc6CQl1QHgnYfUNocmtUApJulJBF0qG4UPEGEq5RlazuOcNIK/DdL9iFZ7zw0Q4Swd5jtwRuCEmKrcIVfwMdbKe8J/DWGqohQPr2H6XN3HUOSbSv96OTdTbVYkdBHVbLd0T2T+W8yDcHBlFbuR+ZJNIt/sxzL4utBoKWbwe4fUZ/sobgWQsurx4s/uFuS5LJl21BkmZabcZQ5+ahxSCsD39mn4Q2/EHjUZW5H4nxW0/2U9NsCi022xMxMhSSU9bpbDitt+7fpDlBGgWsCoxCP0huYLs/img5SSL5EnhuWM/UEJOzk9MAEX6HQ0lAHgXF+Mc34GtRvl7hgduxh1u/pac493ED3Vs4xuLbRa5RDs+U49c8z9ApV5UgzOTGXD5JJOE6YCf1WEp/hCtCmiwkdgPWUNKlw517JSwsp/aSISGRihM5BZazAVdP5OMIN/wBFSk/7sLPsrm6TY8ucQV3eYbhUMBx33j/8ipax9nNaqbXvpa0jPjjZI/NfHyMpsrMSZiMupbn5GUVL0tRANp93uMkAgglJOux2Oi0cntExOTHdWt5+YWCbkqUtaj+8k/bEy/SEZjB2ew9kzTJgLbpzQrVYKeSpl0EMMn9Rq6//AN8dREc8i8N/lVnTgmgWumarcrqHihDgWoEeYSY9AfDi3NsdgdcJhh0gLz/SB3R9Mn3XIOMribvdSGflZ3R6/wDyupUvQJfC9Fo2EpUfM0ClSNJR5hhhDdz4m6efWKQzJh2VlXZkIm6gX/U29vnuxR2jlvMJubeRjaVEqmJ594kDW4o2v5xGHi+zfm8os2Mlp6QcKzQ1TFfnZVJsH5V971dTZ/WbZmEX6ao4ZYbZNxNcjTtJL3h7s+YaSM+rsD3XULvdf8OWmJ0fMaB7bZ+ykShlKV3JNha4iHvG5nJm/hPFz+VVMqMvR8K1CRYm2HJBlTb8/LuIspLzxJUSFhaSlBSkgDaJpzbcot4zMjMJek5kIflnUcnGljUhY8ikgxHLjzy0Vi3KWRzGp7WufwVMhqbIHeXTphWm/n2bxb28HVnpEx8PqqlpuIIo66MOD8tGoZ0v6Hfrnb3THjgzVtpFRTPOkYJA6tPNMP6PaZlpfP8Afpj7ie1quHalLywJ3U4lCXiB4nQ0uJ89ndVtJG+0ck8vsY1vLXG1Dx7h51aahRJxubZ3sHAD3m1DqladSVDqlREdWsCY6wpm1hOVxvgSoNzElMISualErCnqe+faZdTzSQbgEiyhuItfxetNQ2tjurQTG5oaT/KQSd/AEHbzCgvh1c4YGSUEhwSdQ/ZQ+4v+G/M2uZp1HMrAeFZ/ElKr7bUw8mnNF9+UfQ2lC0LaRddjpBBAIIvCZyH4NcxsWYnkatmfQJvC+F5N1ExNpqDRamptKSD2DTJsoFVrFSgAkEnc2B6ApS60oKSVIIvuOcVoRMzSrDtXSo2H0iYhIPijdKW1Nt0TGhzW6Q/fOAMDblkeP2UjJwBSPrDVPlPZkkluB455+CsTAMzMqIQEoPdQlPJKQLJAHkLCIY+kPzAl3p7CeTlOdK3KS25WaqUkEesTASlhojmFIbSpXufHhEjM8s+8G5CUR56oLl6xi1xNqbQW3gVJcPJ6atu20nnb2l7JFrlSYC5XJrmcfEthedxVM+vzmIMUS05UXFi/aIDocdFvDQlQA5AACJf4bcPTRSu4hrW4jja4sztqODl3oBnfqTtyUdxxeo6mFtqojkZGojkPALphJYYTg6g0TBQUf/R2kydLUbWutlhCFqPmVJJPvhmuMDMaq5XZY4ZrOHppctUnMXSk5LlJsFolELcUlXikqW3cdYf+purnahMTTitannVrJvzuYhT6R6t6JvAWD0vD5mSmqq62OaVOu9mlXls2r6oq3AkH4zxLD2oyCXPcD4YJ/UhTPFdR+HcOthjODhrfD/rkpaUSu0rG+GaLjyhFJpuIJJE6wEG4bJ2cb96FhSD1umMtTQtYRFD0fGazlQplZyRq04tRlyutUJKlXKeQmWU36EBLgG1iHD1MS6DIFh18+sRfFdmdw7dZaEjug5afFp3H05HzCnOFL4LxbWSuPfbs71H7psuJasJwvw25hVMrCXpyQYpUvfbUqZmWm1gefZdqfhCF4DVNPcOsxLtqCnWcVTinQOYSqWltN/2VfVGu9IXXfk7J3CuFRcKrWIXJ9ZB20SsupAB8iZr/AGfIQy3BJnrQsrsTVLBeN5pMlh7FZaCZ5Y+bkp1vUGnHLcm1BRQpW+m4UdgTHQrTYKmv4Cm+Wbqke/tABzIaQMDzwDj6Kg3G9MpuL2zynuMAaT4ZHP7qfstKykwXpKoPKZl5xh6UdcSLqQhxBQVDzAVeIS5FU/EvCHjrFpzKyfxhXF1SRTSqfPUKW7WWW0X0uLWl0jSoK7Nqw5je9jE5H5NTaUPAodZdSHGnW1hTbqDyUlQ2II5ERXL1CpyiNEpOvNJJuQlwj3xQrHxKbNBUUU0XaRTYDm5LT3eWCOXmFcr9Ym3+WGtpZtD2cjjI8Ujcusaf3Q5F6pu5UYtwjIto1NTOIOyaU+roltr+UVc/SsEgDnewKzoEl63VpWWc3Sp1JJHK3Mn7IpW1MzaHqhOv2ZYQXHpmYcs20kfSWs7JHmYiLxOcYFMTTZ7KvJWqLmVzLa5WtYiYulCmzcLl5RXNQIJSpzYEEhNx3ji12Op4qr+ytsOiPO5yXNYPEuPM+XXwSddd/wABojHVz9rM7lsM59B09VE7GVb/AC4zFxLi1C1LTWavNzqCrn2bjqlJH1ECFFh+id1KlAC251RosNUYqLatHSF3NrVTZZMq2lPzqbrI5jwj0+7/AGz20sOwAA9gq1bII+HrY66VTcuP5R4k/wDW6vmbkJFCmWHdarWCx3Ck9bXSq/2RpphYccUpvUQTcarX+yLC9RPOPW9QG8S0FLHSjTGMKhXa91t6kE1Y7JHIdAPIdFTY9Y9PhF4oSReLa02N4cqI8lbAN+UO3wy1Omu5grwXVZOWmJPFDJknFLRdxpaUOBOg9AQ4oEde6foiGkdVoQfHkIu4frc5huvSGIpFShMU+ZbmE2PMoUD/AAP1whVxulp3tHhsndFN2E7H9AQuh2RalYTmhh2eToelFllY+iSDsR5ffD5Y5r0pJYccKH9Dr1m0hJ8YYWg1enYsYpmOaQsJan2kvBSCO4oi5QfK5I+qNXmpiHElS7Snys52TUuW2G++E6nVmyQoc7Wvy3P1mKZT1RcHRvGHBdLfCzDJQdk6OTOZD1IxU7gyYY9YlexQ5LzTCwr53UR2akcwSACD138IkLUcTu+rtuydOS4pa0oKHHg0vfe4uNyPDa/jEKMu8vcUMy6qpSZylvPuHXpendLjywTvY7Abjukj2TvvaHSksJ5wtUJ2eqsmlM2Zn1plCZ9tbzdwq6CbhNrnpflD6OV8bMAZCZVlO2aQSOICkL6w/KkvpAQle5SDe3vj2anry53HjDbUbFtVkpQSFSlnEBlZ1LdFtaFC/XlY3Ft7W57QpF1Vl2nCaZeSplSQUqB2seUOWTB47qjZYezOCkjih1KptyYQ6kWbeIVzCdhuf7dI57Z3zWXqKVW6C9JLmMUqqqajT6g2LJZYWT2ra+WtKug6KAIPMGXufGZVOwJh6fXO1RMrOTsstDKLjVyO9vs3jmvWq2/WKjM1CYJ1TCyU3JISnaw8oeUcbnyajyUPcJg1gZzytclRBte4i8lQtFmw0ggg+MXE7gRLqA5K62SrYRsJVLTZBcSFkeW39ca9ohJjJQtVucCEq5KsybKBLvyqX2bWIX9G/wCbaxBjMVhBiZPrEnNS/Yud5Ha7KA8DCQZfUjfnGamqvgAB5YA6AwzqKCCpwXhWO08VXOzMMVO/LfA7gegPJN9OsFwG1weloeHC3GdnzgnC1IwZRprD66dQ5NEjJiZorTriWkeyCs7n3w1riQrpvGMtgFV7RD1dDR3GMRVsTZGg5AcAQD5LQh7H64nEHlkHCe1HHvxFhV+2wtz/AOwGIYjGOIMRY+xRU8ZYqnfW6pWJhUzNOhsIClHoEp2AAsAOgAi/2CfCBuTdmnm5WVaW7MPuJaaabSVrcWrZKUpG5JPIDnGLfa7fbHl9DAyMnYlrQM/RIziWcDt3lwHiSf1Tp4I4x888u8HUnAlAmaAulURlUvJpm6My84lsrUuxWd1brPON0nj44i9Q0u4Vv0/xAzCvyp9GxxPZoNNT87hFGDqc6AoP4iWZd6x5H1cAuj3KSkiJJ4T9DVRmmu0x5nNU5x2w1MUOnNS4Qevzr5cv/oxCU3C9nnc6eajYSTknQCST15c03FxlhAjZM4AdMnC5nYyxNiHMDFlUxtiubTM1WsTCpmZWlAQjUeiUjZKQAAANgBF/AGNsQ5X4xpuO8JmVTVqStTksqZl0vNhRSUklCtjsox1upnojuHOVaCJuexrOLHNx+sNJUf8ARMJH2RrsQeiCyKnWyaHijHFMc3sEz8s+j4hxjV9ShGzqxhjNM6mf2eNONHdxjGMZzjG2MJuZYjvq35+agOrj+4iwf5XCpPj8gMwz+b2a2OM78UNYvx5MSj0+xJNSDQlJVMu02w2VFKQhOw3Wok+Jid+OvQ9Y0kEPzOA80ZSoJSNSJeqU5Uuq3h2ralpJ8ylIiJGcHCrnlkWlU7mDgObl6SFaBV5UiZkirpd1GyL9NenyvDS1Q2Gin1UUTIpDt+XQ7zAyAT7Jw+eaqaGySFw8yStnhbjfz9wfhmmYUp09QpiSpEqiTllzlHafe7JAskKcO6rDbfoBFWIuOPPnFeHKphSsrw0unVmVckptCKIykraWLKAI3B8+kMdoSrpePOxBNuXwvDz/AA5ZTL8waVmvOc6RnOc5zjnlZNRVFhi7V2nwycfRYiGTtck26QrMuK5mHgytKxHl1iaoUGaYt2k0w8UIUPzFp9lxJ/NUCD1Bgwrg5+uqVOzLpYprFu1ftzPVKb8z08ocBukSM0wxLNpFPppWGZdJPeeWdgfMmF7jXxBphcA7OxBGRjwI6+ivfDHAU93jFXVZZH06Fx8QejR49eQylg7x6cQ9ACJWsSGDqtMFAPrUxRghTt+RsyttF/ckRrq7xdcSGPKG+21i1qgSKu4tFAkW5Nar7bPgF8cyDZwCEZUsErxJT2ZRJS1M0+ZDbi+gaPM/Z9kZsuzIUlC6gD2NNpzZl20dHlHoR133ivMtlij0vhpIxJ5Mb7Y269FYRwRXR1Mj6mVwpgAW6nHw72f6MHPsE3i6dMTLzszOvOPzLp1OuPKK1qPUqJ3PxjfZfYjxRljjWk45wkJZqp05xa5Z+blUvMt9wpWSlWx7qj9cbaRruEZ6uMpdlH0qdXpcKHkKYKjsTuNQtuefSMnFcnfDlTkqfLqllU9SXFJ1XU4i/ev5eXKJqWbcU9QO64YIPLB2wUxisNJcrbNUURB7POw5nSNX3AKVTvpB+IdtRCHcLFN7AmgMg2hnc3s4MbZ4YqaxhjyYk3Z9mSakGhKSqZdtDLZUpICE7XutRJ84SChr7x67xbOxtDugsFqtknb0dOxj8Yy1oBx4ZC5TUVdRUjTM8uHgSSt1gLG+JMtMZUnHmEJ0SdXosymZlnCkLTcbFKknZSVAlKknYgkQ+59IXxEA7Kwrub/+wWYjYeceEC14Vr7JbbtIJK6BkjgMAuaCQPBaQVU9KCIHlufAkfonGzl4gsx8+JilzGPpmQUKO0tqVakpNEs2kLVqUohPNRsN/AQhHZJxmXavY9qA5sQbDpe3IxhggCLrKylSbEjptztD6lpYKCFtPSsDGN5ADAHssB5lcXSHJPUp0MuOJTO/J9v5OwVjibbpgNzTZ5tudkx1Oll4KS2Tfco0k+MOWr0hufymihum4NacP86mi3UD42Kyn7Ijep1tbqw4nUNR7w7qgP3GMhinpeUOwcCr9Fd0/d9sRNZw7ZqyQz1VLG5x5ktGT6nG6k6aSrb3KeVwB6AlLTMTPvOnOCzGPMeVCflB7MgwESkmOe/q7CUNk7kaikqt1jQUOkqdKdtJHgYvUuguF75xspINiCCIXlBw+2hJeeUltCRdSlckxpI+ChjFNRsDR0DQAPoFeuHuGi53ztwdho5knp5krJoFJRLMqdWgAtpACSLXJjErgUJvSo78yIUyJmmuqaYZlEMtND5yZKiSq3U329wFvjCUq84mcqLjzQsk8vd0h5boHRjL+Z5/sq5xbem3Wp0wbRM2aP7+pWGBY++KgAILEkRVpMS3JU5BUAItqUFczaPV8otkX284EK3O2SpLKTcpHePmf6rRjDUkmx5i0VvKK3nFqNyT+6KIEJ9cis3pvDNKVQphhU0w08lRSnYttnUVKHx07e7yiRlGxRhrFlfl51xKHyG1JWy40jvlN0psm2yk2Vfbw57RA+g1ZyjVBE4gX03Fim+x2va8O7lDi52RxlJs3dW2XrJaSUlJudxYp1G452I3PSK9W21okdO1W61XZxjbA8pzM5qLWMr8zaDifCtRmpamTD0sC+wsFDvfWPnEqu253F6NK0kDzubLbN7GGLadliqtS+ac60pKlvtdgluVcSANk62UoNrKFhci4va9jC/bw3hzHdDEnXKe3NUyZeJaWHf5M7G6VcttrnoQdwQYv0HhvyimptqZqMzP1ZmTXrYkp2bcUy0bHmla1XIte/PbrG1NUMwAeiuRZSiFxyNTh9Dy/wBU2fDNP56Y5wLV8W5gVuZqOHJNkKohn0IE2p1O5X2oCVra0BYJWVFRUCDsbupXs4JbL/DSWZ1BmHW2e0l5UOXWs2uAd+QTYk/Dcw4mOavRMC4GclAWUsBKmezSNCQCk2SnoBYW/taIEYxrUzi6pP1VTjqqRTX1Szrgs+40hF7DpZBQlNyTYKCjcXtGjo+2m1NVSlcymi0NOfM8/VIbO3MWsY0rUzUanNLW9POkFBXqDTaSQlA39nckdN/Mw1qbgWB2HlG4xVVmqzWHpqXQEMjuNgctI5WFzbxjTxPRM0NwFUp39pJnwVRUSLbfVHqFWsIoioDrCiRVwG28ZCFX6xig9IvI2gQshJvyMVi9ucWkRXcwIWhihQJ9lQG8VLtaxiUnBJwY1HiOr68VYuTMSmBKPMBLy2wUOVV8G5l21fRSn6axyBAG52rsszYWanqxSPbE3U5JHhk4OM0OJmpomqM18h4UZd7ObxBOS6lNXB7yGG7gvuDlYEJB5qBFo605A8IGSPDjKNP4Qwy1M1sI0uVypJS/PuEjfSu1mwd+62AOhvtDr4aw/hnA1CkcO4fpspTadTmES0pKSzYQ0y0kWCUgcgPH4mLNQrTSVKcU9a50gJ5nyB87f+UMqi5toG9rMe8f4QeX9R8VBzTSVb8N5LbPT7SUhDa+4R7QST9Q6++MZ2oPabqdSBzBPd+s3/dCXncToZJDZClfmo3I95NgP3jwEJmp4pqEzUJGly7zbbk+tbetadeyW1rsQoi57tr2KfOKZduNHQROme8hoGcDPL+6Wgtj5ThOE9WmZRGuZmLDoUKNj9caSdx21IEOBSQgG11OFJv5XuIbqs1yeodXXS5mqJGqSM2gtMsNEWVptuR9cJOqVCt/kTTswHKtTXTNSkpNCWVTm+6H9BNlbKFte245RSJ+P3PjjlgkIDzhp35n2U1T2ONxHaEb+vX2TpVfN6YlS02gCzzmnUuWVrSkA94IQo9rc2B0kWBvva0aWensH5jyj8rXEssKfaKVvId+ZfT3gU6lJAXYJOpC07b7W3LYLqJDRWW1hMxdTvYvAlwcypxBK23iQLJQFrA5kp5xSup9o04tucSpCg2pbzQUVIWlWpsutqClApUE22cSAE9nrvpiBul2uF3dqlldqB23UjHbYKcaosg+P+ijpxJejyp0+zM4oy3DMm8R2zapVFpV9JudLrKR80eVnW7oPVCLXMGpfKSuUarOy2OJZylsSJBWFEEzIIuktEbLSobhYJFjteOyWGswDRXiuousqlHE/OMMIAC1KUPnkDUUpO/eSmyVa9SSSFiG04hMh8GZqUl2v0GnpbqMktby5bsihbbijqcsnY7qJUps7KJKk2UolVk4e+IdwoHCguhy07Nk8PX9+XopmzRW6SvY+6xZaDzGwPhqHh44xnkucM3MyMtItzU8yZanMi0nItd0ufDqPE+cN9iLFM1PTwefct2ZAaaaNksp6W8+XnG4zSYxPhrFE1RMRsKaqDPsJ5tBo7oU2eRSobgjne/OG/WFKUVLJKjuSTc3jtdto2aBO451DPjsfD9044y4zmuEvydJ3Im+xcRyJx0HRvIeqelp+oVdqWqdNT/7TZ7J/RySoWCjtyHWETmJXmVON0WnKvKSZKdQN9bv0lfwHxjVUnEk5ISBkmKm7KNqGlaUqV3h7rf2tGgnHlzDxXvpv3R4D+28b0lt7GYvdyHJb8R8em7WltFCC17wNZPlzDfAE7nPVYqVFpaFpuFJN4fWmvtVZEhOu7s1mT9WetyK7aVfHlDFqTtcDcQ5+X1SXO4XmpEn52lzCZlo9Qk+0PgQD8Y2vMZfEJG9P7/64WPhXcG09ykopeUjcjzLd/u3UE2VXprtIqc1THxZcs6po7c7G14wSkwvc25FKK9L1lpsBuqS6XduixsofuhDW3sYlaSb5iBsniPuqFxHbDZ7rPRdGOIHod2/bCxyLR5F4pEUFF4c5UEVb036xcZsHEE8ri8U6SOkepG1o2yhpwVfl+9YXte14UlIp5eWkBPh0jS0+VLqk2SSDDg4cphuFqRYJFyYjK+p7Nu3NdD4RtPzswc7kN/bqtnJstU6XDzoCjayUkQfKjkwkNuE6eYCeUYs1MF91VvZ5CMdtfZuhR9kdYUo6JsTdb93+PgozifiWW5zGnpzpgbs0DrjqfHyWdNzzygZe4CeRseYjGRuq/PaLbi9agRF1uJADSqi46t1dHKPY8HKPY2WqtLT5xSshKSrwF4uKF7iLD5syb7FRCfhz/hAhYYN738YI9ItBa4gQvLc/PnG5w1UkydQZ9YcDaFqCNavo3IFzbw538o06ecCwY1e0PGCt2PMbtQU0MksdS1YcFLmKqpxphDTjYCglRdSLmyfdoAOx2Vfcbu1R8SSFOnnyqpjtdSez2smwTcm17jV08LGOdFExNWqA6lylVCYlb+12ayCOXUe6w8OkKWZzlx3MMONfKi2y8kIWtoBCikJ0222tby5i8Q0trcXamHZWKG+gM0yDdSZ4kM9BPSr9KafaJAWwyFKvrWAgDu9OalJUCNwOW8RKn8RvimppMpMLWjWtbq9ShqJ6C/T3/XsCdfUKvUKm6HJuZddNgAFrKgADfr53PxjD0EDmYkaelELcKHqax9Q/UOS895gggh0mSIqTFMejnAhV6dtoutqB5xZC4rvaBCyR0tHsW0K25xcuYEJU8PuTFYz8zWpOXVLW4yw+VTNRm0JJEpJN27R3la+6Up8VrSI7p4Lw1hbKvBtLwjhmmytMp1OlUSclKtWslI2A39pRJupRNyokk9Yht6NXKaWwRlgvH1RkwmoYsUmcW6sd71JBIlmgbeyo63T49zodpPYqxWp+aWy1MN9hrNyFXJDYtp9wcCvMkAbEgxye73wtncYv4DgeGeRP9gp2emfVSBgGy3lRxAtTpSpwab6QArTqPNSiSdh4q2sBsQb2RdcxtLyyQXZ5llpw27VxYbKwOiQbWFuYT3rWvYFN03VsVJ7y1upSlKe+rUNIAFwm9wDp3UrcDkFEAFR1VHxa7TsWS9UckpmalmZGalliXAJbUtyXUgHVbeza/qF0p5q5/c7hUiJ8jMuI5DPNStLa+zGdOVl1DMGhrT2b+KKchtTgu23MoF7g2TdKgQNwbk6QbajquDhUvGFPmcWUSXlMU0ufd9YmVKYlphtx0ASj9lKKbk9Be/WxKjYxu5fPjCs3MycomWnm1Ts2zKNKPZ21uupaQSAsmxUobgcjflG/wAd1pqjYZn6tNayxJSr006EC6ihtBUqw6mwjndyv9S9oo6ilLXSgtHe6nbw8/EKRjj7NwY6PGf+vBNhmBi6el8WtPtsuLQ5SXGgr1SYfSV9rcC7PI28Y1+I6rOUbICgtTzbjD8rQKWXW3VhlSFpbZulZVbQQQQb2tbpFqiZuvUuaU7+Rdam0a7lTSUEb/GLdXziotTqCXn2J2nNtKS484+lOhkG4HaFJPZg+KgB5xmOhuETIYHU3djIdkOGTpztgZIznzUwyIMka0N7oWJIvGrUqVq9MqUjOLdZQ66zLTaXFNrUi6khYWrWQSQVlZVYHSpN41jldcRMBtSi0+kEIWkKSdVrFPdFwdjqQkBQBJKUqOuHXpeDsI4ob11igSbzqk7TCGw2+PCzqLKFvfDeZo5cT+CpX5YZqT1Rw+SltcxNJ1zNOUTZPauJt2zFyBrNnG+ZUoEqTI2y+0VbU/Kv7rznDSPsDyPuBn1SLpo+07NwwVqVVorSpoJBcUCtTaUjsndu8tIHdCre0kbEHYhJbttMPY4epTyJdLkxMpfCJZtC1JuEp1FCULNu8LqGlw6iBYXKCC2RnJtDqqW8XGphKyG1k94KBT4W7w1p5afaSRpCze82+HEbBRDlgpLCSpXaHdCkpSATqAuAlIspNwEhBSq1SWxkzSyQZBW/dHJJDi8yUpmYWG28YYcaaanwpTssRZKFuquS1+j2xFkjkXykW1PKJ56rRoWUL7qhe48De1o66UVn5UpE9RqrLzKmpgr7VUwjQpRWDrGyUi4VchSQB7Kt1aied3E5lyvAmYkzOMt2kqqpa72A0zCbdsk2FgTqQ6P0XUHrHRuA7o4Rm2TOyWflJ8PBQN5pmSt7do3HNMyRqG+x8o8UjaL5bPnFJQfCOlByrBYSsUpseUKzLSeTK4jTJPKszPoMuoX2uq4H2gfZCbKLdOcXZJ1cpNtTTawlTTgWD+ba2/8AbwhOoYJoXRnqFJ2SsdarlBWt/gcD7dfqE4mOKSZ3B7ylIKpiiTW/j2azpP2gH4Q1Bb62h/lhqpPqQ4B2VbkiCm+yXNNrfAgiGNflFSzy2HNltrLa023Cgd/3RGWWY9m6J3Q/r/rlX74q21gqoLlD+WRuk+rfyn3YW/QrAU2D0ilTXhGcWvKKC2TyETmpckMawuyJPKMiVle05Ji82wpRtaN7R6brUkrSbXF7eEIzTiNucqUtVsfWzBrVfodHUsoOkD3wuVNN02mTGsAKLICCD9NSgAP2Qs/5sW6FT2l1KTpJmEyxmCVOvFOrsWUgqW5bxCUqI84vYvqkvVHQZOUErKJUhDLV7qS0htJb1HqopcJUeqlKiMghfVSiWT8o5K+3i703D1A+2URzO4YcRyaDzHqR9En1WFyBtziybmL7Za1WebWtNjcJWEnkbb2PWx89xte4se83ixtXJfVVp3jJb8SIx2hcxlAWG0ZQq4I898ewIVJ5xiTBJsn83vfXGU4dO46xjTIso/qiBCsHlAkXEen2Y8R4QIXiQdVo9WOsVpT3zaKVbwIVuLiE7G/SKFbcovtjukmBCtgC97QLPS0VJGokHoLxbUbmBCpggggQiCCCBCu9nsDtyvHhB5Xj1LhOxttFVgYEIQSNrxeB25xY5R7rPlAhdpsNCm4UwNJ0ajpS3JSzTcmwhtI2lkBLSAnpuhAIHnaEdUMRWacW/wBkkKK5ktpPdCVK1oQna2kqW2nyUq/NMWcTVg0umSlJYmFNBmW0NadvnEKbQ377XJPuhvqrXElaWrpT2hTMFP0FI7NUwtH1rWP80eEecXZeBldKpqcE6sc0op2vvBYQFrcdKwVBOylLNrAE3GpR02J2BUEm4b3sYjri6bRBJtFK1OqCFqSO6tZSdKbHoVaUb/RO8IyWqryqgl1tTbpbUoIDr/ZhJBVrTex21HWBb+dMWq9XJh1DUtMssdm6Tr7GaQtWoWsO8W7DdW4J+HWNna58zWY2Uh2YyrVMXIrxlh/1VLi0nEdPKHfVGylQM8wQsvdpqJN7kabkqUPokxJPOpwJyxxPc2HyLPf/AEFxFzDFMlV4iw1VkMBK14ipjiSqbTe6p5q6iykaQTqOwVtfx2iTeeLgTlZiclVgKPP3P/8AGXFT4oAN0oGt375/ViQqjqmYow1Fhp+YCQ5TiHXVlSVm90k2UVXXZRBKRc30k7WvG3np2ruNoM+1KFhuXcLL6B3m3SpsJ5qNwUqXcciBYneExMPYbXNGa+VZVuYCtaXhSErcQrUFXC+yud0g3vuUg9LxmzWKZaoIFKpLTk8+8kNoQ0nvOg7bJ+gOd1r0pT0vyN2mhk7hDc45kggBOnF2cAJ8uG2pzD1HqVKUUqYpVTelJQD2UsAApSNzZIJVpFzpRoTc2vDy1inyFYok/Sqsw29JTsq7LzTbgBQ40tBStKvIgkGGsyPoBw7SFNzjzDk1NvLnJtxCbN6ylKQlIPJKG0IQPEJudyYw82M0pSvSU5l/guol4zba5Wr1KVWdEqyrZbLbifaeWNSbpJLYJJIVpB5HWW6a78ROdRDuhwJcBhoxjJz6jI6nPJRFQwumwOaj7SpxvEMpT5NTiDON02QU884r+XW42rSVJ3IIIIJ32fOxtaNugvszCpeebU3MlRCyvk9uSSdzuq2oi5F9wVWJNLUk8zWnwXX0sNvtlLRdc7NpJWQFpb9lANrBQO+4AG5KmW5QsSSyVpMw4i3dWmSf3Sd7EBG4OxHnZQsbGO2jDCAB3f0Tt7gPRaqbxbXaY/6pKvJdbS0FgqFyCb35KV4eJ95hn+LTDszifLs4ifWh6YlUszp06QUlICVkAE80OJuedmUDpD5M4Sw3ZJXLPkcgTITe0aXMfBFFqeB6lTpGWWROyUyzYy77d0qYWQQVm3NKbfCJK3zQ0tRHKwYIO/mkJHNewsHULmaWzbnHnZmMhCe0QkkWIirs/KOuas7lVYxYOFiFuPC3caSNvdGZ2flB2d+W9oNS1MYKcDDM0ZnC8vMAkvUt0H/MP9f8YTGYtLblMSuzcukdhUEJmkED6Sva+0H642+XT59ZmqQtQ0Tbagn325/WB9ZjLxPSn6zh6UdYl3XpqQfMstCASrSdwdvAiIGN3ylcc7NP99/1XZ54XcTcGN0N1SxYx4ksODj1Y4f/AGpti1HnZDwhZSWXdamNL9RLFOZ5lUy5dVvHSN/gbRs28MYSpqh6y/M1Jy/0R2aPr5xJSXKFpwDk+W6otBwBeK0B8kfZNPV50/b832SCkpNcw6G2kFxSuSUjeFtR6LNS7iETUsppWkKKVDcDoYU1In2mnmpKkU6WkkKUB82gajv1PWL9SYXNVh5tKt31oZBAvoBskqIHRKbqPkDEVNcH1MnZBuAV0m3cG0vDdC64yTa3s8BhuwJ67np0HNaaYDEjRqlW3XQJp9CJWWbTzS0vV84T+kG1gDoBfkoRqJ9ZstsgamXlN3TysEoH8IzK3Opn6fLpQlaRNTbzqEnazSUtttp940r+sxrFP9s68o/TeUv4q/8AKLfDEI24Xnmtqn1c75pN3OJJ9Scqm5CAQd4tHmYvm2mLNu98YcjZMSrzCAecZIHhFhlPWMhI8oFheEWj0AGPSB1ih1wMpvteBCHEto3dXbwEYk0oLJUgWGkfvj0XeWXTyAJ+MWnLrQVkG8CF5a6YtoJ1WvFz6EWxsqBCyGx34tkC8XmU3bJ8bxatba0CFQob7RkoT82SRFkJuRtGWhPd+ECFjNgXV77RYMX2k7r/AFov4eoc7ijElHwtTkJVN1uoytMlQ4bILz7qWmwT4Fa079L3gRt1WEQLRTHSWnejtyWcpMthJ6fxFM4omZEOLrCXFtycrMrb1ttuEnQla0lJCA2spBTqI1t64A5mYAquVuPKzgKsnVM0mYLXaW09oggFKiLmyrGygCQFBQBVa5zhateHHASYgggjC2XqdorQrfaLcV2HSBCu2vzgsIti4PKK9RgQun+MqxeVb5Ah1RQT+d2a+X2w2tRqTjjsqQfpufsaV/7kZ1bqZrlIkaxLJ1pmpRLjJtf5xxTS2+vLY394hNzDyBZ69whKGCv6AR2Zl1r910KI/WEea6cFzd/T3XXYmBjcHmtnSptLc4+p0ypPbPbTCrAHs5flsd9j9cV1GYdm5hpuQYbWtIUVmnrCVgXHtKVYaSem5JHlGvp052E0pjt5mX1rUr5pKVLcUoHXfUlQCQpOm/6BgxG8hxUuHZxbyW+0IE+ltCEmwN0qBbBPiO9tuLWN9jFonDlsStzheYSK5hqXcEsH/wAoaWhQWq8xqTPs31ECylbbkGx3I2iUWa0/J0zBdTqM+2XJWUlX330BIUVtobKlix2N0gix5xFXCTxTVsLMiamSlNfpeloNoDCUieatpNiSPA6zfY8jaJIZ6qLmVuJgetHnx/8A51xRuKYGvudDGeRefLmWpjKMzNKYbB2YWXdKmyajgHt+8VAJbprhtfwL943NdzBwXVKnI+oS71Hl3VAtpmpH1dkavZAdSCzc7AALJPS8N2qiy0qGku1UpdCEO3RKgq06tutt9KunTlCjp0oXKd2EvNeudmOydZeZbSy5Yd4WCQd7G11EeN4tc9kopHdszX4budj7jCddoGSa+qeo5cU3Meit0qo1qrU4MjWhVPmtAJNv5RpYU06OWy0Ktfa3OErirLvEmW8p69PIlKhQJdHen5JktKlUXvrfZudKBtqWklKRdRCEgkKDh+qTjdSfw6hTjsiZVufkdR3ZQbpW2L76R3CB01EcrAPyhpDiSh1IUhSdJBANx1BjnlRea3hiuNE4iSIEHT5Hng8wfqM9ComomLH7ciohzrSxPrebkqm4FsttlTASW1JBUoE3SQd1keO/K28bTDtLJoFIdlnOxmm5CXTqUkWWA0nuLA2I8xuOh3N9piGjt4OrWIaDJ2ZlKW8lySuLhEu62lxCR0slSlIA8EDnGFSVKlW25Jl9xLUqkS6EuzTerSgBKb/MeA6ee8dXp545qZk7D3XAEehGQti7W0ELeyKjMIcaeY7F5tBKmySb35KB6g7bj7I0s/IS6nWhPCWD/wAnSqZdOrc953UU335HfytG8lm3JkI1OrSRyUmZb1Dxsew+zl43ijHNUTh3AlWqz76ky9Kp0zNr+eSv+Sl1nkG0+X9cR81bmRsbOZIH1WgBBXJBxtPbOBoEo1K0nxF//KAN32IA+N7xdZa0oQgk6UC3vhXYIl6a8hxmZpAdmNyy+6lSmz+iegju0s/YMLsZWbNZ/wAZrW0hlbHq6uz9Nup6cvVJaSo9RqK+zkZB583t3E3A956fGN6zgCaaAcrFQlZJP5hVrWfcBG6qVXrLC1yLqhKhHJpoBAA8rRqVLWpWpSyVHqdzDB1ZNKNsAfVdLpeCbPQHFQHSvHPPcb9Bv9ws6my+GMPuialW5qdm0eyt1WhI8bJH8bwGuzyHZh2VcLAmVa1pR4xriSTcm5jyGpYHHU/c+as8DxRwiCkaI2DfDRjflknmTjxKuuTDz6tTzqln9IkxQN979fGKYsuPhB1E2AEbtbnYJCSUN7zylPhVlL08HVEWaBXv48h9pi9NuD5Oq1SLguw0sJANiVO2a29yXFH4CNHSK5LychNPFW5GnnbpeLLtZD9BnWUOJ1OJRsD01gn90bUlM/5tryNshRXFd6g/An0sRBcWOJ36k4/QLEmFJS3TQNtDJUfeXXFfxjDZWnWq/IgEe/8AteLE7PJSiVCjbSwOvmY1oqjSF7rH1xeANl5lLxnKUBtp5iKEgXvcRq/lVspGnfx3in5VYSbax9cbLXUEoGdIHOLwKehEJ5FZYG3aD9qLqawyrZK7nyMCMhbh5aUpvfeMQFTpJVaxjD9eSrvKVYDoesCqi0jcEftQLOQtirS2wQk84xnCEo3PPlGtdrDKnNOsAW5aotLqjK7DtBt5wLGoLbfQi1zO0Y7U6hSLW28bxcQ6k7jeBZBytiykBlN/7bxaXpB5xdUQ00nvX2H3xrpqbQ1cq2gRlZYUL8xGW0LjbwhOiqMlWlK03/WjaSk6gpN1Dl4wLGQsiXTu6T4xcw7WJ3DWIKViemuIE7RZ+WqUpqF0h5h1Lrd/Ea0C48IwWJtI7UnYX8fKNcqpMI+mPrgQSCuj1F43Moq9h2XncX4uxLTZmRmBUG6DIyxSHZnQlKg5Mdk4XQQjShQcZWjUSkhQQpEJc6MyXs28zq/mC/JeqfKs0pxpq/JvoTYkXO6iASBqsCQAS3Cqs3YjVzFue0WjVG+RXt+sIzlatDWnIW11J8YNSfGNV8ps/wBIPrjz5TbtcKB+IjC21BbbUnxioLT4xp/lNvx+0QfKjY5n7YEagt0Fjxj3UI1bFQbcNgoG/nGYLkXvAgFTtwPiJjEeBmZySKktgJeAbNiltRDgSLctKVaB+rGCpXdLDqwttJVLawLXQlQQhwDkAC2g+JUgD6UM3wu5hBmXXhqfmLFnSgha/wCaKj2bgB6JWooVYcnUHkgmHtrrPq82tbegMqcAKbEWS4ACRvuCsrvYXBUFbkC3Aa+hNsuEkHQ7hdga8SAPHVayeqUxLMpn2iC8ysJdRpK7KQBbYbmxSkW8AVWOu0bZ4rmZCVnF1FyZeDRStCnW/bKbEi+kc+vgfONDOOKbadcKTugdsBsVAey4m3LkAdNt+uq6Q5GQmWEpmOK/OVDE09IyVPclZNkSSJW63iha3CovsuX7ipe2m30r+AaXCWChpTWTHAbzwCdjgchv1Wr3hg1FaHB0761iPDrDQqig1iGlhZeLXZ7z7VrWWVFN+Vrjl0iUOd7BOV2JTvf5InrWHX1dcaGh8NmEKDU5GopxjiSbVIzUvNoZfcktCiw6lxCbpl0qCAtKe6lQFhCzzRkWqxgup0gTKUevSr8rrBB0do2pGq3W2q8cwvd6orjc6OWmJLWOJJLSMZLfH0Kj3yiWVulRXn5NNROjtKe4rsVy4S42CLKKSdiociixjfUhbUq2+twsuPPPqc7OWCbqUQNgATuSOZPvtG7wjlnWa/Poa0YdAU5ZanJBRKiOp33PW58Y2OIcBT1Hm0U6er6UsLWUOeoy/YHTvcdooqKR+rpPUHYWvj73b2ARmTJ8AD+ydOaHP7PKUOQ1KdGJJufAQtEnKmVcWk931hxfaOJT5CyduYuL8of5kd255c7w02EsSYHwdTmZRVUkZVtgWblZX5xxQ8EtNgrWed7Am9yYoxTmFVMRSL0nIsTNFpT6Sh19xQRNzCLbpQEk9iFDrfWBfZB3HNLnQVnEdyMrI9EZwMnbb35+gUTUMc+TASWxlOy1brmIawlYdZnplErKlJ7q22UJQVXG+nUlw3tyIjHlKa4XlFRcu2NTp21KVew2G2rUdxy525ReZlHnZhlxMslACEtssp27FA8EjYHlawudJFjptCkp9MDTaQW9KUHYJ5FVrAD9X2R77cr2u8tWyipm07OTQAPYYSoGhoC8oNBTNoK/WHUFBNwkIWDva4OgdQYaDjVrzODMk6pTWZlZma4tulpJCQTrOtwbW5Nt2Pk4IkrSKbLykn2vYFAFy5vvfUdttufQbRzh47s1UY4zRbwRSpntKXhJK2Xik91+fcsXj56AENjwKV9IU4Qgkvd7jaPyxnW725D3OEgHF7lGEN25bRt6BW5qivaQkOy6yO0bP7x4GMFKB4RWEC/IR6DeBICHcilYnOheJI+YTjuStPxJIIdacSdrNOjdQ8lfdCNnpGZp8wqWmUlKx4ciPKKaFWZqhzPbMpC2js40TZKh4+R84cL1SmYtpiZmXIUALBVhrbVa9iIhJWGjdn+H9F1qw32K9RimqjplGwJ6+R/senVNvYkXEeRnVKkzNKeLcw2pPgehHiIwtVxvzhZrg8ZClpI3RO0vGCqV2Cbxo6vNlppVvCN08bIO8J9+lzuIKrT8P043nKpNtSTCfFxxYQj7VCHtFHrkAVY4mrDS0j3jwXUnhu9Grw/5h5A4ExxmAxiR2t4koktWJoy1WUy0fWE9q2AgCws2tA+ENjx78G3D7wx5LymLsvpSuprlSrUvTWTOVZTyAyUrccVoI3NkAeWq8dSML0SRwzhqk4bpjIak6VIsSMu2BYIbabCEiw8AkCOaPppsWhCMsMDIKhrcn6qsA7bBttNx/nG3xi2uiYxuwXniKtqJ6kOe8nJ8eigVlBgpObGduAMt3Q4qWr9Yk5GcDa9C/Ve1Cn9KuiuyC7HxtHWo+iX4RFK71Mxb7zXV/hjn96MbCn5XcYWFp5yXU6zh+TnqmpYGzakslCb/ABcAjuXte6lc/K0bQ/kCQr4xDO5rTsuEnHlkHlhkXxCYdydyilqq03PU6UfnBNzqplanZh9SEBJI2OlI2846GSHoluE4SMuJ6n4rVMhpHbFNcWAV2Gogadt7xDLG6xn56YCWpDEymZk6VjCWkwkkKSlqksBcy3+3KzF/MmO0AvpuecKppkqGZ9EvwhgXFMxaf/75f4Y0mJ/RD8NFTpzsthqsYvoU6RZEyKiJkIPmhxNiI84ovSh4f4a85qllG/lhOV9VLZlnn5xmpIZBLrYWUBJSdwFARMXLvGtOzIwFhvMOky8zL0/E9Ik6zKszSAl5tmYZQ6hKwCQFBKwDYkXvuecGEZK4H8V3DDmLwl42RhjF001VqRUkLeo1blmyhqcaTzCkEktOp21Iuob3CiN4mJwKej7yQz74d6TmrmnLV52q1qenuw9TqSpZtMs08plA0AHcqbWb9QRDpemeptKe4ZsP1V5hoz8ri6WalnLDWlDktMdoB79CL+4RJvg9wgMD8L+WeG1NhLkvhyTcdsObjiA4o/ErJgQXEplD6JbhD9r5NxaVAf8Aby/wxjT3okeE2Yl1tysvi6WcIsFitKUUnxsU2Pxh8OKHijwLwoYKpuOMd0+q1CVq1VRSZeXpiG1vlxTLruuzi0jQA0QTfmpO28I7hv8ASBcPXE1iFWDsIVSpUbEikKcYpNcl0S702hKbqLKkrWhwgXJSFa7AnTYEwIyVBfiU9FNj3K2gzGNckMUTONqVJJU5O0ibYS3UmGxuVtFHcmALboASrw1dIMyc6QVIcSpCkkpUlQsQeot8I+mNYBHsgiOGHpLMpqVk7xV1BrD8q1KUzGVNZxK002jSht5511p9IHIfOMqXYcg4I1K3Y4jZMDUp1DTQ0nlb90Sp9HrwY0HikqGJcX5ot1MYMo6RT5USkwZdcxUFaVqssXOlDZFx4uDwiJ2H8PYgzFxfRMC4WlVTVWr063ISraRsXHFBIJt0FyT4AGPoO4eslsNcPuUWHMqcMMfMUaW/wmYNyubnFnXMPqJ3JW4pZAvZKdKRZKQABbPd4KPZ9EvwhCx+TcW/69X+GIUekY4TMvuFeoYCqOVjFUTR8SN1CXnRPTZmNEywWVN2UQLakOrsP8mY7RJcbcvoUFaTY2N7HwiEHpe8Ht17halMRIbs7hfEslO6gN+zdS5LqHuu8kn9UeEZKSB3XHZ6dWzLuqKgd+nujrPkj6LfhyxVk9gvEmP6fib8o6tQpKdqgYrCmm0zLrSVuBKQNgCoiOR8qy24Nb6S41qBWEmxKb7jyvyvHSWm+mYk6BSJKkMZCOhmQlm5Zv8AxwnZKEhI/m/KMBbvJUgf70pwg/8AZeLP9fL/AAwf3pPhBG4pmLP9er/DEksjsyJnN/KXCuZs1RV0heJae1URIqc1lhLgulJVYX2seXWEnxbcR0jwtZPv5pTdD+WXE1CVp0vICYDJfcdUbgKIPJCVq5fRjbC0yUzCvRL8IQ2+TcWf69X+GImcH/BJkZn7nPnZS62iuO4NwRWRTKEhioqQ5ZTrwBW6B3yEM/beFxMemsQ/KuttZEvtOOIUltSqwDpUQbG3Z+MPP6I/DE5J8ONbzDqLSUzGPcX1GrIUAbllvQwASednWpj6/fAjJW0/vSXCD/2Xiz/Xq/wwf3pPhAG/yZiz/Xq/wxIvPzNuUyJyexRmvPU1dQaw3Jet+qpcCC+daUhAUeW6o57D03kgrY5EP/65A/8AtwIyVqPSA8EvDlwyZGMY0y+p9fTiGo1yUpkqqbq6nm0IUFuOqKCBfuNFPkVAxz8bmHAhISFqFucSf4xOOSb4xMP4Zw21gReGJehTzs+Q5P8Aa+tKW3oTtpAskauvUxG5NJmEgAvpT5BR/hGhIS0YON1ThjEE3hqtS1akxqWys60X0hxB9pJ8Li+8TcwDi+Qx9hxh1uYbffS2FJc0jWdNrKI5pWCE6hy1bjukXgYkk/1QucssyKhgGstvhxxckpQLgTYLbPLWnoT4pOyhsehFE4gswukOY9pG8j/ZdVpZtPddyUwHJWZaWVuqbTdRSFNIslpw2uhSTqsdxbmFAo2I7qqpWmyyHV6ZYJUv5x1tolKk7WKk89Qsm+9ykJI5A6tpgvE2Hsf0xmelHGBMuN+20kHtANlaCead90K3F+8PHYzVInGH1Nol9YZJKdKjqULAlaBzA2FwCSCL7gAHnzXPY8xSAhw5p6Tg4WFLSbcyhhLLqkhJK0ltCVqWnTcoWFgqsAQbghSe7rJudShy+k+yxtRXxMFKXEzpKVzZUpxPqj1laCkDTcAggab2tGA1JlTilPsuG4C1qBCHEjmFKBGle/IkAkkm6DtG1p0zVKLWafVJCWlZx2XU6TLTLy5VbxWw42VFWhY7uvoFXtzhGthdLTSRs5lpA9SFgHBSlaknJnMClS5l1PNmVcUBpWoA9rzskixt1MbvG8q6/gOkNOLXrNNkkLWq6jq7NF1HmSb8/jGFghmqVnHMjOT8nKyqg0qXDMrOqmFEqUVFSrsJsOkbmqzNZqsizRnKVT22JENSynmqgpxZS1YatJZTz039rbxiqVlFNDTUm27Hd7l5fVYfIwOyCtDQKa5JoLEj2uldlpW2QnUBubJRZJHjsSL76bXhUyslMPrQ6/8A4S8o3QhIvbwsB08xsQL72VfKkaaQhPaKCu1AIDadlnoSTyPuCue1oUMhStiNAAV7QAPM7WJPMnqDt162hC5XTmFGPfusSm0lOkTSxdawSVE91IA3seV7Eb+Ftt91ZR6KVvoWUrQAQtFxuBYgDe9tvG538dxl0qiHZakd0WUSOp6AHrbffzMJbOvPDAuQ+EV13EU6hyadChIU9lV5iedt7KfBNz3lnYDztFOdNUXOobS0rS57jgAcymj5C44bzSS4q896bkVl66unhpzEtXQuWo0sTslwCyphf6LV9Vj7SrJ8xyifmJmfmHJ6cfW+/MLU666s3UtajcqJ6kk3hV5pZn4uzgxnNY0xlN9rNPEJYYQSGZVgG6WW09EgfEnckkwlUIsLeEejeD+GW8NUPZvwZXbvPn4DyH+qdQwaBvzVITFYBtyipKIuJRFrLkt2apCbxsqLVp6hzqJuUXtey2z7K09Qf7XEYYR1i4lEJPw4YclIy6J4ezmE56GqVjalLclv5UJstJSAtCug+49Ybms0Oao0ypiZaUBfuq8R5xepFSnqROpnZJ3QtIsd9lDwPiIc6UVR8waWpvSlqbaT32VK3HuPUefSIaRr6F+obs/RdSsN9iu0YpK04kbyd/Y+I/RMpNEBo2hZcKGFzjfimyzoCpcvNflBLzboH0UMHtdXw0RosX4anaBMrbeaOi+yun/nDw+jYEs1xmYRdnVpSn1aott36uGVc0287xYbS5kjw4HZVL4hNmpqV8bhvj7eK7hRxJ9LtjdOIOLM4aZnNTeFMPSMk40FXDcw9qmFX8CW3mfqEdthyjmHxu+jOzozu4hqzm7lhXqA7TsUIlFTTFSmlsOybzUu2wrklQW2UsoUCDqupQ02AJtbhkYXAIXaHBySfoVMJKqOYOZOP3NakUmlSVLbJHd1zLq3FWPiBLD4K8xHWGpz0vS5CZqc44ES8oy4+6o9EJSVE/AAwwvBTwsU7hJyiGCF1Rqq16qTaqnXKg0gpQ7MFCUBtsHfs0JQAm9iSVKsNVot8e+clOyX4XsZ12Ym22Z+syLlCpTazu9NTKCgJAvc2R2izbkEExlo0jCJHmR2SuefosadMZo8cOOs2qtLJdckpKr1jtdj2c5OzSUXHXdtyYF/vjsmB3bRzA9CXg5DGHcycfqZUlU1OSdKbWeSkNoU4q3uLgjpRijEtMwhhirYrrDvZyFEkJioza/zWWW1OLO+3spMZWii7mH6Mrh4zWzmqWdWYFWxrWKhVptM3M0pypsIp5skJDYShhLwbAA27W/nErZOTk6bJsU6Ql2peVlmkssstICUNNpFkpSkbBIAAA6C0c33/TX4IVLOLkcg8QOTGk6EPVllttSugKg2ogeek+4xHrPb0qWf+btNmcO4Kp8jl5RptJQ6Ke+qZn1oPNJmlJRpH6jaD5wm6RreqdxUM824CXnpQc+qTndnbgjhmy+n2qqxRK2wxVHGHNTS6q+6lkSwIOklsEpV+apSk7FKhHWiiUyWolHkqNJpCZeQl25VpIHJCEhKR9QEcBuAjAQzA4x8sqZNpW63I1ZVdfWbmxkmlzSFKPm402PeoeMfQK2SU3IteMxv1jK0qqc00nZnmuUHpsMaes4qyvy5afWBISNQrcyzvpUXnG2WVHpcdg/byUYhXwhSdZm+KjKtjDynhPHFMgpBavqCEuhThNvohsLKumm99onnx/8ABFxRcSfEcvGWBMP0lzDMvTJSmSc1N1ZhkpCQVOEtlWsDWtfS5h4uBX0cshwyVY5n5jVuSr+PFsuMSiZJKjJ0ptYKVlpSwFOOqQSlSyEgBSkpFiVK3SCm2kcwVWuTtHGr0y+JWZ3iUwpQWAhRo+EGVPKTupLj03MK0KHkhCFD9eOvmMsX4dwFhWq40xbU2abRaLKOTs9NvKslplCdRJ89rADckgDcxwDxbO4x48eMKcXh1pbcxjisiXklLRr9RpzdkpcWBa4bYRqIuNxa8CApi+iD4aUVKfqXE7i+QWtEoHKThZtxI0aztMzYFr6gkdkg3tZbuxOkjpNmzmXhzJ/LTEeZuKptDFLw5T3Z15SjbWUiyG0+KlrKUJHVSgOsX8tMu8MZUYBoeXGDJL1SjUCTbkpRBN1FKRutZt3lqN1KPUqJjGzMyrwDnDhg4NzLw0xXaIqYRMrkphxaW1uIvoKghQ1WJvY7XseYECxzUZfRe554kz2yjxtiPGE0Has3jmoPFN79nLzDTL6EjyClupHkkQ7vGvhA444VszKGlCStGH5mebKheypdPbX+pswq8oshsocjWKlK5S4IkcNMVdxtyealFOFDy2woIUQpRsQFKG1ue/KFrWqXJ1ylzdGqLQdlJ+Xcln0HkttaSlQ+IJgQvmho6dTSrm584xp2RVMutyjWy5haGx71ED+MbarUOawPiuu4Lq5SidoNUm6VMAcu1YdW0oD4oMLbhtwa7mNxJ5YYOTLpeYnsT092ZQrcKlmXUvPj/RNL2jXqls91fQBllhj8icusMYQASDRKRJ09VuWptlKFH6wY5++mmxiprBmWOXCLEVKrzldfAO6DKshlu48/W3P2THSgpsLDkY4z+lzxaK/xP0nDCCvRhrDbDKgeXaPOLdJHmUlF/cIyUk3moPTLAal9Wm9gekfQZwRYOOA+EzK/DS5fsHWqA1NPN2tZ6YUp9z/bdUY4EytKXWqvTaGy2tbtRnWJRCUjclxYRYDx70fSlhejs4ew1SqBLizdNkmZRHubQE/wgCy/mrlTpNKrck7TKxTZWfk3hZ2XmmUutLsQe8lQIPx8ITysosqAm4yzwmPdRZf8ERU9I7iDi/klYFpfCjJ4nSVfKExXJqisoWR/Ipl21FYI3+fNvIRDBiu+l8WvTNPZpBsg3/waX522+j4xlYaNRwmbz0rtOxJxDZi1mQlJKXpy8SzzEizKMJaZTLMuqaZCUp2HzbaCbcySesaMM0sgEyTRv1uYST7dUp1Vn5OttOtVJiZcbnEO2C0vhRDgVba4VcHzi8Ko6BbeKzUMlfISxxAXd7I+3R0McVVC15A5kArQJIJ7oNusXkpcULISd/KFfQMMUya0h2oNC58bw7eEcqsLz7raZiosJBIBOrkI0mqmxra3cNT1/JwCaLAmOMU4DqAnKQHFsrWhbksVKCVqTslQIN0rAJAUN7EjkSDMLLDPrDWN5VunYgbSp9QAdl5ppJeBA5hBGl5Pmiyxt3DzCjwLws5OVhptVTx7KyxUNxqSf3wq6nwk5MyTZVTMfykyRyIKL/viKr7fHdG9o5oB6HITx1mp4H/LSzHP9DsfXC2srQafWkofo0yhSWRqQy26tKWj1UhKT82d7ez8LxtJHBlRlGA1YJS+v57swtQA3sVNpA7Q8hrO55kDphYSy4Rh1Ybk8dy8wwk9xE0EuBPmk31IPmCIfLB1Bp820huZxPJauVw8HCfeXLqP7UVqXhu4kaYAD7hQ1yoBbxqa7LR5H9kiMA4LWMVUpx6lsrRKvpcS56k22ArfodKgfcDzjdMYTeXVHppcqwNLiiChkIOq+3f0g8/Aw99DwLS2ZhqaZrss4pHeslI/gqLk/hakyup01ZjbvBJ08/Hc2iKrODLzNTBunfJPMeSqT7tG6TQ0np0Ka2TwxMrUX3SlK1H5xRUVFQ6p1bKI8jtG6l5amUeWVNTSmW22UEqKiEpQkXuTfup8ySOW8a/FtTm6eFM0yr0oOWPzkw5rA/zUlIMR/wAf5fVDMh4s4zzTfmJXV3ZVtxLMsgdPmmyEm3ioFXnFW/7srrWSf7w4MZ1Ocn6cvup+htE1wbqc7S33/sFTn3x34Gy7l3cOZbBrFNfspKnWT/i+TPL5xwEdqr9Bu42N1C1jzzx9j/F+Z2J5rF2N6s/UqnNc1rsEsoubNtpGyEC5sB79ySTONPCFksuXU5NZnSEssD2CB98N5jLhuyyo2v5LxnKTthtosLx0mw8L0HCsWqnZl5G7yQXH9h5BTFJw6yV/ZwPy7za4fcjCiACgeybfGLiSeY5Q7tfytoMitfq1QQsjoN/3Qip7C0tLvKQ3NqKkjUpAaUSB7udvOLCKhjt0VNiqqY4duk6kxdSLxeNNeS6WkJWtSeYDa7j7Iuopk4pxTSWV607FPZr1D4WjJezxTD5OYHGgrHSIuJv4RkN02aN0JQVrR7QCFkp94A2i6imzi1ltLJKhzCULJHvFto0MjPFZFJNy0n6LGSLbxm0+enKZNonae+pp9s3SQdvcfEHqI9apU46opQhSik2IS2ske/u7RcapcwtSkoQVKQd9La1WPn3ecJOfG4aXbhKMpqhjtQac+KcJueo+YtIMnOtNtVFtJC2yOYt7SfFPlzB+BLfUOexHkljinZi4cQj5SwzUGqhLJduULUFAaFW5pUNQPkYvSUnUmn/XJFxxDzC7BbaF3Srz22jOxbU3sS0Flhcq4JxLuqYUhlehQSD5bXJ3HS0NqTVRTgxHuk8lPV9dLc7Y+mqo8vAIacf9fRdkeHfi3ye4jsMSVWwhiKVlKyttKZ+gTjyUTsm/bvI0E/OJvey0XSRvsbgPRqFr2PjePmznKBPSUx63Jreln0E6XGtaVp/zhvFM9mLm2ZI0t3M3Fy5LToMuqszRb0+GkrtaL5FWRyjmuHVVkngfjGy78ZzcUuReQlEmqvmLmBTZN5hBKKbLvJfn5hYGzbbCTqKjtzsBe5IFzHEPjM4u8W8XGYDFbnZN2k4XogdYoNJU4CWEL063XbbKdXoRe2wCQBe1yyE0manH1TE7MOzDq/acdWVqPvJN4tmXNuUL6wUgygcPzLt36JfB35McH1HrC7heJqxUan7Nu4l31dI8x/g5I98OD6QrGqsEcHWZ1QZ/lqjSfkRtJNtQnHEy67eYbdcPwjgfLV7E0kwiVkcRVSWYbFkNMzjiEJ67JCrDeCbreJKnLmUqVeqU2woglt+bccSSOWyiRG2oJIUEmVhy+wsI2DLalWGnmYw2W7EBMbumy5UoAjnDGdwYMlW+1QvnkEYU4vRBYPNQ4h8Q4scA00LDTrSLjk5MPNgEHodLah/nGOwyCdIvHzcKaqNNlw5Tp+clFPEazLvKbKgOV9JF4wRP4pU2pwYprIsq1jPveG/0oUo5hJECFDcTW59FcHRk9AfqvpRcdQ0grcWltI5qUqw+uGmzZ4ruH7JWmvz2YGZtElXmEqUmQl5hM1OuqH0UMN3WVbjoAL7kCOAS6hitaAhzElWULbgzztj/ALUYaaYt19Uw9dxxZutajdSveTzh3qUAIipK8anHvjXiqUvB2Gqa/hnL+VfDrci45eaqCkew5NKSSkWPeDYuAbbqIvEsvREcMDeEcFz/ABG4qkimsYoCpCgNuosZanII1vi42U8sEAj6DYIPfIjmMilDs7BP2mLomMRS7SJeTxBUpdlpOlDbc24lKR4AA2Agys9kV9EWbuZ9AybyzxHmXiR1KJDD0g7OKSo27VaR3Gx5rUUpFupjj+fS18X8w+4tg4ObaUslCFUUkpSTsCe0326xFh92vz7BlJ+v1CZZUQVNvTS1pJBuLgmx3glqcAQAgQZQIiumHAd6QDPfPrP1jLPNJWHDS5ylTcwwZCQMu4H2gkjfWq4I1bbco6T6ire/S/OPm0bkJiVcEzJTD0q8OTrLhQsDqAQY8M5ilCu7iasK9887+KDKwYj0Uh+MTAaMGcXmezEvJ9jLVGiPV5nSNlGbVJrcX8Xlu/XGy9Fbgz8oeL+m1x9hS0YWok/Ukr+ih1aBLD46XnLe6I4U2p12nKqj3ra5hdZp6qVNLmSXVKYLjbhSFKNwdTSDcdLjrGsSmo051cxTZ6ZlXFjSVsvKbUU+FwRGFsWHGF9Kriha4I+uOBHG3if8uuL3MqrMzHasSdW+S2fISyEtKHwWhcNCiq4s1C+Jat/887+KMyQpzi3C86StxxRWtajdSlE7knqTGSVq2MjmnI4QcEuY54s8qsPKb1NjELVRdBFwW5NC5tYt5pYUPjH0BNqBQLDaPm6npSZlXkTUm86w81cocacKFpJFjYg3GxI+MaxdSxaVG2Jqxb/8we/FACsuYSV9K9keIvGpxhXWcMYSrOI3bBFKp8xOnlybbUv+EfOIufxcmVDwxLV/aCb+vO+B/Si9T57Ej7iUTdeqbrau6tC5xwpUDzBGreMF2BssNiJcAViz0w5VJ+dqzhWVz0y7NKUo3UStRVv9cYJLgNoVVQpYlgW1IA03EJ1bRCz74goZe1J9V2istzqCKMN5YH6JPN46mWfYpkp7+/8AijYS+atZlt2ZOVTb9f8AFCHgiWNHAebVy+PiW7Q/+HOQnKls98Xyo+aZkwPcv8UbBniRxwzbQxIm3ilz8cNLBGhoKY82BORxlfR/5p/1TytcUmYLBumXp37Dn44zmOLzMuWI7KWpiSORCHf+JDGQQfIU/wDIFt/jS/cjUuUlqVx751UZxK5FqjBKQBoWmYKT43s9fflz91ow5jjnzomlKVMOU1wLUVFKkvFO/SxciOsEb/Jw4xpSA4rvAdqE5z7fsn3muMTNCaWVKl6WgK6JD5H2umMF7iszFfHzkvTLeHZuW/8AHDLQRr8jT/ypX/GN8POpcnZf4j8azNy7I0s3/wAmsfuXGA/npiZ/+Up1P38O1/HDawRj8Ppv5Ak3cW3p/wCapd9UvV5vVhzddLkFE+Pa/jig5qzyvaoVMUfMOfjhCwRn5Cm/kCRPEt1dzmKXYzYn+tCphH6rn44q/us1ADegUu3kHPxwgoIx8hTfyBY/xHdP+cft+yXozbqCdvyfpdv1XPxxUM3qgLA4epJt+i7+OEBBB8hTfyBZ/wASXT/nH7fsnC/uwz554cpPxQ7+OKhnHUByw5SP2Xf+JDdwRg2+mPNgWf8AEt0/5x+37JxRnNUrW/J2j/svf8SKHM4qmsWNApIB8Eu/xXDewQC3Uo5MCweJLoecx+37JaTGZc7M3KqPTR7kr/FGqmMXTT9wZGVF/AK2/wBqNBBCzaaJn5WprJd62b87ytmuuvr2LDQ9wP3xQaw6f5pH2/fGvghXSE2NXMebln/Kzv8AQt/b98Aq7v8ARN/b98YEEGkLX5qX+ZbBNZfSbhlrb3/fGfK4tm5ZQUmWl1EeIP3xoII1fEx4w4JeC5VdM7VE8gpXTGZFWfQhHqUkAkfmr/FGKcdVMo0GTkrfqL/FCbggZEyMaWjAWlVX1NbIZqh5c49SlF+W9Utb1aT/AGFfigGN6oncS0p+wr8UJ2CN8JtrclMnH1XTylZM+9C/xR4rHtVUbqk5L9hf4oTUEGEa3eKUf5dVP/qUl+wv8Uepx5VkkES0nt+gr8UJuCDCNbvFKoZi1oD/ANUkf2F/ijw5iVk85OR/YX+KEtBBhGt3ilQcwqyecpI/sK/FFtWO6qrnJyX7K/xQm4IMI1FKMY5qgNxLSf7CvxRlM5k1tnZMnIH3oX+KElBBhGspWv5k1t+wXJyHwQv8UYpxxVSb+qSX7KvxQnIIMI1FKc4/q5Z7D1SR06gr2VeBH53nAxj+rsOBxErJEp5AoVb/AMUJiCDCNRS4ms1axNoCXqfIk23ISv8AFGpVi+aWoqMowL781fihOwQi2mib+VqmJuIbnUANlmJA2GemEQQQQuoVEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECF//2Q==" width="302px" alt="investors"/></p>
<p><p>In December 2013, Overstock.com announced plans to accept bitcoin in the second half of 2014. On 5 December 2013, the People&#8217;s Bank of China prohibited Chinese financial institutions from using bitcoins. After the announcement, the value of bitcoins dropped, and Baidu no longer accepted bitcoins for certain services. Buying real-world goods with any virtual currency had been illegal in China since at least 2009. Within hours, the transaction was spotted, the bug was fixed, and the blockchain was forked by miners using an updated version of the bitcoin protocol. Since the blockchain was forked below the problematic transaction, the transaction no longer appears in the blockchain used by the Bitcoin network today.</p>
</p>
<p><a href="btc to usd calculator by date"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p><p>Amid monetary easing by central banks, volatility in equity markets, and gold becoming more expensive, many investors turned to Bitcoin for its high returns. Over the years, the Bitcoin blockchain has undergone several updates. 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.</p>
</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Bitcoin&#8217;s Price History: Tracking The Volatile Rise Of The World&#8217;s &#8230; &#8211; Bankrate.com</h3>
<p>Bitcoin&#8217;s Price History: Tracking The Volatile Rise Of The World&#8217;s &#8230;.</p>
<p>Posted: Tue, 24 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiOWh0dHBzOi8vd3d3LmJhbmtyYXRlLmNvbS9pbnZlc3RpbmcvYml0Y29pbi1wcmljZS1oaXN0b3J5L9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>It wasn’t until December 2020, when bitcoin returned to test the previous all-time high, that it eventually surpassed that historical level and rose a further 239% over the next 119 days to a new all-time high of $64,799. The release of Bitcoin version 0.3 is featured on slashdot.org, a popular news and technology website. Reaching a large audience of technophiles, the article brings many newly-interested people on board, driving the exchange value of a single bitcoin up nearly tenfold, from approximately $0.008 to $0.08 in just five days. After the initial announcement of this upcoming, Bitcoin-themed episode, investors bet big on the show to catapult prices to new highs. About 9.45 million viewers tune in to watch &#8220;Bitcoin for Dummies&#8221; on January 15, 2012; the story involves a government manhunt for the creator of Bitcoin, who is charged with creating a currency in competition with the U.S.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What is Chainlink? Where and how to trade Chainlink?</title>
		<link>https://mamegarden.am/what-is-chainlink-where-and-how-to-trade-chainlink/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Mon, 05 Dec 2022 15:46:45 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3073</guid>

					<description><![CDATA[Its native https://www.beaxy.com/ token has, however, fallen more than 60% year-to-date. Coindesk reported on 27 September 2022 that Chainlink will team up with Galaxy Digital to provide reference spot prices of cryptocurrencies to blockchains. A week later, it was reported that quantitative hedge fund Two Sigma Securities will partner with Chainlink to provide data related to swaps, options and other&#8230;]]></description>
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" width="302px" alt="bullish"/></p>
<p><p>Its native <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> token has, however, fallen more than 60% year-to-date. Coindesk reported on 27 September 2022 that Chainlink will team up with Galaxy Digital to provide reference spot prices of cryptocurrencies to blockchains. A week later, it was reported that quantitative hedge fund Two Sigma Securities will partner with Chainlink to provide data related to swaps, options and other derivative-related information. Assuming the 90 days trading horizon and your typical level of risk aversion, our recommendation regarding Chainlink is &#8216;Strong Sell&#8217;. Macroaxis provides Chainlink buy-hold-or-sell recommendation only in the context of selected investment horizon and investor attitude towards risk assumed by holding LINK positions.</p>
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<p><p>This suspicion is based largely on the fact that LINK&#8217;s price is currently above its moving averages, implying that a fall needs to happen. Chainlink isone of the most robust cross-chain data interoperability platforms. It has entered into a wide range of significant partnerships that include Ethereum, Cardano, Solana, Polkadot, Terra, Alphabet, and Binance.</p>
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<p><h2>April 2023: Chainlink Price Forecast</h2>
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<p><p>On the other hand, countries utilizing cryptocurrency in their economy are bullish news, which tends to increase coin prices. The Chainlink ecosystem currently includes about 500 projects and it regularly expands. One way that Chainlink achieves this is by using what are called “oracles”. Oracles are basically external data sources that provide information to smart contracts. For example, if you wanted to create a smart contract for weather-dependent payments, you would need an Oracle to provide accurate weather data to the contract. Without this vital link, weather-dependent smart contracts would XRP be very unreliable.</p>
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<p><p>For the last 24 hours, USD, Tether, and Bitcoin are the top three trading pairs from a total of 17 pairs for Chainlink with a total trading volume of 242.8 m. The StormGain Live Chainlink Price Index provides the latest LNK price in Tethers using an average from the world&#8217;s leading exchanges. No content on Webull website shall be considered a recommendation or solicitation for the purchase or sale of any investment products. All information and data on the website is for reference only and no historical data shall be considered as the basis for judging future trends. Discuss investment options with others in the Webull community, review market research, and get real-time updates. Spread bets and CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.</p>
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<p><p>However, Changelly’s Chainlink forecast suggests the maximum price may be around $23 by 2025. LINK is best described as “an ERC-20 token,” serving the additional purpose of transferring and calling under ERC 223. This functionality permits the receipt and process of tokens all within one individual transaction. A few months back, Robinhood officially listed Chainlink and its support. This will open the spot trade page, enter in the search box LINK/Coin which you have bought or deposited. Firstly, you’ll need to create an account on Kraken’s official website.</p>
</p>
<p><a href="beaxy promo code"><img 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' alt='https://www.beaxy.com/faq/how-to-make-a-referral/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p><p>Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. The maximum token supply of Chainlink is limited to 1,000,000,000 LINK. There are 507,999,970 LINK tokens in circulation at the time of writing. Market cap is calculated by multiplying the asset&#8217;s circulating supply with its current price.</p>
</p>
<p><h2>How much will Chainlink be worth in 10 years?</h2>
</p>
<p><p>Changes in the methodology used may have a material impact on the returns presented. The token also has a 24-hour trading volume of over $1 billion, which is impressive considering how long it has been around. Given all these metrics, Chainlink is ranked 23 of the most valuable cryptocurrencies, with around a 0.38% market dominance. However, those circulating coins only represent about 47% of Chainlink’s total supply of one billion LINK tokens. In other words, Chainlink’s fully diluted market cap equals about $17.8 billion.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="staking"/></p>
<p><p>Stockchase rating for <a href="https://www.beaxy.com/buy-sell/link-btc/">chainlink buy or sell</a> is calculated according to the stock experts&#8217; signals. A high score means experts mostly recommend to buy the stock while a low score means experts mostly recommend to sell the stock. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. MoneyMade is not a registered broker-dealer or investment adviser.</p>
</p>
<p><h2>Execute Chainlink Buy or Sell Advice</h2>
</p>
<p><p>History doesn&#8217;t have to repeat itself, but last time LINK crossed the 2.618 fib ring it pumped 150%. Then you’ll have to wait for the approval and now you can easily trade Gate.io. Hover over to “Buy Crypto” and select Credit Card if you want to buy crypto from your Credit Card. Or if you prefer buying it by Peer 2 Peer method, you can choose that too. To start trading, the first thing you need to do is to sign up on the official website of Gate.io.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="chainlink crypto"/></p>
<p><p>If you’re looking to get in at the minimum LINK price, now&#8217;s the perfect time. Just remember that crypto is extraordinarily volatile, and the LINK price is no different. Ultimately, our Chainlink price prediction is that LINK will keep trending upward overall. But, our Chainlink price forecast also posits that it&#8217;s unlikely to revisit its 2021 ATH anytime soon. Chainlink is the top oracle in cryptocurrency, but we don’t have similar successes to compare it to.</p>
</p>
<p><h2>Is Chainlink a good investment in 2021 and 2022?</h2>
</p>
<p><p>LINK is Chainlink’s native token; it’s used to help support the underlying technology of the Chainlink network by incentivizing data accuracy and rewarding node operators for access to services. According to expert Chainlink price prediction, it is assumed to rise in the future. Chainlink is a decentralized oracle network that sends real-world data to smart contracts on the blockchain.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="smart contracts"/></p>
<p><p>As a cryptocurrency, Chainlink technically competes against the entire cryptocurrency market. As a project, however, Chainlink doesn’t have that many competitors — the three main ones are Band Protocol, API3, and WINKlink. The best place to store the crypto you have bought is in wallets outside the exchange. The first choice is a hardware wallet, and then you can go with the official coin wallet and third-party software wallets.</p>
</p>
<p><p>On the flip side, many critics have begun questioning the purpose of LINK tokens in the project. If it persists, and other celebrities indicate a supporting statement, the price might get afflicted and plunge to $8.218. Polkadot is a new-generation blockchain that aims to operate without any of the flaws compared to other blockchain networks. It also aims to provide ways of increasing interoperability across blockchains. The largest non-smart contract LINK-holding address was linked to crypto exchange Binance, which held over 5% of the total LINK supply as of 29 November 2022. One look at the chart from the last week and first thought is that the market just loves LINK.</p>
</p>
<ul>
<li>Although LINK started the week struggling around $6,5 level, the price soon went to the higher grounds, breaching the $7 resistance and ending the&#8230;</li>
<li>The minimum trading cost might be $7.76, while the maximum might reach $8.36 during this month.</li>
<li>Google has been working on integrating blockchain technology into its various products and services.</li>
<li>The networks that provide data are called &#8220;oracles&#8221; and receive reputation scores based on their contribution.</li>
<li>To avoid the feeling of FOMO, investors should educate themselves about the real factors that determine the price of Chainlink.</li>
</ul>
<p><p>By clicking on the coin option in the Receive section, you’ll be able to look at a plethora of coins to buy from. Take advantage BTC of the 50,000 USDT on your demo account, leverage of up to 500x and crypto trading signals in our mobile app. Once you&#8217;ve completed your deposit, head over to the trading platform to sell LNK. Gov Capital predicts Chainlink will have both short-term and long-term rallies. Following its $32 million ICO in September 2017, LINK has been on quite a journey, from being worth less than $0.20 to reach as high as $36.93 in the first quarter of 2021. It wasn’t a smooth ride though, and Chainlink’s volatility meant there were plenty of surges and crashes along the way.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How high could LINK price reach by the end of 2023?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>LINK price could close the annual trade for 2023, with a price tag of $8.218.</p>
</div></div>
</div>
<p><p>If investors trade at the current price, they can earn a profit of more than 1400%. However, there is no guarantee in the crypto market with its volatility, so always be very careful with your investment decisions. We also gather additional information from different sources to make sure we cover all necessary data or events.</p>
</p>
<p><p>Simple curiosity about <a href="https://www.beaxy.com/buy-sell/link-btc/">chainlink buy or sell</a>currencies leads to high investments, which affect the market price. At the same time, the price is influenced by announcements from state authorities and companies in the field. The phenomenon of FOMO can be created around these situations, which is represented by investors&#8217; fear of missing the moment of entering the market. To avoid the feeling of FOMO, investors should educate themselves about the real factors that determine the price of Chainlink. It’s impossible to make price predictions with any kind of certainty as a whole host of different factors could impact the future price of LINK. As for what drives LINK demand, there are two main use cases for the token.</p>
</p>
<p><p>Other co-founders, Steve Ellis and Dr. Ari Juels, also have a large portion of Chainlink coins. Chainlink has dropped more than 80% of its value since the 2021 bull run. If the same trends continue, we could see prices fall sub $10 if key resistance levels don’t hold.</p>
</p>
<div style='border: grey solid 1px;padding: 12px;'>
<h3>Chainlink: Base integration, underwater prices, and its effects on LINK &#8211; AMBCrypto News</h3>
<p>Chainlink: Base integration, underwater prices, and its effects on LINK.</p>
<p>Posted: Sun, 05 Mar 2023 01:31:58 GMT [<a href='https://news.google.com/rss/articles/CBMiU2h0dHBzOi8vYW1iY3J5cHRvLmNvbS9jaGFpbmxpbmstYmFzZS1pbnRlZ3JhdGlvbi11bmRlcndhdGVyLXByaWNlcy1hbmQtaXRzLWVmZmVjdHMv0gFXaHR0cHM6Ly9hbWJjcnlwdG8uY29tL2NoYWlubGluay1iYXNlLWludGVncmF0aW9uLXVuZGVyd2F0ZXItcHJpY2VzLWFuZC1pdHMtZWZmZWN0cy9hbXAv?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>It’s highly unlikely that Chainlink will overtake Bitcoin since it would need to increase its market cap by $720 billion. Also, Bitcoin has a first movers advantage and is more popular globally, making it much harder for Chainlink to rally above BTC. Sergey Nazarov, the founder of Chainlink, owns the most LINK tokens.</p>
</p>
<p><p>Chainlink is often in the news cycle for announcing new partnerships and various upgrades to its platform. In 2020, Chainlink was affected by some of the movements in the broader markets. LINK’s huge single-day drop in March came as economies and borders were closing down around the world in response to the COVID-19 pandemic.</p>
</p>
<ul>
<li>He is passionate about blockchain technology and believes cryptocurrency is the future of humanity.</li>
<li>While the minimum Chainlink price is estimated to be $75.45, and the maximum price of Chainlink is estimated to be around $89.97.</li>
<li>For example, if you spend 500$, you’ll receive the BTC according to that.</li>
<li>DigitalCoinPrice was bullish about LINK’s price performance over the longer term.</li>
</ul>
<p><p>CFDs are leveraged products, which means that you only need to deposit a percentage of the full value of the CFD trade in order to open a position. But with traditional trading, you buy the assets for the full amount. In the UK, there is no stamp duty on CFD trading, but there is when you buy stocks, for example. Chainlink’s parent company SmartContracts.com received the remaining 30% of LINK’s maximum supply. You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/203c.png" alt="‼" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Chainlink nose diving straight down <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/203c.png" alt="‼" class="wp-smiley" style="height: 1em; max-height: 1em;" /> </p>
<p>1 LINK is now $6.5500 (Down 21.93% since 24h ago)</p>
<p>Buy, Sell or HODL?<a href="https://t.co/3r9EygP3Cj">https://t.co/3r9EygP3Cj</a><a href="https://twitter.com/hashtag/Chainlink?src=hash&amp;ref_src=twsrc%5Etfw">#Chainlink</a> <a href="https://twitter.com/hashtag/LINK?src=hash&amp;ref_src=twsrc%5Etfw">#LINK</a> <a href="https://twitter.com/search?q=%24LINK&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$LINK</a> <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a></p>
<p>&mdash; Coin.Guru (@coin_guru) <a href="https://twitter.com/coin_guru/status/1535848628413157376?ref_src=twsrc%5Etfw">June 12, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>However, unlike many other coins and tokens, LINK managed to recover, hovering around the $26 mark now. The network is supported by a large number of data providers, node operators, security auditors, smart contract developers, and many others. Chainlink promises decentralized participation for all users that interact with the platform — anyone can become a node operator on the network. Chainlink tokens are what feeds the data from off-chain sources to smart contracts. LINK tokens can be stored in any ERC-20-compatible digital wallets, as the ERC-677 standard has the same functionality as the ERC-20 one. Based on the Chainlink price history, its token LINK may trade at an average price of $82.71.</p>
</p>
<p><p>As a blockchain-agnostic platform, Chainlink functions as a global open-source standard for cross-blockchain and blockchain-to-off-chain messaging and data transfer. The standardized performance presented herein has been calculated by MoneyMade based on data obtained from the third-party platform hosting the investment and is subject to change. No representation or warranty is made as to the reasonableness of the methodology used to calculate such performance.</p></p>
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			</item>
		<item>
		<title>Fibonacci Retracement Levels in Day Trading</title>
		<link>https://mamegarden.am/fibonacci-retracement-levels-in-day-trading/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Wed, 30 Nov 2022 12:45:02 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3220</guid>

					<description><![CDATA[As the correction approaches these retracements, chartists should become more alert for a potential bearish reversal. That said, many traders find success using Fibonacci ratios and retracements to place transactions within long-term price trends. Fibonacci retracement can become even more powerful when used in conjunction with other indicators or technical signals. The Fibonacci retracement levels enable traders to decide on&#8230;]]></description>
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" width="307px" alt="series"/></p>
<p><p>As the correction approaches these retracements, chartists should become more alert for a potential bearish reversal. That said, many traders find success using Fibonacci ratios and retracements to place transactions within long-term price trends. Fibonacci retracement can become even more powerful when used in conjunction with other indicators or technical signals. The Fibonacci retracement levels enable traders to decide on placing buy and sell orders and identify the two extreme points for buying or selling assets to make more profits.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Played with an older <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> chart to see what I could visualise just in case we did creep down until death, nothing special just measuring highs/lows etc</p>
<p>What grabbed my attention was the 85% fib retracement level off of cycle tops, numbers and lines n stuff init<a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://t.co/osOKvqiaC9">pic.twitter.com/osOKvqiaC9</a></p>
<p>&mdash; Boint ☽ (@_Boint) <a href="https://twitter.com/_Boint/status/1491915715758145538?ref_src=twsrc%5Etfw">February 10, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>The Fibonacci series is a sequence of numbers starting LINK from zero arranged so that the value of any number in the series is the sum of the previous two numbers. The market did try to rally, and stalled below the 38.2% level for a bit before testing the 50.0% level. Then, for downtrends, click on the Swing High and drag the cursor to the most recent Swing Low. Before we can understand why these ratios were chosen, let&#8217;s review the Fibonacci number series. The percentage levels provided are areas where the price could stall or reverse.</p>
</p>
<p><h2>How to Find Momentum Stocks</h2>
</p>
<p><p>For a comprehensive overview of the history of the Fibonacci sequence and its prevalence in nature, art, music, math, etc., please refer to the background section of this website. Retracement levels alert traders or investors of a potential trend reversal, resistance area or support area. A bounce is expected to retrace a portion of the prior decline, while a correction is expected to retrace a portion of the prior advance. Once a pullback starts, chartists can identify specific Fibonacci retracement levels for monitoring.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/search?q=%24BJDX&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BJDX</a> Fib retracement levels.  It looks to follow these numbers closely. <a href="https://t.co/1XF1P6T4ix">pic.twitter.com/1XF1P6T4ix</a></p>
<p>&mdash; RM (@rmathews_) <a href="https://twitter.com/rmathews_/status/1463518180521951238?ref_src=twsrc%5Etfw">November 24, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>As such, we would want to exit our  position just prior to that level. You can see how the price action moved quickly to the downside following are sell signal, and continued just below our target level before retreating back to the upside. Shortly after the major swing low was put in, prices began to consolidate in a range bound manner before continuing to correct to the upside. Eventually price was able to reach the 61.8 Fibonacci retracement level. But just as price tested this level, it was rejected sharply to the downside.</p>
</p>
<p><h2>Fibonacci Retracements</h2>
</p>
<p><p>Fibonacci retracement strategy is more common in the stock market, whether it is an uptrend or downtrend. The nature of financial markets is such that each tradable asset rebounds or reverses upon reaching a certain retracement level. It means there is a high probability of a stock regaining its peak or trough. The pattern in these numbers, when computed further, gives a percentage called Fibonacci percentage. This time each number is divided by its succeeding numbers at first, second, and third positions.</p>
</p>
<p><a href="how to mine ripple coins"><img 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' alt='https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-ripple-xrp/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a></p>
<p><p>These levels are inflection points where some type of price action is expected, either a reversal or a break. It helps traders trade in the market when stocks rally sharply, and all they have to do is wait for retracement or correction to happen. After identifying Fibonacci levels (23.6%, 38.2%, and 61.8%), traders can decide whether to buy or sell that stock. For example, if a downtrend starts to go up, they can analyze the future market trend using the retracement level and decide when to sell an asset to get the best value.</p>
</p>
<p><p>Click on the Swing Low and drag the cursor to the most recent Swing High. Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Learn how to trade forex in a fun and easy-to-understand format. You can use our ChartNotes annotation tool to add Fibonacci Retracement Lines to your charts. Below, you&#8217;ll find an example of a chart annotated with Fibonacci Retracement Lines.</p>
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<h3>British Pound Forecast: GBP/USD Looks to UK Inflation Data for Directional Bias &#8211; DailyFX</h3>
<p>British Pound Forecast: GBP/USD Looks to UK Inflation Data for Directional Bias.</p>
<p>Posted: Wed, 15 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMieWh0dHBzOi8vd3d3LmRhaWx5ZnguY29tL25ld3MvYnJpdGlzaC1wb3VuZC1mb3JlY2FzdC1nYnAtdXNkLWxvb2tzLXRvLXVrLWluZmxhdGlvbi1kYXRhLWZvci1kaXJlY3Rpb25hbC1iaWFzLTIwMjMwMjE0Lmh0bWzSAX1odHRwczovL3d3dy5kYWlseWZ4LmNvbS9uZXdzL2JyaXRpc2gtcG91bmQtZm9yZWNhc3QtZ2JwLXVzZC1sb29rcy10by11ay1pbmZsYXRpb24tZGF0YS1mb3ItZGlyZWN0aW9uYWwtYmlhcy0yMDIzMDIxNC5odG1sL2FtcA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>Kindly intimate how can I apply the fivonachhi retracement in zerodha kite. These mathematical properties are prevalent in many aspects of nature. Step 3) Use the Fibonacci retracement tool to connect the trough and the peak. Here is another example where the chart has rallied from Rs.288 to Rs.338.</p>
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<p><p>Exinity Limited is a member of Financial Commission, an international organization engaged in a resolution of disputes within the financial services industry in the Forex market. What is significant about this pattern, however, is that the ratio of any number to the next one in the sequence tends to be 0.618. Here’s how you can use Scanz to find the top movers every single day. Here are 3 ways you can get fresh, actionable alerts every single day. Allows to configure a drawing to be displayed on particular intraday and daily timeframes on chart. For any timeframe, you can select either to show it, or to hide.</p>
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<ul>
<li>Fibonacci retracement is a popular tool that technical traders use to help identify strategic places for transactions, stop losses or target prices to help traders get in at a good price.</li>
<li>Financial assets will often trade in a tight range, consolidating a recent move, and then move to another range and repeat the process.</li>
<li>Combine Fibonacci levels with Japanese Candlestick patterns, Oscillators and Indicators for a stronger signal.</li>
<li>These levels initially do not provide a gauge to whether the market is pausing only to refresh or reversing.</li>
<li>The most common Fibonacci retracement levels include 23.6%, 38.2%, 50%, 61.8%, and 78.6%.</li>
</ul>
<p><p>Please ensure that you <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> the risks involved and seek independent advice if necessary. The price touched the level of 38.2 in points 1 and 2 and bounced to the level of 14.6. This pattern warns us that the price, most probably, would move to the level of 61.8, which we see in point 4. This two-line indicator can help identify overbought and oversold levels. The strategy looks for key signals from the stochastic indicator when the price touches an important Fibonacci level. The two signals together indicate an opportunity to open a position.</p>
</p>
<p><p>From his work, we get the Fibonacci sequence of numbers and the well-known Fibonacci golden ratio. The Fibonacci sequence is a series of numbers where the next number is simply the sum of the two preceding numbers. So, for example, it would run 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, and so on, with the sequence continuing indefinitely.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="reversal candlestick"/></p>
<p><p>AxiTrader is not a financial adviser and all services are provided on an execution only basis. Information is of a general nature only and does not consider your financial objectives, needs or personal circumstances. Important legal documents in relation to our products and services are available on our website. You should read and understand these documents before applying for any AxiTrader products or services and obtain independent professional advice as necessary. Along with the above points, if the stoploss also coincides with the Fibonacci level, I know the trade setup is well aligned to all the variables, and hence I would go in for a strong buy.</p>
</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Gold and Crude Oil Await Dollar Break for Their Own Commitment &#8211; DailyFX</h3>
<p>Gold and Crude Oil Await Dollar Break for Their Own Commitment.</p>
<p>Posted: Tue, 21 Feb 2023 20:00:27 GMT [<a href='https://news.google.com/rss/articles/CBMiaWh0dHBzOi8vd3d3LmRhaWx5ZnguY29tL25ld3MvZ29sZC1hbmQtY3J1ZGUtb2lsLWF3YWl0LWRvbGxhci1icmVhay1mb3ItdGhlaXItb3duLWNvbW1pdG1lbnQtMjAyMzAyMjEuaHRtbNIBbWh0dHBzOi8vd3d3LmRhaWx5ZnguY29tL25ld3MvZ29sZC1hbmQtY3J1ZGUtb2lsLWF3YWl0LWRvbGxhci1icmVhay1mb3ItdGhlaXItb3duLWNvbW1pdG1lbnQtMjAyMzAyMjEuaHRtbC9hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>When the market drops back to 38.2% of its previous rise , traders will check to see if any buyers come in. If this 38.2% level gets broken, then the expectation is for the 50% retracement to be the next target. If the market slides through that 50% retracement level, then traders will look to see if the market finally stops its decline when it has retraced 61.8% of the prior move. For most Fibonacci followers, if it breaks through that 61.8% level, it means that the market direction is going back to where it started. Fibonacci retracements are considered to be hidden levels of support and resistance in the market.</p>
</p>
<p><p>All the ratios, except for 50% , are based on some mathematical calculation involving this number string. We again choose Wajax Corp. (WJX.TO), but here, we choose a different date range starting June 2020 to December 2020. During the period, the price rallied from $8.50 per share to $18.40 per share.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is a .618 Fibonacci retracement?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>The key Fibonacci ratio of 61.8% is found by dividing one number in the series by the number that follows it. For example, 21 divided by 34 equals 0.6176, and 55 divided by 89 equals about 0.61798. The 38.2% ratio is discovered by dividing a number in the series by the number located two spots to the right.</p>
</div></div>
</div>
<p><p>To learn more about how to add this annotation to your charts, check out our Support Center article on ChartNotes&#8217; Line Study Tools. The sequence extends to infinity and contains many unique mathematical properties. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate.</p>
</p>
<p><p>Fibonacci retracement levels such as 61.8%, 38.2%, and 23.6% act as a potential level upto which a stock can correct. You can now see the Fibonacci retracement levels are calculated and loaded on the chart. While Fibonacci retracements examine price action following a breakdown from the pivot cycle highs, Fibonacci extensions establish target levels following a breakout from pivot cycle highs. Depending on the charting software, these Fibonacci extension bands are produced either in the same manner as retracements or in the reverse manner . In either case, the Fibonacci extension bands should exceed the recent cycle high at ‘1’ and extend upwards to 1.618, 2.618, 4.236, and beyond. Commonly, new Fibonacci extension bands are drawn from more recent pivot cycle highs and lows once these higher extensions are breached.</p>
</p>
<p><p>These two reference points will serve as the basis for the Fibonacci levels that will then be plotted automatically on your price chart. That being said, many traders use Fibonacci retracement in combination with other indicators and technical signals, demonstrating its effectiveness when used correctly. Fibonacci levels can be utilized to identify support and resistance zones on a trading chart.</p>
</p>
<p><p>As the correction approaches these retracements, chartists should become more alert for a potential bullish reversal. Chart 1 shows Home Depot retracing around 50% of its prior advance. Fibonacci retracement is best used in conjunction with other technical analysis tools such as trend lines, trading volume, moving average convergence divergence , momentum oscillators, and moving averages. As a rule, the more confirming indicators, the stronger the trade signal will likely be. Fib levels are considered hidden S/R levels because they are not apparently visible on the price chart.</p>
</p>
<p><p>The best brokers for day traders can further aid investors trying to predict stock prices via Fibonacci retracements. Like most other technical analysis tools, the Fibonacci retracement also comes with its own distinct advantages and disadvantages. To fully harness this technical indicator in your trend-trading strategy, it’s essential to understand where it triumphs and where it can fall short. So it’s now time to start building a Fibonacci retracement trading  plan.</p>
</p>
<p><p>If they were that simple, traders would always place their orders at Fibonacci retracement levels and the markets would trend forever. Fibonacci retracement levels are considered a predictive technical indicator since they attempt to identify where price may be in the future. The surge to the 62% retracement was quite strong, but resistance suddenly appeared with a reversal confirmation coming from MACD . The red candlestick and gap down affirmed resistance near the 62% retracement.</p>
</p>
<p><p>Finally we have the 78.6% <a href="https://www.beaxy.com/blog/fibonacci-retracement-levels-explained/">fib retracement numbers</a> retracement, which represents the deepest fib retracement. It’s also important to note that the 88.6% retracement level also has important mathematical characteristics. It is not, however, traditionally included as a default level within most fib retracement tools. Nevertheless, it’s one that is an important level to watch for as well. The Fib Retracement tool includes the ability to set 24 different Fibonacci levels (including the 0% and the 100% levels that are defined by the two extremes of the trend line that is originally drawn). Values greater than 1 are external retracement levels, while values less than 0 are extensions.</p>
</p>
<p><p>They can be used to identify support and resistance levels and also potential targets past new highs or lows. As is the case with other indicators, the use of Fibonacci retracement is highly subjective. They are used to identify potential resistance levels exceeding the swing high or to identify support levels below the swing low. They are, however, much more speculative than the Fibonacci retracement levels. The most commonly used Fibonacci extension levels are 1.236, 1.382, 1.5, 1.618 and 2.618.</p></p>
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		<item>
		<title>Bitcoin price easily due to hit $2M in six years Larry Lepard</title>
		<link>https://mamegarden.am/bitcoin-price-easily-due-to-hit-2m-in-six-years/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Thu, 24 Nov 2022 08:01:42 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3109</guid>

					<description><![CDATA[Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. 7 Billion people. 21 million #bitcoin ($16551.2) .003btc (300,000 sats) available per human. Sats per dollar: 6042 Today&#8217;s cost to secure&#8230;]]></description>
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" width="302px" alt="btc price"/></p>
<p><p>Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">7 Billion people. 21 million <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> ($16551.2)</p>
<p>.003btc (300,000 sats) available per human.</p>
<p>Sats per dollar: 6042</p>
<p>Today&#8217;s cost to secure 300k sats: $49.65 USD.</p>
<p>&mdash; Stack 300,000 Sats (@003bitcoin) <a href="https://twitter.com/003bitcoin/status/1595772017508130817?ref_src=twsrc%5Etfw">November 24, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p><a href="https://www.beaxy.com/">https://www.beaxy.com/</a>/USD traded at around $19,600 at the time of writing, data from Cointelegraph Markets Pro and TradingView showed, having hit one-week highs on the day. The current BTC price is nearing the level where Lepard will “back up the truck,” with the asset manager eyeing 100x gains. Efforts to challenge the US dollar have mostly gone nowhere, experts say, and plans for alternate reserve currencies haven&#8217;t panned out. This chart will allow users to see the BTC/USD oscillation, and look at last year&#8217;s data. In the majority of cases, this data is sufficient to predict future changes. Investopedia requires writers to use primary sources to support their work.</p>
</p>
<p><h2>Bitcoin Pauses. A ‘Death Cross’ Has Formed.</h2>
</p>
<p><p>The supply is automated and the bitcoin is released to mining servers. It has a limitation of 21 million bitcoins that have been reached by 2140. To easily check the currency value of bitcoin in the United States Dollar you can visit our Forbes Advisor Currency Calculator website and check the worth with current exchange rates. You can conveniently check BTC To USD exchange rates with just a few clicks.</p>
</p>
<ul>
<li>Bitcoin is a growing space of innovation and there are business opportunities that also include risks.</li>
<li>In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto.</li>
<li>In the aftermath of the collapse of FTX Bitcoin&#8217;s price has dropped furthermore.</li>
<li>If you’re a CEX.IO customer, you just need a debit card or credit card.</li>
<li>If your activity follows the pattern of conventional transactions, you won&#8217;t have to pay unusually high fees.</li>
</ul>
<p><p>When more miners join the network, it becomes increasingly difficult to make a profit and miners must seek efficiency to cut their operating costs. No central authority or developer has any power to control or manipulate the system to increase their profits. Every Bitcoin node in the world will reject anything that does not comply with the rules it expects the system to follow.</p>
</p>
<p><h2>What happens when bitcoins are lost?</h2>
</p>
<p><p>The <a href="https://www.beaxy.com/exchange/btc-usd/">2 million bitcoin to usd</a> quickly rebounded, returning to $200 several weeks later. The latest run went from $200 on 3 November to $900 on 18 November. In January 2014, Zynga announced it was testing bitcoin for purchasing in-game assets in seven of its games. That same month, The D Las Vegas Casino Hotel and Golden Gate Hotel &#038; Casino properties in downtown Las Vegas announced they would also begin accepting bitcoin, according to an article by USA Today. The article also stated the currency would be accepted in five locations, including the front desk and certain restaurants.</p>
</p>
<p><p>The international monetary system is built on the US$ as the reserve currency. It is the currency unanimously accepted as settlement for cross border transactions. It is also the currency in which commodities and oil are denominated. The US$, as all fiat currencies, is the liability of the central bank issuing it, the Fed in this case. Rising adoption rates could bode well for bitcoin’s future price. BTC was accepted as a form of payment by over 15,000 businesses as of October 2022, data from Fundera showed, and this number is constantly growing.</p>
</p>
<p><h2>Satoshi to USD</h2>
</p>
<p><p>The Markets Insider currency calculator offers a currency conversion from Bitcoin to United States dollar within seconds. Vacationers in Krypto can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much is 2 million in BTC?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>2 Million USD to BTC &#x2013; US Dollars to Bitcoins</p>
<p> As of today at 15:00PM UTC two million <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4b5.png" alt="💵" class="wp-smiley" style="height: 1em; max-height: 1em;" /> us dollars is equal to &#x20bf;89.47 (BTC) or <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f3f4.png" alt="🏴" class="wp-smiley" style="height: 1em; max-height: 1em;" /> eighty-nine bitcoins. For the basic conversion, we use the midpoint between the buy and sell rates of USD to BTC at currency exchanges across the globe.</br></br></p>
</div></div>
</div>
<p><p>Beyond speculation, Bitcoin is also a payment system with useful and competitive attributes that are being used by ADA thousands of users and businesses. Much of the trust in Bitcoin comes from the fact that it requires no trust at all. This means that anyone has access to the entire source code at any time.</p>
</p>
<p><p>However, it is accurate to say that a complete set of good practices and intuitive security solutions is needed to give users better protection of their money, and to reduce the general risk of theft and loss. Over the course of the last few years, such security features have quickly developed, such as wallet encryption, offline wallets, hardware wallets, and multi-signature transactions. Bitcoin is designed to be a huge step forward in making money more secure and could also act as a significant protection against many forms of financial crime.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">This Instagram influencer pleaded guilty to swindling his fans out of $2.5 million in bitcoin – Bitcoin (BTC/USD) <a href="https://t.co/ieAlxC1KuK">https://t.co/ieAlxC1KuK</a></p>
<p>&mdash; EFFIONG vICTOR (@EFFIONG70395248) <a href="https://twitter.com/EFFIONG70395248/status/1589296856533696513?ref_src=twsrc%5Etfw">November 6, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<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. A fork, referring to a blockchain, is defined variously as a blockchain split into two paths forward, or as a change of protocol rules.</p>
</p>
<p><h2>How does mining help secure Bitcoin?</h2>
</p>
<p><p><a href="https://www.beaxy.com/exchange/btc-usd/">2 million bitcoin to usd</a> can bring significant innovation in payment systems and the benefits of such innovation are often considered to be far beyond their potential drawbacks. Regulators from various jurisdictions are taking steps to provide individuals and businesses with rules on how to integrate this new technology with the formal, regulated financial system. For example, the Financial Crimes Enforcement Network , a bureau in the United States Treasury Department, issued non-binding guidance on how it characterizes certain activities involving virtual currencies.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="transaction"/></p>
<p><p>Unlike gold mining, however, Bitcoin mining provides a reward in exchange for useful services required to operate a secure payment network. Mining will still be required after the last bitcoin is issued. Consequently, no one is in a position to make fraudulent representations about investment returns. Like other major currencies such as gold, United  States dollar, euro, yen, etc. there is no guaranteed purchasing power and the exchange rate floats freely. This leads to volatility where owners of bitcoins can unpredictably make or lose money.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>USD To BTC: Convert United States Dollar to Bitcoin</title>
		<link>https://mamegarden.am/usd-to-btc-convert-united-states-dollar-to-bitcoin/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Fri, 18 Nov 2022 15:01:51 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3131</guid>

					<description><![CDATA[There are many currencies that split off from or are derived from Bitcoin, and it is the cornerstone of virtual currencies. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note&#8230;]]></description>
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" width="309px" alt="bitcoin cash"/></p>
<p><p>There are many currencies that split off from or are derived from Bitcoin, and it is the cornerstone of virtual currencies. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note that bitcoin mining at most accounts for 1.29% of any single country’s energy consumption. In July 2011, the operator of Bitomat, the third-largest bitcoin exchange, announced that he had lost access to his wallet.dat file with about 17,000 bitcoins (roughly equivalent to US$220,000 at that time). He announced that he would sell the service for the missing amount, aiming to use funds from the sale to refund his customers.</p>
</p>
<div style='border: grey solid 1px;padding: 15px;'>
<h3>Bitcoin: 10 Years Since Cyprus (Cryptocurrency:BTC-USD) &#8211; Seeking Alpha</h3>
<p>Bitcoin: 10 Years Since Cyprus (Cryptocurrency:BTC-USD).</p>
<p>Posted: Thu, 09 Mar 2023 13:31:47 GMT [<a href='https://news.google.com/rss/articles/CBMiRmh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ1ODU5NjctYml0Y29pbi0xMC15ZWFycy1zaW5jZS1jeXBydXPSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>In July 2014, Newegg and Dell started accepting bitcoin. After a May 2020 YouTube documentary pointed to Adam Back as the creator of bitcoin, widespread discussion ensued. The real identity of Satoshi Nakamoto still remains a matter of dispute. An Internet search by an anonymous blogger of texts similar in writing to the bitcoin whitepaper suggests Nick Szabo&#8217;s &#8220;bit gold&#8221; articles as having a similar author. Nick denied being Satoshi, and stated his official opinion on Satoshi and bitcoin in a May 2011 article.</p>
</p>
<p><h2>Buy Gold &#038; Silver</h2>
</p>
<p><p>The percent change in trading volume for this asset compared to 24 hours ago. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. Bitcoin users send and receive coins over the network by inputting the public-key information attached to each person’s digital wallet. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market.</p>
</p>
<ul>
<li>And it keeps your account secure from unauthorized actions.</li>
<li>In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto.</li>
<li>Theoretically, the price will soon return to the previous level.</li>
<li>Additionally, the system used private keys or digital signatures to sign the document.</li>
</ul>
<p><p>Changes in demand are influenced by various factors such as news, adoption, regulations, and investor sentiment. These factors can cause the price to fluctuate up or down. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. A fork, referring to a blockchain, is defined variously as a blockchain split into two paths forward, or as a change of protocol rules.</p>
</p>
<p><h2>How does Bitcoin work?</h2>
</p>
<p><p>Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. Biden will propose changing the tax treatment of cryptocurrency transactions, which could raise $24 billion, The Wall Street Journal reported. Bitcoin, ether, and shares of Coinbase were among the crypto assets that tumbled Thursday following turmoil at crypto bank Silvergate. Deposit crypto to our exchange and trade with deep liquidity and low fees. 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.</p>
</p>
<p><a href="litecoin to bitcoin ratio"><img 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' alt='https://www.beaxy.com/exchange/ltc-btc/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p><p>The idea was independently rediscovered by Adam Back who developed hashcash, a proof-of-work scheme for spam control in 1997. The first proposals for distributed digital scarcity-based cryptocurrencies were Wei Dai&#8217;s b-money and Nick Szabo&#8217;s bit gold. Hal Finney developed reusable proof of work using hashcash as its proof of work algorithm. Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent.</p>
</p>
<p><h2>USD/CNH</h2>
</p>
<p><p>You can download it for free from the App Store and Google Play. Until just before the decision, the solution known as Segwit2x, which would double the size of <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin value to usd</a> blocks to 2 megabytes, seemed to have universal support. Silvergate has failed, and debate is raging over whether volatile crypto or usual banking risks are to blame. Here&#8217;s what Elizabeth Warren, Mike Novogratz and 8 other top voices had to say. Blame Silvergate&#8217;s collapse on risky crypto, Elizabeth Warren says &#8211; but others slam &#8216;arsonist and firefighter&#8217; crackdowns.</p>
</p>
<ul>
<li>When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy.</li>
<li>A new block is discovered roughly once every 10 minutes.</li>
<li>To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records.</li>
<li>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.</li>
<li>Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes.</li>
</ul>
<p><p>This is a statistical representation of the maximum market cap, assuming the maximum number of 21 Million BTC tokens are in circulation today. Depending on how the emission schedule of BTC tokens are designed, it might take multiple years before FDV is realized. &#8220;Japan OKs recognizing virtual currencies as similar to real money&#8221;. On 26 October 2013, a Hong Kong–based WAVES  bitcoin trading platform owned by Global Bond Limited vanished with 30 million yuan (US$5 million) from 500 investors.</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. The total dollar value of all transactions for this asset over the past 24 hours. Market cap is calculated by multiplying the asset&#8217;s circulating supply with its current price. Popularity is based on the relative market cap of assets.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can you cash out million Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>To cash out your funds, you first need to sell your cryptocurrency for cash, then you can either transfer the funds to your bank or buy more crypto. There&apos;s no limit on the amount of crypto you can sell for cash.</p>
</div></div>
</div>
<p><p>As part of their compensation, certain CoinDesk employees, <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver without banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain.</p>
</p>
<p><h2>Statistics</h2>
</p>
<p><p>In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. They used the exchange&#8217;s software to sell them all nominally, creating a massive &#8220;ask&#8221; order at any price. Within minutes, the price reverted to its correct user-traded value. Accounts with the equivalent of more than US$8,750,000 were affected. On 12 March 2013, a bitcoin miner running version 0.8.0 of the bitcoin software created a large block that was considered invalid in version 0.7 .</p>
</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Bitcoin rises despite U.S. crackdown, as crypto market gains $84 billion in value &#8211; CNBC</h3>
<p>Bitcoin rises despite U.S. crackdown, as crypto market gains $84 billion in value.</p>
<p>Posted: Thu, 16 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiaGh0dHBzOi8vd3d3LmNuYmMuY29tLzIwMjMvMDIvMTYvYml0Y29pbi1idGMtcHJpY2Utc3VyZ2VzLWFzLWNyeXB0by1tYXJrZXQtZ2FpbnMtODQtYmlsbGlvbi1pbi12YWx1ZS5odG1s0gFsaHR0cHM6Ly93d3cuY25iYy5jb20vYW1wLzIwMjMvMDIvMTYvYml0Y29pbi1idGMtcHJpY2Utc3VyZ2VzLWFzLWNyeXB0by1tYXJrZXQtZ2FpbnMtODQtYmlsbGlvbi1pbi12YWx1ZS5odG1s?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Information provided on Forbes Advisor is for educational purposes only. Your financial  situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities.</p>
</p>
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" 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			</item>
		<item>
		<title>How to buy Ripple 2023 Buy XRP in 4 steps</title>
		<link>https://mamegarden.am/how-to-buy-ripple-2023-buy-xrp-in-4-steps/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Wed, 16 Nov 2022 17:48:23 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3067</guid>

					<description><![CDATA[Convert your XRP to another cryptocurrency directly in your wallet or by using a DeFi application. After buying XRP, you can transfer it to anyone across the globe, as long as you know their %name% wallet address. The fact that Ripple can perform all of this in seconds while handling sometimes millions of transactions, is what makes it so attractive&#8230;]]></description>
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" width="304px" alt="payment"/></p>
<p><p>Convert your XRP to another cryptocurrency directly in your wallet or by using a DeFi application. After buying XRP, you can transfer it to anyone across the globe, as long as you know their %name% wallet address. The fact that Ripple can perform all of this in seconds while handling sometimes millions of transactions, is what makes it so attractive to financial institutions. Even so, Ripple maintains cryptocurrency’s core values. Namely, it’s a decentralized blockchain that has open-source and permissionless qualities.</p>
</p>
<p><p>Full BioSuzanne is a content <a href="https://www.beaxy.com/buy-sell/xrp-btc/">buy ripple cryptocurrency</a>er, writer, and fact-checker. She holds a Bachelor of Science in Finance degree from Bridgewater State University and helps develop content strategies for financial brands. How much XRP you can buy will depend on your account limit, with higher purchases requiring increasing/different KYC levels. The advantage of using a consensus mechanism is that it reduces the chances of double-spending.</p>
</p>
<p><h2>The History of Ripple (XRP)</h2>
</p>
<p><p>Choose XRP, select how much you want to buy, and make your first investment. Sign up on the website, and verify your account with complete information. Since late 2020, Ripple Labs, the creators of the XRP token, has been locked in a legal battle with the United States Securities and Exchange Commission.</p>
</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>The Rise of Collateral Network (COLT) in the Wake of the Decline for &#8230; &#8211; The Coin Republic</h3>
<p>The Rise of Collateral Network (COLT) in the Wake of the Decline for &#8230;.</p>
<p>Posted: Sun, 05 Mar 2023 11:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiggFodHRwczovL3d3dy50aGVjb2lucmVwdWJsaWMuY29tLzIwMjMvMDMvMDUvdGhlLXJpc2Utb2YtY29sbGF0ZXJhbC1uZXR3b3JrLWNvbHQtaW4tdGhlLXdha2Utb2YtdGhlLWRlY2xpbmUtZm9yLXJpcHBsZS1hbmQtZmlsZWNvaW4v0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Our multi-tier &#038; multi-cluster system architecture and SAFU insurance fund protect your account. With Ripple’s solution, we are able to strengthen our cash flow position, moving funds quickly and securely at LTC a lower cost than existing banking routes. Enhance payments with real-time settlement, liquidity management, and access to working capital. A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit. This is the native cryptocurrency of XRP Ledger, an open-source, public blockchain. Ripple has remained focused on its overarching goal of providing a fast global payment system through a pandemic and the following economic turmoil.</p>
</p>
<p><h2>Select a payment method</h2>
</p>
<p><p>These are digital wallets, including web-based, mobile and desktop options. Because they’re connected in some form to the internet, they’re easy to use. However, that same feature can make them vulnerable to hacking. Storing crypto yourself can be a way to prevent losing your assets to hackers or other unfortunate events outside your control.</p>
</p>
<p><p>Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication.</p>
</p>
<p><h2>Transform the way you move, manageand tokenize value.</h2>
</p>
<p><p>Balances in the Anycoin Vault, are kept in a foundation. This foundation has only one purpose, to preserve our customer funds. This construction ensures that customers are entitled to compensation in the unlikely event of Anycoin Direct&#8217;s bankruptcy. In addition, we want to reiterate that we always want to give customers a choice between using the Anycoin Vault and sending coins to an external wallet. Store your coins in our secure Vault or send them to your personal wallet.</p>
</p>
<ul>
<li>It’s a relatively popular crypto—and it consistently lists among the top 10 cryptocurrencies by market capitalization.</li>
<li>You can hold your XRP and hope for gains, or use it in a purchase or exchange it for other crypto or fiat currency.</li>
<li>Trade page on the CEX.IO website or go to the Trade Pro section in the CEX.IO mobile app.</li>
<li>All transactions are public and transparent, and anyone can operate a validator.</li>
<li>On the flip side, if the SEC wins the case, it could upend the way crypto firms operate and usher in a new wave of registration rules that apply to securities.</li>
</ul>
<p><p>Cryptocurrencies are a highly volatile investment product. Keep in mind that these are suggestions and that the exchange that is best for you will depend on your individual needs. There are other products on the market not included in our picks. Therefore, it is often a good idea to exchange coins to XRP first and only then send them, which can save you several tens.</p>
</p>
<p><p>When comparing offers or services, verify relevant information with the institution or provider&#8217;s site. Talk with a financial professional if you&#8217;re not sure. If you want to buy XRP, start by comparing a range of crypto brokers and exchanges available in the US. Look at their features, fees, security and overall reputation to decide which platform is the right fit for you. Consider an exchange registered with FinCEN for added peace of mind. Many exchanges support free and instant bank transfers in the US.</p>
</p>
<p><h2>Transfer your Ripple to your hardware wallet.</h2>
</p>
<p><p>A small handful of exchanges now operate insurance schemes. These can range from insuring user deposits held in cold storage to reimbursing customers if a hack occurs. As the creators of XRP, Ripple Labs and its founders received 80% of the 100 billion total XRP supply after its token generation event. Evaluating the tech behind XRP before you invest is important, but requires a deep understanding of the blockchain and other aspects of decentralized finance. XRP was created in 2013 which makes it relatively new as a form of technology and as a currency.</p>
</p>
<ul>
<li>Financial institutions can use XRP as a bridge between different currencies, allowing them to conduct transactions faster and cheaper across borders.</li>
<li>While the legal proceedings of the case are ongoing, many cryptocurrency exchanges have responded by restricting or withdrawing support for XRP.</li>
<li>Remember that buying and selling cryptocurrencies involves high risk, and that historical returns are no guarantee of future returns.</li>
</ul>
<p><p>You’ll need a username, email <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> and a strong password to sign up on Blocktrade. Buy Ripple and more than 40 cryptocurrencies instantly. While most companies targeted by the SEC in a similar matter chose to settle, Ripple decided to fight. The outcome of the lawsuit will undoubtedly have far-reaching implications in the crypto space. If Ripple prevails, the SEC could lose some of its credibility, giving other crypto-based companies the confidence to revolt. On the flip side, if the SEC wins the case, it could upend the way crypto firms operate and usher in a new wave of registration rules that apply to securities.</p>
</p>
<p><p>Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. XRP is the cryptocurrency native to Ripple’s open-source blockchain platform.</p>
</p>
<p><p>Once you own some XRP, you have 2 options – keep it on an exchange, or move it to a personal wallet. Compare today&#8217;s price of XRP ($0.3691 USD) against its all-time high price of $3.40 USD on January 07, 2018. The closer the bar is to 100%, the closer XRP is to reaching its ATH again. In mid-2022 a number of crypto platforms froze user funds after it was revealed they had engaged in irresponsible funds management. XRP&#8217;s price is largely based on speculation, which means it can rise or fall in a short time. It&#8217;s not uncommon for XRP to lose more than 10% of its value in a single day.</p>
</p>
<p><a href="eth to usd converter by date"><img 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' alt='https://www.beaxy.com/exchange/eth-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p><p>You can also set up an alert to be notified when XRP reaches a specific price. Whenever you&#8217;re ready, we&#8217;ll make the buying process quick and simple. Kriptomat is designed to provide the most comprehensive yet easy-to-use trading experience on the planet. We accomplish this by actively listening to our customers &#8212; and working to deliver exactly what they want. You can easily exchange any portion of your XRP balance for another cryptocurrency of your choice.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">RIPPLE PRICE PREDICTION</p>
<p>PRICE : RISE⤴ in 60 min.<br />BUY 13,620.0 XRP for $0.3672 apiece on Binance<br />Target price : $0.3745<br />Amount: $5,001<a href="https://twitter.com/hashtag/Ripple?src=hash&amp;ref_src=twsrc%5Etfw">#Ripple</a> <a href="https://twitter.com/hashtag/XRP?src=hash&amp;ref_src=twsrc%5Etfw">#XRP</a> <a href="https://twitter.com/hashtag/prediction?src=hash&amp;ref_src=twsrc%5Etfw">#prediction</a> <a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> <a href="https://t.co/3EVyDQhOzX">pic.twitter.com/3EVyDQhOzX</a></p>
<p>&mdash; Cryptocurrency Price Predictions (@cryptojohnsmith) <a href="https://twitter.com/cryptojohnsmith/status/1631684733431341057?ref_src=twsrc%5Etfw">March 3, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>Since each individual&#8217;s situation is unique, a qualified professional should always be consulted before making any financial decisions. Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein. As of the date this article was written, the author does not own XRP. XRP is used as a settlement layer for financial institutions to make cross-border transactions faster and less expensive. It is also used by investors to store value and hope for gains.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much XRP should I buy?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>That will depend on your personal finances and investment strategy. Everyone must make this decision for themselves, and once they do, Kriptomat will provide the tools necessary to join the world of XRP and cryptocurrencies in a safe and secure manner.</p>
</div></div>
</div>
<p><p>But it requires you to keep careful track of private keys — long strings of letters and numbers, like a password — that prove your ownership of cryptocurrencies. If you lose track of those, or someone else gets ahold of them, your assets can’t be recovered. Crashed and filed for Chapter 11 bankruptcy, leaving investors without access to funds.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Will Ripple go high?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>XRP Price Prediction Long Term Outlook. As a long-term investment, it is projected that Ripple could perform very well. According to predictions, the value of the Ripple XRP token could rise to &#x24;0.5 in 2023, and achieve a mean price of &#x24;1.2 by 2025.</p>
</div></div>
</div>
<p><p>XRP doesn&#8217;t yet have the same track record or performance history as some other asset classes. They are more likely to offer US-based customer support. If you&#8217;re thinking about adding other cryptos to your portfolio in the future, check to see what other coins you can buy through the platform. A small number of exchanges now insure user funds. Beware that policies vary greatly between exchanges, so you&#8217;ll need to research this thoroughly if insurance is important to you.</p>
</p>
<p><p>To make it clearer, <a href="https://www.beaxy.com/buy-sell/xrp-btc/">buy ripple cryptocurrency</a> is the company and XRP is its token. Therefore, when you buy XRP, you are investing in Ripple&#8217;s token, not Ripple itself. However, in the world of cryptocurrencies, XRP and Ripple are both known as a cryptocurrency. Therefore, wherever you read something about Ripple, you should know that Ripple and XRP are the same.</p>
</p>
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" width="309px" alt="ripple labs"/></p>
<p><p>XRP is also a well-known and popular token for financial institutions and banks. Many people invest in this coin because it has gained the investor’s trust from the beginning of its creation until now. Moreover, XRP is not mined XRP like other cryptocurrencies, there is a fixed number of coins out there which makes it faster and cheaper for you to reach this crypto. By purchasing XRP you can access a global payments system that offers cheap and fast transactions. XRP uses independent validators to secure the network in a process that is more efficient than the Proof-of-Work model used by blockchains like Bitcoin. Designed to make payment transactions faster and cheaper, XRP settles payments at a fraction of the cost of traditional methods.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin Price Chart BTC USD Bitcoin Value</title>
		<link>https://mamegarden.am/bitcoin-price-chart-btc-usd-bitcoin-value/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Wed, 16 Nov 2022 10:07:46 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3119</guid>

					<description><![CDATA[Somehttps://www.beaxy.com/s the changes are nothing more than a dollar or two per coin. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, with one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of investors&#8217; holdings will double. No one controls these blocks, because&#8230;]]></description>
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" width="308px" alt="private"/></p>
<p><p>Some<a href="https://www.beaxy.com/">https://www.beaxy.com/</a>s the changes are nothing more than a dollar or two per coin. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, with one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of investors&#8217; holdings will double. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">The maximum loanable value issued is 70% of the current value of bitcoin mortgage. And 30% is mortgaged as insurance against sudden short-<br />term fluctuations of the virtual currency rate. This was based on a retrospective analysis of fluctuations in bitcoin exchange rate. <a href="https://twitter.com/hashtag/Moneto?src=hash&amp;ref_src=twsrc%5Etfw">#Moneto</a></p>
<p>&mdash; Star Advincula (@AdvinculaStar) <a href="https://twitter.com/AdvinculaStar/status/996718823351840769?ref_src=twsrc%5Etfw">May 16, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>Although market cap is, at best, an incomplete indicator of cryptoasset quality , in some cases, it can be a useful starting point for analyzing an investment opportunity. Market capitalization is one of the most popular metrics in finance. It was first introduced in the stock market and has been adapted to the crypto world where it is used to value cryptocurrencies. Also, note that I am not against gold or bitcoin as a currency. In fact, I think that the threat that they pose as alternate currency can serve as a useful check on a central bank.</p>
</p>
<p><h2>Trending Assets</h2>
</p>
<p><p>However, there are many different cryptocurrencies that all have their own advantages or disadvantages. The two major categories of cryptocurrencies are Proof-of-Work and Proof-of-Stake. Proof-of-Work coins use mining, while Proof-of-Stake coins use staking to achieve consensus about the state of the ledger. Cryptocurrency works through networks of nodes that are constantly communicating with each other to stay updated about the current state of the ledger. With permissionless cryptocurrencies, a node can be operated by anyone, provided they have the necessary technical knowledge, computer hardware and bandwidth. In the end, if a cryptoasset project wants your money, it’s on them to make the case.</p>
</p>
<p><p>According to the University of Cambridge, bitcoin has emitted an estimated 200 million tonnes of carbon dioxide since its launch, or about 0.04% of all carbon dioxide released since 2009. Bitcoin will also be receiving one of its biggest upgrades in four years which has been approved by miners around the world known as Taproot, which can take effect in November of 2021. Throughout its lifetime, Bitcoin has had quite a few changes in the form of updates. Embedded in the coin base of this block was the text &#8220;The Times 03/Jan/2009 Chancellor on the brink of second bailout for banks&#8221;.</p>
</p>
<p><h2>Utility tokens</h2>
</p>
<p><p>Earn up to $1,000 when you fund a new account, and earn up to $100 in Bitcoinwith your first qualifying crypto trade . Tether’s USDT was the first stablecoin ever launched, and is still the most popular option on the market. Now, let’s provide a simple theoretical example of how the value of stablecoins actually stays stable.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="crypto market cap"/></p>
<p><p>As a  metric, market cap allows you to compare the total circulating value of one cryptocurrency with another. Large cap cryptocurrencies such as Bitcoin and Ethereum have a market cap of over $10 billion. While market cap is a simple and intuitive comparison metric, it is not a perfect point of comparison.</p>
</p>
<p><h2>Dow ends down 540 points as bank stocks tumble, investors await jobs report</h2>
</p>
<p><p>Due to this, the bitcoin network may be a little unstable during the halving period. As the bank maintains the ledger, they will do the verification as to whether Alice has enough funds to send to Bob. Finally GALA when the transaction successfully takes place, the Bank will deduct Alice’s account and credit Bob’s account with the latest amount.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">RT bitcoinagile &#8216;<a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> : See the Bitcoin exchange rate i.e. the current value of one bitcoin … <a href="https://t.co/kNlmGYyLqs">pic.twitter.com/kNlmGYyLqs</a>&#8216;</p>
<p>&mdash; Doublebtcs.tk (@realdoublebtcs) <a href="https://twitter.com/realdoublebtcs/status/921853485016023045?ref_src=twsrc%5Etfw">October 21, 2017</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>On May 10, 2022, the <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin exchange current value of bitcoin</a> price fell to $31,324, as a result of a collapse of a UST stablecoin experiment named Terra, with bitcoin down more than 50% since the November 2021 high. By June 13, 2022, the Celsius Network halted withdrawals and resulted in the bitcoin price falling below $20,000. On 16 October 2021, the SEC approved the ProShares Bitcoin Strategy ETF, a cash-settled futures exchange-traded fund . The first bitcoin ETF in the United States gained 5% on its first trading day on 19 October 2021. In 2014, prices started at $770 and fell to $314 for the year.</p>
</p>
<p><p>Market capitalization is often used to indicate the value of a company or stock. It is calculated by multiplying the total number of shares outstanding by the price per share. Investors calculate the value of a cryptocurrency by multiplying its circulating supply by its current price. Though stock and crypto investors use the same indicator, the calculation differs in some respects. Bitcoin Core includes a transaction verification engine and connects to the bitcoin network as a full node.</p>
</p>
<p><p>The calculation gets trickier when an asset is traded against another asset. In a crypto pair – let’s say Ethereum/Bitcoin orETH/BTC– to get the price of ETH, we would first denominate BTC in fiat. Bitcoin price is $20,334.23, down -6.28% in the last 24 hours, and the live market cap is $393B. It has circulating supply volume of 21,000,000 BTC coins and a max. Supply volume of LTC 21,000,000 alongside $45B 24h trading volume.</p>
</p>
<p><h2>What is the market cap of a cryptocurrency?</h2>
</p>
<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. The value of Bitcoin has been on a wild ride from the very start. Extreme volatility has led to periodic surges and crashes. The current value of Bitcoin is derived from the balance of supply and demand in the markets, and it constantly changes. To start your crypto journey with the simplest trading experience on the internet, register at Kriptomat today.</p>
</p>
<ul>
<li>The price of bitcoins has gone through cycles of appreciation and depreciation referred to by some as bubbles and busts.</li>
<li>Bitcoin miners validate the transactions on the bitcoin protocol and bitcoin network.</li>
<li>A project’s openness to innovation and partnerships with proven third-party service providers can also raise credibility in the eyes of investors.</li>
<li>Let’s quickly calculate the market cap of Bitcoin as an example.</li>
<li>For established, actively traded cryptocurrencies, it’s important to consider trading history.</li>
<li>The carbon footprint of Bitcoin mining is substantial because of the high energy consumption of the high-speed computer equipment needed to set up Bitcoin mining rigs.</li>
</ul>
<p><p>When it comes to cryptocurrencies, however, market cap is not a useful basis for making an investment decision. In fact, many researchers describe crypto market cap as a deceiving indicator that is used only because it is simple. Crypto market cap has major drawbacks, yet it remains the go-to indicator for many investors, analysts, and commentators. At best, market cap can serve as a jumping-off point for evaluating a cryptocurrency. But it is only truly helpful when used in tandem with other metrics like trading volume. As with stocks, cryptocurrencies are classified in terms of market cap.</p></p>
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		<item>
		<title>Bitcoin SV BSV Price Live Bitcoin SV Chart, Value Today</title>
		<link>https://mamegarden.am/bitcoin-sv-bsv-price-live-bitcoin-sv-chart-value/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Tue, 15 Nov 2022 10:49:52 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3057</guid>

					<description><![CDATA[Notably, users can use any payment method, including Visa/Mastercard/Maestro debit or credit cards, for crypto buying or exchanging crypto-to-crypto. BSV joins a selective list of digital assets available on Switchere. The Bitcoin SV 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. Finder.com is an&#8230;]]></description>
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" width="306px" alt="blockchain for enterprise"/></p>
<p><p>Notably, users can use any payment method, including Visa/Mastercard/Maestro debit or credit cards, for crypto buying or exchanging crypto-to-crypto. BSV joins a selective list of digital assets available on Switchere. The Bitcoin SV 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. Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions.</p>
</p>
<ul>
<li>Changelly employs an inclusive security procedure to guarantee that your crypto investments and details are safe.</li>
<li>The belief that the coin or token is valuable or will change the holder’s life for the better increases demand for coins and tokens and drives their price upward.</li>
<li>BSV price data is regularly updated through data feeds so you always have the latest information.</li>
<li>Cmc.io aggregates data from different sources and it is not responsible for any missing or incorrect information.</li>
<li>Bitcoin SV is a highly volatile asset capable of major price swings in a single day.</li>
</ul>
<p><p>Analyse the actual information or ask financial consultant for help before making investment or trading decisions. Cmc.io aggregates data from different sources and it is not responsible for any missing or incorrect information. We reserve the right to delete any website page without prior notifications. You can start with less than $2 in any cryptocurrency, and there are no upper limits for transactions!. CoinGecko provides a fundamental analysis of the crypto market.</p>
</p>
<p><h2>Consumer Products &#038; Retail</h2>
</p>
<p><p>BSV also has a limited supply, copying the amount used as a maximum by the Bitcoin network &#8211; 21 million. Bitcoin SV, or Bitcoin Satoshi Vision, is a protocol that was hard-forked from the Bitcoin Cash blockchain. It’s a network that is the closest to the original idea that Satoshi Nakamoto described in the Bitcoin whitepaper. The BSV fork took place in 2018 with Craig Wright as its creator who claims to be Satoshi Nakamoto himself. Bitcoin SV aims to create the original Bitcoin blockchain but with improved functionality, hence the name Bitcoin Satoshi Version.</p>
</p>
<p><p>The price of BSV today is largely dependent on factors that influence the cryptocurrency market at large. One notable factor is the price of Bitcoin, which comes as no surprise since Bitcoin SV is a fork of Bitcoin itself. Bitcoin has also been known to influence the price of cryptocurrencies across the market. A Bitcoin rally is typically expected to translate into a price rally for other major coins.</p>
</p>
<p><h2>Satoshi Nakamoto reads Book of Job</h2>
</p>
<p><p>Organisations choose permissioned blockchains to ensure data security &#038; limit accessibility. Ironically, a public blockchain is the best way to secure and guard data. Bitcoin SV is backed by cryptocurrency proponent Craig Wright and a team of developers and blockchain entrepreneurs that include Daniel Connolly and Steve Shadders. Some exchanges allow you to deposit and trade cryptocurrencies without passing KYC, but they will not allow you to transfer local currency from your bank account. So if you are planning on purchasing BSV with your local currency then you will need to pass KYC. The easiest way to buy Bitcoin SV is from a cryptocurrency exchange.</p>
</p>
<p><a href="1 bitcoin to usd"><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='401px'/></a></p>
<p><p>These banks and brands are not responsible for ensuring that comments are answered or accurate. Complete your transaction and move your BSV LTC to a wallet for storage. Several accidental chain re-organizations have given people cause to doubt the capability of the team at BSV. This process is known as Know Your Customer and usually requires photo ID and a webcam or smartphone.</p>
</p>
<p><p>Please don&#8217;t interpret the order in which <a href="https://www.beaxy.com/buy-sell/bsv-btc/">bsv exchanges</a> appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services. Please appreciate that there may be other options available to you than the products, providers or services covered by our service. If you store your Bitcoin SV in a digital wallet, compare crypto exchanges to convert or sell it on. To create an account on any cryptocurrency exchange you will need an email address.</p>
</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>Coinbase says &#8216;crypto&#8217; needs &#8216;scalability&#8217; but exchange still shuns BSV &#8211; CoinGeek</h3>
<p>Coinbase says &#8216;crypto&#8217; needs &#8216;scalability&#8217; but exchange still shuns BSV.</p>
<p>Posted: Wed, 22 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vY29pbmdlZWsuY29tL2NvaW5iYXNlLXNheXMtY3J5cHRvLW5lZWRzLXNjYWxhYmlsaXR5LWJ1dC1leGNoYW5nZS1zdGlsbC1zaHVucy1ic3Yv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>BSV joins a selective list of digital assets available on Coinstore, with the new listing pointing to its continued growth in major regions such as the Philippines and India. This guide provides step-by-step instructions on how to buy Curve DAO, lists some exchanges where you can get it and provides daily price data on CRV. This guide provides step-by-step instructions on how to buy Voyager VGX, lists some exchanges where you can get it and provides daily price data on VGX. This guide provides step-by-step instructions on how to buy Nexus Mutual, lists some exchanges where you can get it and provides daily price data on NXM. This guide provides step-by-step instructions on how to buy Alpha Venture DAO, lists some exchanges where you can get it and provides daily price data on ALPHA. This guide provides step-by-step instructions on how to buy Reserve Rights, lists some exchanges where you can get it and provides daily price data on RSR.</p>
</p>
<p><p>While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services. We may also receive compensation if you click on certain links posted on our site. While compensation arrangements may affect the order, position or placement  of product information, it doesn&#8217;t influence our assessment of those products.</p>
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IUk+RGLFqlNRVGEx3nVoQlYWdNrnY/zwmj5ao8cC8bvVebhv+XL8sRyc21LNkKxJMWOk+jloW7PoWyQlCEgAk661JAFTs2ZRBi5MnOWdU/IWeQJKjhZHyzVpBFohaSfvOHTb5c/yxOj7JCbtdlhsdNkgYbpOaKPHBtILqh91tN7/AD5fniYT7zmDCIrFaG2bJfiWtN48QmviST3Yw0x8jlXimTgP2W0/xP8ALDnGyrRYwAVGLyh95xV/y5flhsk54URaHBAP4nFX/Ifzw0ysy1uUqwklsHklpNvz5/nh3RTr3bVQc7IZ/EtErKwlmelVwvf7/YRONMOC0bBmO2B6JAwkNeowNjUmNv2sQxukVuoqLoivuE7lbu1/mrnhUMm1cgEqji/TWf5Yb8mwj+a5jBidKbYmBWQkCEbwfKgSPWIKOeBY4nHcamPEIEOWBJwEcsDGGmOjo54GkE4CkYNTywwmFj4C2BhJOOJHXByNumIyaQsBCfPA0pwMb9MCSi29sMJjo4E4MUnkcdHwwMJv0wwmHAUgCRgxCbnHwFtrYNR8MRkw8QEJwJI35YElO+DE/DDFGJBHwTZODEp9MfWuMGDwpJtiMmHAQqg1eoQlhLEglA20K3T9Onyw/wATNsdxQROZLR6rTukn4cx+eIsj4Y6QCq4GBXZVp49YRpbK0ltOyqJZcJSPyqxH27iIsBLkKoMkJU0+2rmNlD5jDZMypBfSVRVKYWenvJ+n+/EVbfdZcC2HFoUPvJNjh4iZtmsAJlNpfT5+6r/fgIyjzJqwrn0jbN6V2RbKQ1bDAB/UBUeI6w7qwjqFAqMFJJY75P4m/F+XMYQxZkuGq8Z9bd+YB2PxHLE1g1+mTTZD4Qs/cc8J/kcHTaTT59y/GTrO+tOyvr1+eHJnVI6kwjnhCOaGsTA+bsKZ4Y5f3DEcCK74jWUjpqqx+JhQ/MYlpybmjPsyFljJtAm1mrTJKUMRYjJcWq4Iubcki+6jYAbkgYkPCTgJmXPNfTKpbvcUhklEma+g2Rf7qPxq9Ba217Y392e6dw04AT3arNkx6ZCagvCVPkkF59VgQLgXUTp2QkfAYjW6hyaStJwwgxmRmbM0YmZaaTRQvGmBwoDXCK47Pf6LeLGbYzJ2haqZDpSFpy9THylCDzs/ITurbYpbt/jONT5l4i9nzswZbaoCV0egMMglmj0phHfKVbmpCeRP43CL+eM1caO3PnTPT0rLPBOE5R6T4mXKu6QJDo5XQRs312SSrkdSeWM1s5Ymy5y6rWpDtTnOqK3HpK9V1HmbHr688HOTKEHqYnafbkR46lp6Y7ZoI0ZxD7fueMxOGDwpyu1SIq7pTMmAPPrvyKQRpB9AlfxxW9dyB2jeKtJczln2bXX6NEs45IqDxjMISpQF0JdNyLke6kemJtkTjBFydltr9ScKMow68xaKiouMuTJbgSkfalCgEAkknVr9NO2HSTkLtN9ot1L9Uj1NVNWQUqnvezw7dClsBLfzShR9cVa5t15V3X4/TyrBiJVDQvU7zyfMiM6VHIEHLlXmUidTWXZcJ5bDqyrvgVJNiQo3uDzBHMYU0+mIaWoMsBAtySm2NoZW7CE0tNvZyzy224o6nWqfG1kk7n7Rdt/8mLFp3Yx4MQ0JE2NWaiscy/UFIv8AJoIwQlt5QxTz6whfZRr8IxZlfNXB6k5dYg504OsVya2tYMpqrSGH173usBBRaxAFj0333womZ+7PBjuIg9neWh4pIQr+kL9kqtsfc88bqgdl/gdTbdzkCI5bq++86f8AaWcLXez1wYdQUK4d0sC33UqSfqDiBUm9Un3PsIQzjOonw+8eZmZFQ6l7EqNRY1OLMdph9MZwrbdcSDdwXA3IKQfMpJ64jFZodMcWAqG07cc1IBx6c1Xsk8Dqo0WzlR6KT96POeBHwuojFe5i7B+TH21qyvmuqQFncIlNokIv8tJw4KU0ACI7p2lnA048mMP5D4DZ1zw1LrnD+CT+rVlJQ1NbQ8VBOo920o6l2BF9I2uMSmicce01wbnuQJtWmVKOyQlUKtMqcCQOgKzqH+VScWtmvsf8aMnufrHLD7VVbjr71KqdKU08lQ5LSk2UFW28JJ+OIjL4qcVMtOJy5xNpEWtx0HuzGzPBV3yR+zKADg+KtQxEqYKlZA7ucec4cWUODKu8c08xFp8O+3Xw6zUpqj8RaLIyvUHAEF6xejLUdieWtA+SgOqsRbj7wd4T52rZrOTo1NiPS4yXl1KkaCiS6oqOpejwr2Iuee53xRmaJMHObjkeTlil05MJ11CTDd7xDqFK1I3sLlNyNfM8ugwy0GuZkyS5qoFSWWQfEw6vWlfxvz/f5HA80OoFIwJjbfD6RJtNTwNUoSfE4elYr/jVwW4h5Eai1+p0V2Rl94KbYqcdJWyVhViF23bPIWVa9ticQPL9Xp1KhuB8rU86u+hCd7Abbnbzx6UcKO0dwtzrkz+h2bKb+rZqGTFdhSmC6xMvfUU3HNRJOlQ67FWMycdezZldyrP5j4Tsy4cNd3JFMdSFBKuZLG9wP2D8vLBDFoNdGJWb6tNY553QUzL2xM2u7adnsEklQBUKADIEEkA4YaxxjPErOTm6IkNKT+JxV/yH88NMnMFYlHSJSkA8ktDT+7fEoRlKlx1lMhp1xaTZQcURYj0FsODUaHDSVNMNMpA3ISE/ngwTMq1/LRU7+TF0bB0itHGem7idifcC6PMxBGaLWagVOeyvKJ5rdNr/ADVzw4M5KlLF5Mttr0SCo/wxIZWYKTF9+WhR8m/F+7DTJzowkkRYa3PVatP5C+JRMTjv8tNBztivVYmjFmGs9MdIrWL1fJGPiYPj5QpDJBcS48R+Ndh+VsObUODBBUxHZZFt1BIH54h8nNtXeuG1oZB6IT/E3w0yZcqWbyJDrlvxrJ/fhwkZh7+cv3hh0usSzMLNlanbQJ88VRPJdfpEQ2dmtk+SPGfy5YbznSkAkd3JProH88Q29tiL45q9MEIstkDrEmKqY+IFpuKq0lKRwJ8yfYRHU46OeODlgQ540EeYQIYFgItgWGR0DT0wYnBabYMThhhRA04OSNr4JRbB6CLc8RKhYGm/ng1N+WC0YOSOWIyYUQIJt1x3cY6LX3OBkX5HEZMOEBCSdzgSSrlgYTYY6lO+IyYeBHyb9Rg1CCAMcSnBuwTe4wwmJRAAVC/K3wwILUoWJFhj6xI9MfaTyAw0xKAI4lxViNsdC1eQwG1ve2x8pW3hIvhd0SCBKJSLi2A61L54+uNABI9cdBHQjC0pEgjoBPM41l2I+x7nHtCVf+k+YZUykcPae7okSgB3lQcTzYjagQLffctZPIXPKMdi/smVrtOZ81T0vwslUNxLlbqCPCXDzTFZNrd4vqfupuTvpCvVTjFxa4d9lLhjDpdHp0KKqLFEShUVgaUhKRYEgb6ASLnmpRte5JEbly6S5lHInn5JwKlVlK9oNIpXjhlbI/Zry1GTArUP2cNlMKlW7t/SNgo2uCm/NZsSTYBRNsZvoGR+JHaQzIhlPdxojiXVM+2OqjxUpQhS1JKgDYaQbgXP4jg7KlUo/FjigjOnaYzu/TIMt0utoUytZUQRpasgHRttyskbJ3N8aGz7nmZnJmDwi4UZSdh0ogNwKIy3okS0H+/mEbtMkeIN3Clg3cIG2MzNKQlwFOGwD29zkI2svpZPuSTkpOAOX0kXsiKgippgeFATmSIy5VMqClOQmYNVps9h6P3l4Ll0RylakKQodDdFx5pKT1xc3CXslZ+4jBipzkLoNEdsoy5jZDjqPNprYq+JsPU409wR7JuXMhBGZM6tx65mN1QeUFIBjRl9NCbWURsLkWFtgOeL+TGAsAmwHIDFvLSLjiQp7Ddr+3rwjEPziGyUtYnbq55xioOGnZo4X8Mktv0+jCp1MJGqfUAHXL+aUnwo/wAov64tINW2CQAMLlNWPLHO69MWqGUNCjYpFat1bpqs1hF3JOA9ztywv7qwOAFrflhFAw2ERYOAKihJGHDuj5Y442MDOGiamFENhYI5C+C1MawRythzLRt7uAFiwPhxWOqh4hlUz4TiPZqyll3NUFdPzLQodQjqFil9oKI+B5j5YmCmkgHbDdLbLithsBircJidqoVURi/jT2OaBTqfMzXkOpuQEMIU87AeVdBFuSFed7bHGRMw0ObQ5Ko09hbJG24Nr/HHrZX6bBq1NXT6hHQ8yop1tL5Ksbi/zAxVufuGWTM30hVGmUCEGSnShbLKUqQfS3P4fuO+BnH1XgFGoEeiaM6QN2LLuDorziiMa0FAMNR1k6o8+aPwjruZKMvMlIqdNdZjBCpBZlJU9EC76C8gbpQbc7EDriQ8O+JLFHzSnh9xbfk01tJDaJ6m9ZTy0k7+JBBvq3IFiNQ5TPMfCfNXA3MP66o7r7VPaU4tioRW+8XHQq5Wl1s7PsEe+hV1AXIuBcxHiVO4Y5opzDebnGcvypSwllTQW6yypQJTJiOpBK45VbU0rxIN7b850NtOquqBIOW3ndyZZzTa1nQeiKW94FfG9Xxp5xJu0N2XkVnLv9KOGstQq3dh9J1IU1UWyLiygLJVbdKhsb2PQjAlTTVY0t+FV0yG5UZxTTrT+oLbWDYpIPIg42b2ee0BUMnym+GvEOWqRQZa9EGWoEmIone37PUp+ad7hTr2u+zbHzFTnM/5OjNmsR2+9eQwAU1FjmFAjYrA5H7w28sWEi+bOd+XfHVOSvrGZm7SmrVTfedUojMEmncMowgVqtgJUScDUCDptuNjgJSbg41AimIgCiQcBKleWBq54AUnyworDTASVKBJttgFzgzT4SDgux8sOFTDTDDjqeeOY6DbFgYqYFgWAjngWGQsDHTBg54LGBpJwwiFrBicGp54KF8GJvhhhYPRtywaknzwU3f0wYCRiEwogy298Gt3uMEpJPPBgURyAxGYUYweb3tgQFjgpK1E72wagk87YjMSCDE3Ix1QNgMACym1gMcU8oKvscMukmJRBp2skdMdTqwUXDbUQMB79xQsLAHyw6kSJxjrywo6U9OuAAk46G/M44SASBh1KYRICBHcTTg7wozXxt4jUXhpk2PrqNZkBsuqSS3GaG7j7hAJCEJuo/CwuSBiE6leQx7Bfoy+zO3wp4WnjBmympbzTnZhLsbvkWchUrZTaBfkXSA6r07oHdJwhwFTCOOBArF3Uqk8MexnwEYpVPbQzS6BGtclKH6pNULqWo7XcWoEk8kpHRKdvOLOebs4ccM7SOJOaZQV3rhNPjlVkMti+kpST4QAbJHQXJ8SiTdPaFzjmjtYcbI/Czh+pcqgUham22kL0tyFgXU4tR2SFab3/AEDmsjEBq/DOp5VqUajVLQua/Mdp/s0ZxLriZDS0oW0QnrdSbEXBvsbggUkxNBxdAeETScue2vMw35S4eZm4i1+DlqkRBPnyHUlpsW8Ftysn7oTzKugx6VcEuB9C4P0EtJWKhXpoC6lU3Bdx1fMpSTuEA8up5nDR2bOAVM4O5bFQnxULzNVWwqa8fEWEcwwk+Q+8RzPoBi5rXwdJygFHnBjq3b+fWIJyavVaby17/tBQTblj7ScG6fTH2nB5VFdSCii/PH2g4N0gYLkPMxWHJMhxLbTSSta1GwSkC5J9AMNU4ECpMLdJgJQcBKR0xGl5/jPxDUaPTlVKKVJLS48hs98g2upO9uW4BIv6YaJmYcyVmtkU9sxKEId+8UvupIlajcabHUjSRvdNik+8FbYW0viJYMkwt5DwcKDS6ki8TuBIrxBg9uzn1GihTeYnJB88BUCeYxUtcq3EBNNFGh5tZacK29MxyFqfASsFSVFK0pUFAaTYJNjzvviPVHOubcq5mbl0eeJMOS53b1OluLW2ofiSo3Lah6Cx5EHYii/9zrJmXUNt3ilQqTSl3cR7isWTOj0y6klJFRlvi+TcbYAoK88Z+r/ABb4kZaprdbdEaZMTNUp+ntJBjqi6iUpCiErS5o2vuNQvYjw4f6X2oci1xyUimwqpIFPjtSZ3dsJJioX1UCoE6TsoJBI8jcYNldKpG0W1OoXQJNMcNdAeB1RG7Yk2wQCmtdkWpK8KVEcwMNalOL1W+F8F0vNVIzDTGatSp7MuJLbDjLrarhST+49CDuDfHDISCUpUN/XBxeBxBiJEutGYhnqZXcovv5nzxE6k4WQpDWwSNRuOuJHU5DqVKWq1gTfEPqzhLbjosVFO5/hgFbhUqoi5abupAMMNe7uoQnI01sOtLF9JA2PMEHob9cYo4/cE5lIC6/l9K3qay4qS5DTfu21W8TzaOSTYXUB/iSNNwjYlXfeUvukKsCkHETqZbktJhSE3Qs2FjYg32IPQ9b4KlZlUusKEc60HE3THnLNQZramXSb8wRsUnoQfPGiuzVxpk1qN/wSZ4md482nTSpDlvEDyaJ6Anl5KNuSgBDuOfC8ZPrK61RIwFKlKsttCdo7pubAX9xViR5EFPQEs9d7PvEjK2XIPEAv05DxbVNiNRpSHnDoCVONktkhLgQrUpBsbA2uRbGkeLE4wAo0rluMVKUuMu9XMecR7tX8FpGUK49nijw+7gT3iJrSU7NPE/2noFHn5K+OM73OPSDKeYqN2iOEchdaaRIqkZkwqqyv31ApOl0jzVY3PRSSdtsefmfspz8iZqnZanJJ9mcJZcI/tWj7ivmOfqCMGWRNqcSZZ7to8xD5hANHUZH1iPqxwk2tfHyS4s6UJBJw4M0xYst0D4Yt1LSjOBkoUvKECW3V8gd8C9jX64clt6fCNhhQijVZ1CXG6TMWhYCkqTHUQoHkQbb4iL++kS9B3xXuOgXOOY6nFqYooGnHcBHpgY54YY6BDcYMSMAHPBiMMJjhAwMHISTgtIwcgYjUYdBiU22wIC+3njg5YGgdcQkx0D02G2BW5YDzwNIwww8CBpHLBqRbfBY2wLppGGRIBHQev0xwJN8BJubDkMfE2HxxwESJEdcO1sDQna+AITc3OOrcvsnC0iUCkdUu+w5YLvufXHwB6Y+5Y4Yw8CuUXl2MuAyu0Jx8oOS5rPeUOGo1auE3t7CyUlTdxy7xRQ3e+3eX6Y9Yu2dxgjcJOExy3Q1ttVbMLZp0GM1dBTHACV6NPu3ulAtawUSPdxUf6J3g83k/gnUuLE9gipZ5mqRHKk2KIEVSm0W6+J3viehCUHpine0jntzjJx/qUxp5TlGyuPYoaSfCVC4SoeYPjcv/AM4PLFbOP0PRDvhrbXTvBOoRd3Z8yc7wD4Mv8Sai00c7Z1PslGTISQUly6i6u/JACVOq/YbSMS/srcJI+Z8zOcX6005Jp9JKoVAMlJ7yQ7qJdmLv7ylLUtV/xKP4RjMfDGicUs6Zqp+SH87zaxFqANNhomrW6qCwtYU73ZJskaEWVbmkEC18eomWMuUzKWXqflqjMBqFTY6I7KeulItc+ZJ3J6k4rZKVL0xfcxSnzJ5pwG+Dpx35dogYKV5Ac95O6HKxx9p9MdN8cONAt2mcUQEcIN9sB35YbcxZip+WYKJ1RLhS66lhtDSdS3FkEhKR1NgTYbm1gCbDFW8QOJaqbXKLXKLmZhNHqDQjRpAUVRkTNZ+zkgckOpIQFc0LbHVWk561dIJey0qUrrFNCUjFQSTS9TOgxPcaQZLSTs0aJHf7RYXEDOUXIOU52apsObKahhALcOMqQ6StYQCEJ3IBUL+mI+zMq1TjCQKzUWkSWwVtLCEnccrFF0HfoRitOLnaGdypFgO1DL0oMgKVUYrfifZN06HkC+l9r3rlPLY77gMGXO0vw/zG0XKNmOGt07iM493TqQehbVZQ+mPGtPbbtq0HUO2OXEsAdpCuqqv9OzLE8AMzobOsk9HRV2/XXSvnFy0Wi0PLcFuj0OnxoEVsqWllhsITqUSVKsOZJJJPMk3OFCXENr0IA8R2A/fipnOIr78hLsdSbLF732I/jh+p2ZFACS88FrUNkAkfPHj7lnzAJcdxJ8axcqsV1KbxNYdMySW2X0l4gqsLFPmTYA/liB1Bl2ZmOOXXEhLC7gA3ubG9/lh0zJUpMthQBBWvToCR7pBvcnzxGjHmCoNylhRJ5H7uq3PFpIy/RoqTjQxdycv0LYBzgriO+pyEiGykC6wFXO5FiAfhbEEnGRR6O4xTZC2XJDHdSFIJTrQNwk25jmd/PE1rNLlT3wp66dNzuMV3xDdMGJpQqwIN7Ha/ljR2agKuMjbEyglKYiuSqxmuk1P9WxM4ToFDZL0h2PHJDhWsEhSFBQ0+PSbG453BvY2VkTtTxlOmmZxbfEmFpRImNN/ZBvUEpfUOiSSm9uRVysCRQ1OM2oOVARlLJUUtpQkkatRFhfpy/fgObqUxlqhmEqypswlyQodLE2SD1FrfMY37E040/wBGpVSaADZTEnwNPCKd2WQtF8CmcbnnVpupsNqjvtq1gKBBuCnDBUZf2JSLbnn5DpfGZezxxNlSqOcvzpa1rprhjtlat+72KR8gQPli6lVdT7Tiy7cq2G+1saJaC2aERUoooVEKqklMzdpWnQLG/mf/AExDajGdakBanBsq/Xph57913UpSlFHLw4ZKjFlSNagSAAbb9cOQsDOOKaxDs2woNZal06ex3jMhgtOIBtqST0PQ3sQehAPTFc5Q9rpkt/KdamJQiY4zFXIUSlDcwD+oziOiXU/YOftaSrliz6hSXkEqLnPz54rDiflSsOUqTXqaoe0Roy2ZCFglL0Rwi4sCDdtwocTbl4j0xYy7yT1K88+dIGdbwqOeftEIoc+TwD4wJqEhlTOWMzKcjyWDcJYUTpda3+82oAjqQlH4sE9rjhKqsw280UpgKepZ+0cbAIdirPO45gEhQPKxUcROZlKvVqA5Jzdm+bUXluKkoD61KCXiBdYBPvHSm557DGl8ozYPErgnH9o0OSqcyqlT0WsSgJIRf00hSB/gwXMz3yrjb7RqRgTq51QPLJDhU2sUBx74882KI3ETbwlWDDDky5TMSHHcffeUG2mm0FS1qOwSkDcknoMWDReDues5cRn+GuT6JIqVVbfUiwFkNtA7POLOyEWKSVHzHU2xtTg/wGyRwHS3Ih+z5qz6tGl6pFvXHgKsCpuKkg7je7hGoi/JJIFtN2ozJt9O+rA5bTwGvmtBjBaJUuHo2U1PttJ1Df74RVPA/sUwKFAj8RuPxSyiyX4eXNXjVyKTJt/8Mf5jzTi9BxjpsICHBo9LYjMfZMtBxCAhCdkp07WsABawthi4h1CqTHLz57shx0nQEXWFbn3AD4+oNjp2sVK5YqtTcvUftynfl+s1C3pZI0j5beWMdMaRzk2urCujSNlKnifYYd+MaeQ0WYW1fm+uTqFQBw28THnVjqccwvogBrEAEAgyWv8AxjHsS1XUkx5NLtdO6lqtLxA8TSEgGBJGNi0fLrtfq8Gg0imsvzqlJaiRWrIT3jriglCdSrAXUQLkgeZxdn/sHdpr/wC6Rn/+r03/AP34yLOkz0yCWZZSqbCT6Jj6ItP4EWbYqkotK3WmSrEBaUoJAzpeeFe6PNFODANsbrrPAXibl/PcThnVeHkxrM08JVFp6GkOqfSb+NCkEoUgaVXUFaRpVcixxY87sDdo2FS01McPYMhWnUuKxUYqn0D1GuxPokk4cjSCZdqESqjTPPD/AEwNNfBWxZENGZ0gZQHBVFUpAUNoPTYjflHmiBg1ANuuN7zuy9xjpmRJXEqdw77nL0EOGTJMqL3jOh0tOBbAc75KkuApUCi6bG4ABw18L+A/EbjM9UGOGuTE1hVKS2uYQ/HjpaDhUEXU8tAJOhWwJOxxEdI3ytLfyyrxxAxqRtAu4wUPgVZhl3JsW610TZurVdTdQrAXVK6aiTUgUJBxG2MQJBwagHrjWFQyzIplckZclwYwnxZSoTrbbjTqe+SvQQHEEoUNQtqBIPMG2LNqvZE47UPM1CydVOHDTNXzL7T+q436ygq9o9nb7x7xpeKUaUG/iIvyFztiNGkbr1ejlyaUBoSaE4AdnWcBEs18BJGQKBNW22i+FKTeQE3kpF5ShV0VCU9ZRGAGJwjAiiSdr2wJIPrbGyOI/CLOvCOuoy5xEymaPUHWEyG21qadS42SQFJcbUpCtwQbE2IsbYX8TeA/Efg63SXeI+UGqQiuJeVAPtUaR3wa0a/7Fa9Nu9b9619W17GzFaQupvXpci7njlXKvVw74e18A5J4shq2mz0wJbogHpAkVUUfi9agxN2tBiYxYDYXPTHBc74urisww3lB1SGkJPftbhIHXFJqWALA7nFvZs9/EWelCaY0zrHlenuhZ0EtUWWp7paoC7127mSKUqrZnWPnF76Qfjj658zgAA88DBT54sAIxgwgVza18dRucBBB5nAtSUC974eBEqE6zHSQNzhbQKPPzLXqbluktd5NqsxmDGR+J11YQgfMqGG3UVc8aO/R55DiZ/7WuSIdRjl6JR3nq46m2wVFaU4yT6B4NYRxQaQVnUIlyFY9cOIUyldnPsxLplOkKZay1QGKLCeQkBWsNJZS5bzG7h+Bx5yZHo09ylJqcpl32ipuKmu3BJ8ZukfJOkfLGv8A9I3md/8AoblbhxEeCF5iqWp23PQmzf00uuH/AC4rGXwjkUGj0ipHOFPcj1GjGox2kawoFDrTSmtxsQXQAeRIPLGSceANVHPn3gyymwElxWs058DFv9iDIF6tWc+zmbiCgU+HqTycWApxQ8iE6R8FnGwSrFbdn7LScq8KaLDUmz8lCpb6uqluEnfzsLD5YsTXvgiXmAhvjjz3RXWgvpZhWwYeH3gy+PidsAv644VeRxKZimcBUhozhlqDnDL0zL1QdeZblIGh9ggOsOJIUh1BIIC0KCVA2O4HPGVc60Bh6pPZD4jTv6O12cS3HqSGddMryAPfU2TZLtrFSQQsHfxpAJ13KksxmHJD7gQ22kqUonkBzxl3tATsqZry9NlZorqoLDZU4yHUh5g22SFNncHYWKCDc9cecaZTMml9i8tSHiSEqQKkDXUfmTWnVoa6sqxo7CbeXfAFUDPju94q6VkntO5IgmjNZaofE3K2khuBKkpfWyP+bdXodSbf4reeK7rXDmhV46sz9lniplmUlWt12h3ns+ti4hRt8CPjgzhxmzjJUqTIrvB3MNcqsen3bk056K5MZbIvbQ4BrNxy8R26YllC7ZnEHLclFJ4gZImtSwUpX3QIWq/Xu3QlQ+pxm1SttyTq0yyGlrGJ6Na2lcVN3rtf7TFopLbn5x/cPcVipWcp8JILq49D4z5syXUlKPdw8wUh+Ibj8TjSlC3rpOLCoNb48ZJprdaYrdLz5ltKb+2RX0yG9PPd5ADiCBbdxJG/XF+5d428LuLcR2iVhmmz1vI0uwKjFTqsRv8AZuDceov8cO2S+BPCPhfXn835TpkiFKmNFK4jM532Oyuf2JVo5HkbgdAMVE7pQEBTNqy6i5qStKVV4LCW1J4m9EqEPSxBQTjldOB9R6RTta7QUxUOExlzh7OemPW71UtY7po+SdF+838ynbClNZ47VruX4MaBAbIuppmKFC//AGms/Q4nfEXLOWsrZYmZjyxQYtOkwtVQW62DzSq6k2JtpKQfDy3JAvvi1MlVKkVijxZqWGtTjYNkj0xfaOydh2kwp1mXpQ0N83vciJpmYmUAKUo46hFBKzrxQofhzNk2n1COggLXGK2XbX8StypJNumkX9OeINxMzZl6oZWk1iluutrp8d12TDkpCJDVlbbbhQ3A1JJHnY417mihx5sZQapTr61DZKEAFR+KrD88Zoz/AMFKjm1UhC8qPoZfSQQtbXh9TZVh8b4kmZGwJOZB6VLSwQSLwxG9JOG6lIRmdfWggdaM1cGM9Zmp2c6DKzZSo6aFmqSWoanAkJbCHO7Ll+dkqBvc2Njt1Ey46UV+FMkFb5WUuhCU8jYi/wBb4V1ng9Fk564f8JaPOMt2AlQnPN7oYW66p5wAjmEJJ+nriY9pGPTYcuW+zpSpCTvsLkDnfDJmelXbWYdlRS+lWAH5QshCsf1J9KxPL9IJdxl01pQ+IxHjFB8LP1lT2K7U2GlB6HOiEG5sGtw6SOptoAvy+ONT5VlwalTm5Bf1rcQALG4IxWPBjhe1TsgOZzqFa9rYzHDsmMEAd0+Hlark3uNKEG9h7xHS5PolYiZPmKhz5qjEQspbKdggdAfTfFoq2m5mbel0KrdNBnmAAR4jhWIG5RTbCHSM618a1i76fAOsoAshV+fQ4JcprS33ElQKbja3I4j0DPtOktreiSmi3GbDjrinU6W0XA1K9N8NtG4z5KqUh9CJ6XFoeUiwSbK0qIChvyNr/PERceWooQCSMwNXGJAGxQk4GJK9QYrizpSpyybGwx2Tl1j9VuodjMlpaVNuIUB4m1ApWPS6SRf1wgn8QKcGyIKDpOwKlAX9euIvWc41GRCdZbnBFxsGzubnz54YiXnXDU4DfHLcZAoMYoHPOTWaDV5lGqNdaSYjy2kqbBPepB2Wkc7KFiPQ4tjskcLMw1es15LDE1rKs1htTs55ADftAI2R+JWx2F7BZva4vN8n9lxjPWYKfn3ibINJo6ojdoJUUSagtokAqPNDXdBq59472t72L2zJVKNkAU2QuowqHlikksCOhPdtpsLBKQPfvcG+w2Nz0NzNWk1ItJS8SsmlUggHGmJ1pB1HM6sOsM+olbhS1gcaHh6nndCb/ghy/QqbMg5T7ihszLLqs8IHtEzSLanXNjpAHu3AHpima12guyRw2psiEviDHqbh1NrkQ0mUqS4DYoQUApWAeibovz3xXnb44rV3MGTpVAy3UfZqDFdZVLc71SY8hCth3pTu6PElQbFwbC4UNh53uSQU/rEzHYqHE29vfSPaXwBYoYbGyE9NiALEFY93GtkZOVn2w/cxyqrGg2JBwSO4qOZxJhzJfbZ6N1w0ONAad6jmfEAbcAI3TmTtedntovw4eUsx1WoSFKuzc985b/TKJGhIH3BytuE88QT/ANsXhwnwpyTSmwNggoCyn01WVf43N/M88ZGWptuGQtSqbT3RcNg6pMwX5k7XHqbIFtgTzTIlxgkaMrMLTbZSlPEkeZIUAT8AB6YlTovIqHWBPCg9KDuFacYsBbT7WAIpsJWfDEnvNNwpEGwuoX/LUD/rTX/jGEOF1C/5agf9aa/8YxuXv5auBjG2f/1bX9SfURubg7/9LmSP/wCI6b//AHTePS7jy7QI3EvL8qtdqSbw4DMVhaqG0+Gm5yA+sl1RUsJGrdBKkkWRvjy+yNXo+Vc7ZfzRKYceYo9ViT3G27a1oaeSspTfa5CbC+Nm5u7bXZlz7UWaxnXs/wAuuTYzQYZfnxojy0NhRUEAqUdtSlG3qced2HNsMSzjbqwkkgit4Zf04x9o/FLR61bUtuSnJGXccbQ24lRbDSiCoigo7VOO2lRqIMWhx04qq4V9pTIGds90FtrIyaTOp0KtRT7Q57RIDanFrQnxBKQhsAAG6VrUCo3SHio5ad4s1Wbnzs+9rOqRqhMR336r9vbqNNZSUBOn2RXij353IJBN7YzvmT9ILCrPETL9eb4RQn8u5eZkNsQpcr+s968kILyFBPdoKWwUBJSrZaxcXBS+Ubtl9lbJE97OeQuz/UKdml5hTJLMeLFZsqxUkOIcVpBI3IaubYuRakm665eeBQVVxvJUMAKpIz3DPfHmq9BdJJGRlCzZy0zSGuj6vQutK/EWq6624TdJBBUoEpqTRIpEo7HsqoON8Teybxdcckz4jkp0tuOFffR3/BK0LPQqW26k8z3yleeFmVKBJ7GXZNzbWas+2zmuqzpTUcLsCZClmPGCPxgIQZHwKumMiZR7RWZKN2iG+PlXQt2RKqK36jFjHSHIjg0LYTfYhLdgnV1QkncXxMe1r2ronaGYoNFy5RZ9Jo9JU7KfamKQVvyVDSlXgJFko1Af41emK1m1pVuUKwfxW7yUVzuqIoeIEbO0fh/bs5pC3LrQBIzRZemrtLgdaSb6AK1uuKoa0NSRjhGf6ISquQFKJJMtokn/ABjHrDxW/wDrMcC//wCZf/8AHpx5L06SmHUI0xaSpLDyHCBzISoH+GNnZy7duRMy8WOHfEGNkuvNRMm/rb2lhxbPeP8AtcYNI0WVbwkXN7bcsC2FOsSrTiXlUJU2RwCqnwEaH4qaNWrbtoSbtnMlxKGJxJIpgpxgpQMSO0rAedI0dx54e8Pe01AzHwpbnMRs7ZN7qRDfdRZcdT7KXEG9iVMOXCF25FINrhN6E/ScNLYh8LGXB4m2qulXxAhDFJZ27UtSf7SjvH7h1ElU0LRGZVCmKSfaGUMobdZd0kgpXo+I8JFiBhd2uu03lztGoyiaBlupUleXxO9oExbag4X/AGe2goPTuVXuBzGDrRtaUm5WZSmgcJAH+ZIVUHiBnGT0N+H2kWjtu2K66CqUbQ4tQJFWXXGClxJx7KlgFNKipOupOQuLgvk50f8A4hr9+KP90YvHiyh1zJ7qWWlOK79rwpBJ54o1xuS1YyI7jYPLUki/1wZoyR8mR/mPoIwX/qBbWdKkroadCjHV2lwAkqOO3sLDAQeuOavLGkukx4gmkGDlj6xJ8sB7w7C3LHQ4T0w8J2xIINSkDlvjf36H3LbEzi5nbNrqAV0igNQ2yR7pkPgk/GzFvmcefwe09Memn6HWBoo/E6ulFu+k0yID/gS+oj/bGK62FFEmsjd6iJEJvViS9tqqHMfaby3llbxDNLpqVWvsFlKlDbz/AKwn6YdeKjzf67y1k2KlSFRaLS4ardFyHXJTgHx0Mj6YqDtUzpdf7U+b/Zag7Fei09uOw8jctLAQgG3/AGeEvClGeqpnuBUc85r/AFvJlS4zDWlPLTobSSSBySlIA+OMu9LlTaV1yHuDFvZ6SEIAGFSfIiPVnLsRNPoFOgpGkMRWkW8rJGHHV64RImNpCWwLaQBvhLVK3FpcN6fLeQ0wwgrW4pVgkDcknAZmQ0mpOAijLS3V5Ykw6rdSkXUbYita4kUGlkJilVTIClOCG4hZQlPM21C5H4Rc+QxRNS48ZkzRxBn5HjQpyaFNgpMWTDjLTIQVEBag5yGywRtsd8V632aO02xVGV0Di3RnKVGUfY1VaG8qUy2VXCSlJsoDoCrGNtHS1Kj0Mq4lCiAQVhRBG4JBNdtaZ7RF23YyJYBc6SK6hTzrSNDZu4m0PM2Vlf0bqLUpqfZorbVyQQSfgbA7HGD+NWbY2f8AiXSeFpqDsOluTG486VHR3qrFWk6Ui5vvpt08V9jjX1I4CuZNyPJpjeZmUVB1K3pFQeb0pXJWkBTmi9kpuLhI5eZ3JiPBfsk5QyvW389ZirxrlSkKKmNgENE7FVtyTawHzxmv8QSpm3rWmiaoTdbFKdbb1sBQ1OPeIuUqYYkg0weqVdY+2/D94mGR3MocO8sRcs5SiM0+FDTpbaTzWeqlk7qUTuSd74oXtfZwVVaTSMq06qtJnTpYffZTu622keA3+6Cb+uwPx1y5w/yetIQunIXpNwTe4+fPEHoHZfyRTOJTvEh1Kp8tTypDSJZKwyo8ikE2BT909OlrAjJaOzsqm0zOvBS3E1UBVJvK1AmuGOJJhH5yULSksC6Tt2bBT7RmXhzVuDVGqFMn514ZZ9YntKaMep16K77D34HvoW0gIIvuNZI2GNYijVaJTE1CnU9+oNPlKm2EuDUhJF9Vz934AncbHFoqhU7uihxSnCoWII2+HrhBMXEpMIuthSGGQBobFglPLYDoMT28qZnHkvO0rrHS9JwArS7voT3QDLWkUJ6NpOJO/HziLR8mxsz0GbTc4UtKI01KmVMF43U0RY3sAQcSChUij5VhNwKNEbbZbSEgad7ep5nCuI5AmpC4s5t0KFwUqBwXUHoVPF5UkIGhTl1Cw0p5/vxSF+0ZRkmU6ia49euPCtPKIHnVzDhSquOrH94ac7VeVDoEyWw93b5bKG1gX0Ei2q3pjNUKK7VKrJo1VqCXZyBd1xK1eNJHO5sb8wfUYsjO/aDyHAQ9R0RJNRnOISiIyGvC7JUrSlonexud1cue97XjWT2JWcM7DOLtHFKZaZS2iMlQXrWUkOFRAuU8rA23FyNhi50WlpxLy3pxk0ViVKpXdSuPtF3IoDLBQRRVeRCLI1Bp+Rc/xHWqeFie09EQ9oH2Sli4UPUkBP8Am9cUZ2iMwTqnXnMvtQnHZs6R7JGZSk61qX4bAAbk3H1xrHP9Qo2WmINYqCmY7MGUzIccXYBCELSokk/DGJZWa65nHjpRczJpEoxl1ZLkJKGVFTwSbnTt72m4sNxcXxspWQLlqrtApwQ3XE6xWg76Y7sYc46lDRQM10Hnj6xa3DijZjpfCSPTcxNoimNLkiK3qBPdpOgKv1BUlSgeoIPK2Kgzwl9ySsFa1tIPvX2+HK3li/uLtURFpbdNiM+zIi3bbQkaQEgCw5/H6Yy9m+qS3qXKZDllKQsAg7g/XnjtHUrnHVTZAF9RNNlTBU+oMMpZ2CHTK02lUpEpNVS+tp9nSkpcslC7n3h1FirbzIxGMzqi6Xo2X5SGHFm6FE7g/K++FeZXcuZYoFGhU6XIqLq4TRlvFZUXJJF3bdAEnwjfkm/XDlw14HZz471lpnJHeMRmVBU+fIGiLDSLXLizeyrHZI3PMC1zjWyzIU58ySQCdYwNMsIpH3rqOiNMPKu+JJwrmV3MrMHLbTD9RqJsy0GwXHXTy3638yfjjYHD/gvQcgNs13OqGalXtlsQbhbMRXMFXRax/qj5Xx3hXwwyVwGppoOREPVjMU5sJnVuQNTrp6hpJNmmrjzANhdRItg3iHxCyvwvhqqebp7UmrSRePT0q1k87ahzUAb9AkHoOeM/amkXTP8Aydli+4rCoFR/aNZ39kaq4EQpbWpIDhonZrP0HnCriNmujUCHFzlnio9zBS8Y7LISVuSVPIU33SEj37nT+yLG5Vzxj/ticRqtxIypElMKebpiGafVY1JZdACNQWlwyXU7K0uotYEAW3KThp458SMxZ2p0+r5iqD0QnSWGGzeQE60jSByaTYn4g8l4zjXcxZtl0dNHzLXFNUlpktNUxgfaOI71Tg7wkXFlLUoar2J8KbY0ejejHyyhNvm86SCSccRXLacTU+Y1izLqUdSmABApkK89+yNFcYyzm7hDBqDCGp8t7LbZaT4RFYU01oOx8J8bfM2TfnqvfGFFOF2YfZ71eqOc3lp1NN7fdSfet5qskAbDkcbggINW7PGTXJqxEhGC+13SblbtnVkGxN1Gyz4jtzt5Yw+fap6XotNjt06mNEh51xexsf7xdrrPkhI+CeuNxYouh1GoE+p5oO+GukqSjgPLyHE5aoJecjxn1OvOfrWpuq3USVtIUf8A4iv9n/Fhf7DnhXiVPdQTuUqqCEFPoU6xp+FtsIEz2YixCyyw65IX4DLUj7ZZ8m0j+zH1UfMcsBOWZ1/tJtMQv7yVzEBST1B354vCKdqg4j2qKRCmprdBP9JoPGhqeRhELwvof/LMD/rTX/jGEGHCif8ALUD/AK01/wCMYtHuweBims//AKtr+pPqI1yww9KfbjRmluuurDbaEC6lKJsAB1JONl5Y/R/0Gi5VhZg478XIeUZU+yUwkuMISy4RcNqfdWErXbmlIsLGxI3xmjgdWKLl/jJkmt5iUhFNg16C/JWsXS2hLySVn0T7x+GNe/pBuEPF3Pec8t5iydlyr5iojNNMMRqcyuQqLJ71SlrU0gGwWlTY1237uxtYX8ysuVZVKuza2+kUkgBOOvWaYx92ad29aLVuyNgSs2JNp5K1qeISSSnJCb/VB1nXiKbDAq72DWaPxeypkJvijDk0bNrUp2PKbZQZrPcsOO3MfX421BAAcSq1yQQNtUqkfo9eGrNe/oke0dCbrygNFNchsCSSU6h9j7RrN078uW+GbszcEuMfC/tH8PavxKoE+PEqFPmNRJDrvfIZ/qD5TGUbnu1pSk/Zm1gDbkbaUqHCHs9587TE3M0qv1GTxFy2INUk0oSFNMtJQ22GHQktjvAB3ZOlagCoBVr2N3JWZLTDRcMuEqK6XVKUKC6DhtOsCkeYaS6c25Y88iVbtdTrSJUuF1llpYU50q0grGISnJKlXgKgYAqjIWWew/W5PHmo8Fs3ZrFPbYoy63BqsSJ3yZkcPIbSdClJ0G6lBQubFJtcEErOHPYhYzbmXPq8w8Q26PlLIlXk0p6prYSHJCmEhbi1BStDSEtqSoqJPPlsTjQHDTidU+I/bkzJGn5dlURvLGVZFGYjS0gPrCJbKy6uxI8ZXdNiQUaDc3wwZG4l8U8h8ROMTUDgzUs8ZCfzrN9vVTUhcpmQ4kJdCGSD7Qnu0N6kWFri6he2I0WbZoKVFJKb6x+Y4AYVAxoD94KmdNNNXEusJfQh75aXXSrSReWoBRQpXVvqTkCSKkhIrSKR4xdlXhPlDhpUeJ3Djj7SswRKc60wYi1NOqedcNg2hxlRssi6gko5JUSQASE2bOx0ujcHsi8RqFnB2o1XPEukwo9MdhpabbenIukd7rJICrC+nrfF/wDErgbwH418E8zcV8n8O6jkCrUmHLlo9opqqZqcitlxSXI4PdKQoAp7xIuDfe6SnA+LUvMVP7IPBaflCIqVXYtRyu/TGEo1l2UhgqaTp63WEi2Gu2VLguLU2LtyqbpJ15iuumrERPIaf2utEnLMTay78yW3Q8htJA6OoQSgEFNQTfF1VMwABWBy+wdweysqHlvP3aLh0rNE5hLzUZfs7CVaiUgobcWFrTqCgDdN7HYYhXD/ALF9BzlxizrwmXxbZWvKbLDyJkGB3oe1mzja0qWAhbZKUqAUoXNr3BA007nigcVK1T+HPaM7LFch16Y77A3PFKFQgJ399qc3ZbaL3JKSQkG5VzOIflDhxQezH2saj/Q6i5jquXqxlBUpcWnwXqi/AW7KAShWgKWWyqOohSt9yDe1zO7ZkkXG1ttjo7wBxWFCoOBB341iqkdN9J0Sk3Lzc64JwslbYusLaUUrT1m3EVFCmqQkgg1qDWgjBWesvxspZ2zDlWFUPb49GqsuntStGj2hDLym0uabm2oJBtc2vzxSfHL/AIpSP+ke/cnFwZhXOcr9TcqjLrM1Ux4yG3gQ4h3WdaVA7gg3B9cU/wAcjaJSP+ke/cnGfsSn8TRdFBU+hj1r4sBY0Bmw4q8q63U7T0jdThhjuipSbAY5gJOo3w4Uqjz6y/3EJq+nda1GyEDzUemPTCQgVMfCbTanFBCBUmEWHukZQrlXCXGYwYZVyefOhJ+F9z8sWRlfhezT2kT5kVTyrAiQ+gJb/wAoVYfM3+WJewI7Cg1T4T0uRyszISpR+AQCcBKngo3WhWN1ZWhq3gHJ43QdQz54eMQahcF4UjQqpVVxwnmlvQ2n6qJP5DHpz+jLyNl/KPD/ADbHpRK1P1dpxwl8OHZgAcj8ced7+bVtPORZcmpwFtEpKVHvCFeSknSR+fwxur9Glmd6ZTM609cmLKDcmFI1MDQRqS4k6k2BBGgbkfPFDpF8wZIrKsAR60i8tezLKlrKdRJI/Ew62vtCuZqIcOJ3D/hDP7Q2a5NefqTct5lpb3s7gsCVruQDf92JdkThV2eWsx0edAzrmNuU1PjrZafZbLa3Q4kpTqSnkTYYrjjdRq0/2n6jTKVHM9+sRWvZo4Oh1Siu9kqOxA1jqbcyAMGx6bm7J0+JVsxZfnQEQamhl4SAhLza2ihxWpKVEKSUnUCeY3FsZLpZhlNSu9hkSfDAgwFLS0pMSjaR1V3dVMd+IPOyPQxunU4jUCXLdNX8MN2Y2qeKJOR+qUSyGVK7hY2cKRfT87Ya2avZKXC6nTf3r7X8r9PnhcmrtukoWQq3Q8x5YdNW21MSymUspSSCK0rmKa8R5x56JZ5pYWSTQxV72d2q3SQ/k2RSaXVECzBfaSptafwk2ukHzthtpdf4u1KSlivO0inRbEuSmJaXTYfgQkc/ibD1xEuJ+SKZT84y5rWZpOXm57odZAhh2M8pW6gm6k6XL3unUb87C+IpXOI1Ny2ymA1VHpXs6AlCbgvLV1JSLAXPwG+PDZxu0L5lG1VxOF0inAigPnHpEvZ0q+0HWKAEVqpINK6go5052RKuKGbVLmxMoUya86X1hbpUvUqxuAfPkFeQ3xJMgRqk487E9tcLTawlsWHhTpBI+pJ688VpwdyjXc7157NNWjqC3VXbFtkjbl8AAL+nPGlctZeRSGXA4yEuqcXf1Go2P0ths/ZZZk0yiOsqvWOdDr+kCz84zJS5ZTirnEwvhwg02nvXFLt1V1wCpNyVltcZxSUpuF6TY28/Uj5Yc24z7ytKEFR8gMLU0ltpPeTn0tJ8r74srH0Wnn2v+CaokZrVgnvUaAeMYpU0ELvKNTsiN0r2kMlEqUZDmq4JABCTyw9N0xTjZXJCW2iNy51Hw64aM353hZOppl0nL0+qPe4gRY5dUD5kDkPXFHV/NfEPOyHP6ZKn5fpMg9000hhTAWo38KlK8RJAJ2sPTFhL2bZMu5QvJfWTSiTRAOy92l8EJA/zQWzKvzyr46gPj3CLWzvmbKvDPLUzNMCje3KjFN+4SCSpSgkczYC5GKh465nnVdWVag3Wn4uVsxIbaekR0BQaKjcLVuLiyhcXGyTgqiZKfqVLh0M1aP8AqOAoLRCiNFAkOhWrvHlFai4dV1W2F9+gx9W6QpeXavw0nx0vNtIVVqMVD3Qg3dYFt+ajb0ct93CPy82yEzTlEoSs9VIoEoIuhVDWqknrVJVxwi3akg0QalStpONOfeHyj8LuH+QKDEn5snQqzIpNRNSYlOthsNKKUpASnUdhpCrEkat7YYsm58hT+IlSp9DpyxSXE9+t4JAabcVYpCeR8QJJAFhYHrvCYHCN2qwnJtPzJLVHmR/Z3kSnlykLZUBslK1WSoAWCrbXPPExo1Ny7k+CafCZixNA1d2gJQFq5cupsPyxZWVYLsnMqm5t8uLPcMcThkMdkTJohBSKknWdm4Q8cXKtl12gSYdXQlSCAVFYG1lCx5jra2GnJFJy+3w4oVdiwW/akNyI0Z4outCS+57vO2rY+t8OVMyfSOKmTJjNYW57IamjvikkFxtqyu7CgbgHUbkefoMIM1Vuk5d/V2X4cNtmnwPso6EJ2bsCE9N/jzvvil0gtdNor/h7AN5tZrsICaeZJ7hvgqRaq7VOrP6ekUzxPrTaX3Y8gFZbUQbi5vy54z/meWw8h5thKtSwQEj1+eL8HDPO/FPMK6Xk+jOzFqcHfPKGhmOk/ecWQAkc9uZtsDjQ/CvsxZA4TSY9WrMZrNmbk6XApbeqLBP4m2zsSDycXbkLaTjX2QlqQlUzD5uoyqdZ2AZqO4AnWaDGAbVmU9IWxidnOQ3mKD4GdiV/MrMXOXFP2mjUQpC2YSxplShtySoXaSbDxHci1hyONSy8uU2n5ebynkqDHy3l6nJJUhgJabSAN1uqULFRtcqXdR8uuHDPvEfK2TGvbM5Vxn2txKlMwkO+Ny3w8Vuh0j5nGXOJ/GfM2fmlxktNUqgpOpht8aGlgcyGgCXd/MKHoDiKYem9Jj0TdUS+varicR/Ymv8AmqQDFbKtrCulOerYOG3iaDZEi4hdoWmZThronDF1iRJA0PV+YkqZCgbHuEG6n1DlrNwPhjO1SrL9SmLr0+U+p+SbvVWonXIfN+babkjy8N7fiAwJC2XH3pkCKua4kp1zp4Ghu/Lwk6E+moq5bAYaKmmIhxU1bqqpIVsSpSg2DyH7Sv8AZHxGNRZdkStmpuMIoTmdZ4+1T/bWHrJJvHnndDJnKay5l2aaGwpgFNnJ0iwVfUDcHkgm3JN1epxSDrsdh3u4LCpspYNnXG9Q1H8CDz+KvoMXDxBbfXADdYeLNxZEVpA7z3kgBLYsEXJHO3PkcR3OvBTi1lKjTJdTyNJokeMlpUht1Se/7p24Q8pV92ioaSU+FKrBQBIxrJFSEN9YjE7cPHXwGGqKyZBUqgi1stqpVP7PGUHayky5i0ylFpKr/fHvrv8AkPqMYanNVOvyHZ1QkNQaXHdWlCinQyjfdLSB7yvhcnmT1xu5ymQMn8DMiQqghudKVSVS9AUe5QHF3BJ5r5dLD1OMCS3KtmOU7UZsgBlCiO9c8DTQ6JSBsP8ACkYLsXrrdcGVczxOQ574kX1WkIVU4ZbeJ2DkiBPViPGaNOy7GWyhzwuSFi8h/wBLj3En8KfmThOKHULbtNpPkp1II9CL7Y4ubHhpLVJSrVaypKxZav8ACPuj88Ie6dV4u6Wb730nfGiQkpHVw45nnmkBOLCjReNNmAHDDnfDED1wspLyGKrCeeUEttyG1KUeQAUCThHj7BykhQIMVLDpZcS6M0kHwNY1D/wk5F/+00P6n+WL94ZfpJs+8MKE1luFnmg1ynRWgzEarMdbyoyALBKHG1IWQBYAKUoAAAWGPOMcsCTjMy+jTcoq+w8tJ3EfSPb7Y+OU5pAwJa1LNl3UA1AUlZodo61Qd4pHoFN7f+eKnxGpvE6o8SqbJqdGTIRToq2AIcVLzakLCGQALlKrajdRsLk2w0Se2lWn+Lw44N57pcbNGlDanGGdLLjaWg1oU3yKSgAEee+xscYWHPAsPVo+FZvrON7MZ7cs4GZ+Mi2f5Vkyo/DLWCFD8MmpR2uySSSNZxMehCP0gmZWuI6+K0fMWVGcxu0w0l6Q3TglL0fWlY1pvZSgUABXO23IC3cpfpDeIeTcwVOuUriVTXWaxPeqMumSo4dhl51WpZQg+JoEm9kKTvzx58g2OBhW1hjv4IpJvCYXWtcxmc9WuIVfFpDjZaXY8qUlIRQoUeqnsjFWATq2ao9B+Lf6Q/OvGKgu5Wrmc6DSqPJSEyodIjraTJAIIC1rUtdrgeEKAPUHDZUO3fm+dkvLuRWeIFNgQcqriuUx+EyWZLSo7ZbbPeDc+FRBHI332xgvAsNXYhcUVqfXUihxGWzKHy3xbTKsNyzNkSoQhRUkXFUCiKFXaxJGBJqaYZR6XUj9KjxRptI/VknNGUam/pKRPl05QkDyNmlobJHqg+t8QbKvbzztlTOtb4hR+IdMn1zMDLUebInRkuDu2zdCUIACUAeSQBjBg5YFfbDlWQ4spvTDnVyx+0DsfFGXlkuoZsaUAdFFAIViKg07WAqAaCgqBhhGnKzxYyrXqxOrlQzJCMqoyXZb5RdKS44oqVYW2FycVhxfzJQ67FpiKPUmZRaW6XA2T4QQm37jiscWNww4T1vOtVjMN0x2SpwhSI4Fhp/G6o2CEfEi/wC8VuxpSyXROKcNU1zpjhwi3tr4vW1plZblgGWaQhwJBKb1UhKgoUqoj8tMsoYso5JqOZX21ltbcZSgkKA8Th8k/wA/pfljQlGyBT8pU9pyRT5LriQSiPFbNkn8RUQST8hiWGNl7hPATHp8uI/XEo0OvsJ1qY9EKsEi3LwkfDFVZlzAury1vSahJW4s3Ut1N9/MkKJwOZ561V9Xqo9YDsyy5TR9oLcot0+XPhxhRmTMB7xTL9GkMp6a1qSr91vyxFFyqW/qv7WwvmklSXQr42CSPiL/AMcfKdnMLUunyi4UfeYcIURbonZVvPb8sNTtVQ6SmWwlVzcrbAQsbemx89xc+YGL+VaCRQQyYny6q84c9oFPEY+EODk+ox2VIEpE2GkjZX2jY+ShqRflcAHnbzxr79GtmeFHz/myjRiqK9PprMkM6ro+xdI8JJvt3trG9vM4xMp52ORNhPlxCNytGykX2sodPK/I8gcXl2Kc/RMtdoTL7r6hG/Wbb9NcKdm3O8b8AI+6daUctt+Q6stuW6azXkjZXwx9oGVMB4dEo55A4+B9vMmNgdriG6ji7liqLccY/WcV2GZCFEWK22wnV/3K9x67HBGc61OreSaVKnPrVIqFJp01ckLJPfsd5CWVEczfRuN/jyxMu2FT1zuH9KzSiKSqjTGJS30p8baUuBBHw0PvKI8kk7WxnSPn7Psh+Pk1WXY7eX2ZMkomrXcmM8+l46COoUiwH7W4228/ab6ZtC05D9+RAMtUICKYpPlqr3413R6DZSzCiu5bpFXS4AZ8Fl4qBBSrUgEg9Od9/wD1xIoslKFEpuSn+7B3T/hvzHp/64pbs91qNJyDEpL8vv00p1yKpQ2IST3iPgQlYFv2fKxxd1Gg0t1IW5IQUH3FqO49P930xlplaGlFG/hAU+0mXreHhjBcqntVxhUZ6OHW3BbldJHlvyPodvIjCWn8GsrTVA1WhxZQHuFTQCkn48z8/wDfiYpq2V6YR7VUWNa/2wdX0wXI4gUeOlaYTDjqm/eSE2IHnva+DJWyJBwh60HwB+lNVK4GgoIpfnZ+70cqlQB7vOHSjZSo1CYDFOioZQOiRgFcmZcy4wurVuc3GZBAJcXpTc8sRJ7iXMeWe6bbbbOwIN9W/Q7b2+6bHyvyw05xk0rO+WZtLnNqfWpHeNge8VoUFAC/IkptY2PmBixta3bIkpQtWbJAkYgqAIB20qSTx74Has6adfCptRoTiQamCqr2hsupfXT8tRlyVjbvNOhH1O5+mGqHxFn1uTqlPApUbWbVsn49cVrFyRGqq3P6K1GPNCNwhCylxI6pUk2OodR/8gbDdZor/sz8BxopABUsEE2+OPGbctaet3qzjyiNST1UjgkUSPCN/LWFZrTdxkAr2k4+f0i9Yc+M6hKQ54iOROI1xXyy5m/I9QpUJwiahHtEUptfvUcgL+Yun54icLMjzKdbqiANifTEgp+cEKTYgHVzJHMdMYxMu7JOpfYzSQRxBrFW7Yz0uu+jGkUlwpznPeguQghz9dUYFMljcuSYwOywOZW3fQefh0npiXSKlMzdmak1OnJUWqQ8uRMdKbJbaU2tBST5nVa3p6YDxJ4SVCr1NOe+HL4iVlCu+dZQsILivxoPK/mOv5YiUut9pDM1LXlxWXHmO+V3TriGNC1X2uoHl53USOvLHoiLZE7KrRLLQErqCFqoUV7VAe0MynZwFIkQQognVnz9aCHbhnWKpX6m5lOkNBttEp9IWPdZjocICv8AVsB62GJJxkyLGqLVHpcSYqFT4EgSJq2SO/fuCDY2PisTa+wviY8GeClRyVlrupCVOVaZpXIeCrJbG9kBR52JUSRzJxJcx5byBQ0GXxFzjEjtJ8XcLkpQpdun4lfBIBwSJS2rcnEPSSCiWbwDi+ogmlCq8ugO6lSM9cAC0JZLxCzUY9UCpPhFd5OmsMUOLlTKFMkuFCCnQ2FOuLXtqUtVufryxI6H2bU16YitcQpS0JJCzAju3Khz0uOW2Honf9rDDXu1Vww4eU5yn8NsmypSQb997N7HHJ/Epb2jX8b3xmrit2v8/wCcESIis0wKTCcBT7DCeceWoHp9gAlXwW4RjTWJo/Y1lvF90qm3iakCqUA71Hrq4hNNoMdMTM46kpYSGUHWcVH2HCtd8bLzzxn4LcEqX/R5NTjNPR0nRRaK138pZt95KPdJ6qWpPqcZIzn21c5ZxnSKXkyNGynSg53SVslM2qO+ZOn7FrptcrBvvjMdRmVrMobp7FOrM5CllZMrTChJ8ypCPD8+8BxNsoh3L8MtpqlOpSLaSxTklbqh1BcT7w/xO41D8o3aLnTzKEmmCUjIDcMcN10DhFU3LoaOBJJzJ5p5kxL0v1JyoKqU1JiSXSXlzqy8ZExzbbwEEi/QhFx+LCFcpp+Y6YkOXWJbnvOSrmxPUISSTbzUojzGCkVemtOhFOpD051SbkylGyj6Nt7/AFUcIqouuuJ0VSUzTo6jrDCiGk/HukDUfiU/PBCW7uBw8vAYk8KgboMvYYc+0F1Z9Lqgqt1EXTsmNGsso9AE2bQPgb+mG/2+W7CVHoUAsnSQpaPG6Rfmpf3R8NIwByt0yMoqRFcnOj/SEttf6oOo/UfDDfLqWYK+w5DYjlMZJ1FDSQ2wj1J2T8yb4LS2QMRQb8B4fWIFrqcOe+GGot05eZaJTJrypj7kyOVMRlApCS6FK1ubjk2T4b/EYnfbKzFmOtVSRlanuSC1Do1EpIiMrVoLzjapKwbnexW2LqO2Kll1v+hmYY+ZIqmatNhrUpuK2vS1yLZClnn94+EH44k1Iz/mjtH8YMo5bqNBbgLrmbk1GbFjK+zVHbS1seqghphW6j1xYJYcUtDqRVIxqchrwHd94CW8lsLvGhocO7bzwix+0sYWQMpRKLIUJUug5YYZ9nSqzSF9zrspQ3O6+Q+uPO6RMqNZeSggr0izbSBpQ2n0A2Axs7tpZrYnSMwTJcnQmZM9lYab3WWgrwjyT4EdcYvfqTi2zGjNpjsHmhHNX+I8zi2sFujBczJOf0574ZOruENk0AAFBrpz9oMBiQUm+mTI8ubaD/5j+WCDU5xN/aXB8FWxxuMoo719XdNnkTzV8BjvewRsIij6le5xfADXjARUqmBuiI3gYwEc8CwbFXH2BJ5YDgSeWOMLHcCwHAhyw2OgSeWBDngKcCHPDDCiBDngWA4EOWEAh4ECTgYHlvfAEpUSABcnbF0cEOB2Ys/5jZp8BlKH27Oypbw+wpjXVayOblr2TfYjzBsPNTKJZN5WeobYKl5dT5pkBmdkE8FOBuZOIuYmKfApyXZGzjin7pjwm+rryvT8I387HGoK7UspcLKA5kzJLxmTFXNQqyrJ9oWfeCEjdKL9b3PW/PDxV6nQuFmVVcPuG7BTGcSP1hU3QA9UHANySdgjnYcrfnSFXqeZFvqTCVKcWv7sZ0rP0QTjzudnVWtMUKgUDfh3bt+vfmfSrGkk2ayHiCCchr4n2GrM44BirlfQ8pZVFZWpRNyVuf8A7sROVPhLSoPsuNrJ2W2q4A63Srn/AKw/hhRU8yVOLJcEx1bjyCUqRLQHLehSsG30viPSqtSJ92pDZp7pvZ5rU40fLUgkqTv1STbonGkk2ChIww3QPN2gFqPWFdhFPP604wKe0ruVyYjqZTSd1FHvIHO6kncDzO6b9ThsdrCJRIqILhVf7dP9qCepv7/z39RhPUmqpRXmZGsoCvHHkx3LoX6oWnqL7jmORAOOIehVw6HVMQZ6tkr2Qy+drBXRtXqLJPUDcm+ZoADmIqDNqKihPVV+k5Hx8q9xrQR10S4K0SY7wU2vUG32ydKuhHobc0kXsdxY7yPKEp2nV6nZlpxSxPpktmalkeEOKbWF3b8jsPD9PwiIM1l+gynoj8IqN9EiO+CAbeY5gi+xG4vgmqF95oVODIcXCKrWv42F/hXb8lclW2sQQDTRabqsjDmp9pkFQBVTNOzeDzTI1GMe2kqdQ+KPCB9tM7+o1alh8OoBUUsutELNh5NuL+f0xi2j1mdT4q6bU4wEiE6uHKbKuTrSi2opPndJ3xY36PfiwrOvDIZUqcjvqnl11UNxKyPt4y7qbuPO2pPrp8+bJx1ysnIvE6UxJSE0/MSDKjrQP7KS2Epc+JWgsuKHVSl9RjzWSlxKvOybgqUny2juxghycIcDzJolfrsOzZx8YnXAzPEykZhVS3pSVw6wzpaAFgp5u6kj9lWkufQcwRjQEequqAWHnHWHVaVJUokp9D5eh/3jGP4OWeI+Tx+u5OVqhDjRUsTUuyG+7S40pSS28gE6ijUUjUBYarHnbGiqDm5NTpULMVNbKoc9sGyx7pv42ljopJBB+FxirtSVSHb6KEHnxiZuYDicTFhLn+zjWhZeik7i/ibPr5HyPI/lgxuvFhkKfUt2Ok2Q6376DzsR/C/wOIg9VC3eoQU6miAlxB8RRc8lDqk9D+444iVLIXOpiro03ejr3IH/AJk+vMdehNV0Iz5/eOUusS1FRRJSVOENh3cOgamXh5LFtj+Y8uuHFM/2RkNOW71SQgNKcF1pHRDhulSdtkqv5A3xDIT7xaccpfiQRqeiLOrkOY/EPUeIfnj6NOU+ypqnr78G6jCf3UPMtna55crK9CMMcZSvPnnw2ERFUwycUJ+Y/wBVvVqg98KlT1JlaWkKS/pT7w0brvp1C47wcgAMRjKfbEqlPjRo2YlRK408opQHo3ekgdLpuUm349F/LbExmPOT21MIcbcCLgRJytC2wOiHbi3XYlPwOKS4r8PssPzlOPtmA9IWX+7qKCWybe8Hk2UjryAG/PAi7IlJhQ6UXSNYzp7+m/XEinFFNCArcecPWL8Z7TnBaopSmsZKeadVz/Vknvjf/Ci9vrhfE409nuUsARMzMOE7IfdjtXPwcWD+WMOZnyrnHL7aKp7LMk0hN0iY043V4BA56Nd9NuviNrcsF8PszSJE19UDvHm0C6m6PNcjuX8yyu9x/hRb1xAqxJfoC80ltYH+RuneQBjxJMNQ7RYbqpP9yvcmPRyl8ZOFkZgGn0mqyPLUlTl/iWUqGEtS7T+XKSFin0FmIUA2XJZkgj6sjGHjnxl1tUETIYeCiktVSmBlaT5d6z4r+qin5YKezDXYkdfs0GpthI1F+h1lTjSR6j7S3wKhgGXkJqVNWLrZrUFDbaFdy7gX4Ew5clIrN5YKuKifIGnjGms6drSoTo3dwswIY13BTHl9yLEftRicUDmriXUXXVJZzDGQHbqcDlSlEG/MkMobviuajxEVIQkO52qodQoahUYaX038r6lE/wCrhkfzZWag4WoNaypMPLS5AYaWf+9aT+/Fs1YjjrnTTKlLVrUtSyfFSYQTTMukoYSEjcB9aw5VPMsJ91YVUcqNrXcqdVFmPrP/AHqFjEaczC+0+timZ4Uy4v7tJppY+pAb2+OHOLl/P1UkpcXQct92rmppqE4oj0Sg7fP6YmFFyjmSGpYayVD1XBK00dtZV8TpONGzKtNDrEH+5J9UmK5bi3TgD4H6xEsrUaiCQuoVZytVWSuyluuFDClelyXDbE8jrhJbD9Iyy24vYDvlOSFDfyBSk/6uHZqm58bQUs5dDKuX2VJabP1CBgMiNn32JbEqROZSfeS5JDSefkVAYJW8leah/wB+HgABHIauaj4QWtWcHGe6bQYDKxdaVaITah6jwg/niPuRqc2ot1KtNEqNi3FaU6rf1OlP0Jwvfy/LKO8eq1KaIHiK5qHFD5IKjhqdp1FjvJfmVp59QO6YkY2/1llP7jhW1JHZP/an9xHLB1jxP7QjkT6RTpOil0nvFBP9rOX3pvfogAJHzCsMNZqmYqwgoCZEpLXhabQkhtCibCyR4Ui5GHyoVuiRHbwKGlSwjZ2a6XSTf8KQlP1BxEaxPzdm6pxMs0ZqRMkznBHiwoaQkOOrGyQhNhskknyuk4OYaKlA3ab1Gp9/UQI4sAYnwiHVKn0gOOvVOsrUWwEIaYGtagBYXPup5X5nni5eyFGZpdQz3xdix+5i5SoZpsFZF3F1CcShJ1/sNpWSBb3hiqs6cOc35BgoczfRl0tuR3obU+oC62zZaCOYWLpOm17KSeRBxoV2mx+C3Z3yxw1WhKq7XQrNlcChoCHJCR7O0sc7oZCQQeRxaTK0/Lm6q9XAbPplXOK9CS4+lJFNZ4DH1oO+MidoyrzK1WotKbV9m3rlPKUbJBJ0pJJ/z/XFOKXBg7MWkvD76h4E/AdcO3EDNMvNuZ59Tdduyp0oZQk2SG07JsPUC/zwxtw3HB3jhDTf41bfTzxopRjoGEoVhEbrl9ZUkY7YKdeekua3VqWs4M9hk/6P88CMhpgaYidzzcUNz8PLCYrWTcqNz64KFdWEDmgOOMNieeBY4OWO4IiurjH2BDlgOB4QwtY+x0cscwIcsJHVjo54FgBNscB3x1NcKIOx0G2CgcXVwK4G1nPdSZqMlBiQkqBVJcRcNJPVIOynCPdHJPM72GIHnQynaTkNpghpsunYBmdkD4H8FMw57r7UeG13LjZCpUtxGpuntnqRyU8d7Jv4beYOnW9Sm5e4Y5XTkTIzjUKGz/xyWpwd/Ld+8VlN1H6W6DbDdV6rlnh5l9GT8oLZixG0/brQoqdeV95SldSepv6csUzmTNlKkFfeVOWn1THSQP8Abx53a0+5PumXYNRkpQ/2p3bTryyre2lkSaGkiZeFEjspOs/qPt+1FGY6wiY8sHMMFK1H+874fmW7fU4r6utVdll6U02mWw0NTj0V1L6EDzUUE6f81sN9XnxpoX+rq3Gdcvs0+Sys/NXg/wBrEKnT6xR5utxUmFJR4kqBKFfEEdPUYsrMs0oACTjsI/Y+sPtG1bxqsGm0H9x6Q8O52qJSY84t1GKbDuZYK7AdELvrb/yKHrfCZ2nQq8gvZXfcMuxUulvKBe/7FQADot0sFDyVucN6q/Tq+SzX2hGkqO1RjtgEnp3rYsFD9oWV56uWGup0qo0OS2XleFf2keSyu6HU32UhQ/8AUdbHGiaYCDdHUV5H6+RigdnFLF5XXRt1j6eaeJhVTsxSqb3sRxlMmE8bSIj19C7dfNCx0ULEfC4I6pRm1Qv15RH1yqdcJdSr+1iLPJDoHQ/dWNlehukK25MPOiRHqTrUWuWszMVZLcw9EPdAvoF9fveeGynzqtlWrL+yLTzRUzJjPouhxPJTbiTzSf8AeN7HBCVVJuiixmNR52+I1RGXE3Qlw3mzkrWndT1TkcwdcKYcyJWmG6TWn0svNp0Q5yv7vybd82/I80/DbCVJqmV6o7HkxwlxH2b8d0akOoPQ9CCLEEehB5HC+tUiDIhf0ky4hRp6lBMmMTqcguH7qj1Qfur68juNzaTMhZjiNZdrUhDEhoaKdOc5Nnow6f8ARk8j9w+hNpA4Lt9OWsaxz9xvlBUVhCjRwdlWpQ1CvoT/AEq3Wx2YuIQ4V8UKdmGnzHRluuqTTZ6VK3iOrN2w56BXur6pKuRuB6OcYsmPcZ+F7jtHQHMy0cIm09ACbyXEX0ov5qClt25HvAT7ox4/xJVTylV3o0yHZSCWJkN/ZLqOqVfvChuDYg49MeyfxkiZwyVDHt5lmGEwpKXVfaBNrBLg/Fp2v1tcc8ZPSFhTLqJ5rhXbsrxGG/CLGVUiaZU1S6pOadh2jdXVqO6kH8Js/LzVHTlrMEh6dGqyHpVHRIJUqPLCbTabubhDqLuJR0ULDcYDlepT+GmcZOTZskyaJWbSqc8vZD6Fg6FA9CoAjb3XEKHM4TcYsmKynnB2vUl56PHzE6mbGfYSAWaq3dbbrYBAC16VEjbUe+A6XqymZ4zfmtx2LxKlRlxkyHXYaIjISYK3HNa1JI30lQB0XsDcixOKpMuJhCrnZww1jYRw8+OEPQ4QtJ4/cHnKNSofkQVt1KA+p2MvwhagLpPVtxPLz9CMOiJapCRNpDhZdZGt1gG6kAfeQeZT+Y63G+Ksybm6qR1ew1F5p6Slka7i7U+Odg4LbG/W26VeVxiauWEUVuhuulDRCnE6vtYxv1tzT5KHzscUjjZQaE8DqO48/SLAEEZd30iSKnpqSEeyPIiTr6rAhtt0+h+4r05H05YK/WOpx2PWWVw5iRp9oCPEDbktHX/EN/Q4ZFTolfSLyGYVRte5slh8+vRCvX3T6YD+vZsJ1NHzPBW+lA0pCvC80D1QvqPQ3HliG6a0GY1axwOsc7oWoz1c5wqzHX5NHprs+vtGoQGkf8bjIU44PMJUgFSlAfcWCfQYpStcRsnZxp79Jo7s2rMOlTa4VSCUOp33IYuQCLc0kqHPbFnV8VCOh2VlWaJUZTZ75CrJLSNyS+hW2gDcq3TtzxnrNWWuFdVqTjyc2qpdWUokrhtWiPKHLSpZCkkn8Xh+GIVJZUQFLUCMeqCaf1JAqPEV2Qt5acUpFN/scjDbR63UctVN6g0atS6FGcRaOSsmM+3fxJUrmhQJAKVBQ3uSL4XU+mRsuUuR+taW13tTkqkpmxChH2Y8IAQn7NYFifDpvq3OI8rMCQF0LNERyQqKD3U1TYRKCehO5CwRbYk+isENVOuUhhTtFlNVCkvKCXUhGpoE9HGzuhXrt6HBSpZa8qAmlT+qmXWz30Vmd0QB5CN9PLu9xC2dUKy62v8AVcuPX46ST7O8nW+2B5JP2iB/gUR64irOZaROW69FmTaPIaVpCmyXmwvyuLLT/t4c6zlmizpiKhlzMblPmPJ0riyljugon3mnBuk9LLvb8XTEogZQehiLGzTQG5LoR4XnQUPaehS6n3/QnUMWcs0zcrXHZkrfgeqrjAbqnCun3HjmIDlzKmba1E7+aIuZG3BrWFpRLWkeVlDvU/liRw8r5cioLb+VPY1j3vZJBb3/AMLgX+8YeaPlKm2bXQKx7O4LEMTT3StXklweE/PTiXrk5jp4TDzJD9paCR3YmsBwEfsuc7fBWEU9RV1ug3YoPgMD6Q9LOFVex/aIZHy9lhLQWxVZkdZ20vwkKA/zJVc/6uD0ZXaVqcjZhpZKj95bjZ/2kAfnh3ek5VkgiXRH4R3JVDkkj46HL/8AiwjfpuXnW0qhZnUwDsEzYik/7SNWG9KsdoqHcD6A+sSBtOoDxp6widolVSu7dXpTlrg2qLI/eRhumZfrjoKXJdL0q6/rGOP/ADYcKhlRaWW3YVbor61kG6ZqUE7eTmnDNOynmO+pphlY/wCblNKB+isPbeB/+RI4inuIapFPynx+0EP0GZFQVOV2jNDr/XUL/wDDfDa63DSr+s5lYXbYiOytz81BIwL+jdcMjuJEPaxvdxH88NEyiyo7jxeeisJQfvyEAAfXBaKKzdHdT7wMskZJ9YKq82jREKcEeVNUPCjvFpZClHkLC/7/ADxenZagwuHGScw9p/ONKY9lprS6dleKGB3s6W4dBWgquolbhDabckhXTGX8xNrfaHeVWMkW8KW7qKUnryHiP5D4kCSf8P2c5uS6Rk3Mbr1Wbywj2fKsOHGbZQZbgDTa3Eo3cUhJV3YtfUq5O2D/AJZXRVQConnh9oCWoKVdWQBricZUpVW48ccWoWfp/wCsKJkp2RmvOUu4U05LUoKMVB5aFLbaYSkc0trI54gHav4nVasS6vW5slEWVW3VtNJWvdto7EJHOyUWSPli5aswx2euEUfhhHVHZzRWCmr5wktkFSZBSC3D17kpaSd97aiT1OPPzibnN/OuaHppkKdisEsx7quCkHdX+Y7/AAtg6Sli+8lA7CPM6/OIXHg2guqGK8hsSMvqe6I97REjH+rNl5Y/vHBt8k/zwmekPSFa3nCo/kMCbiuueIJ0p/ErYYEfZmPdPer/ANkY1AoDhiYAvqUMcBBbbC1jUfCkdTgWmMNtaj8sBceW4LrOw5DoME6jhaE5xGXAMobwbY7cY4QRsQRjmCBAcDx0KwEG+O4SkcIFcHHbkDYYAOeB46kLH1yeeOgEYestZKzNm2QGKHSXnxfxOkaWk/FZ2/jjQ3DTs+5foC26vm11qqzW/Glop/qzRHWx98jzO3phhXqTjDqazEU4D9n2dnJ9jNGam1w6OghxhpYsuT+1Y8kep5/DGjcy5soeVKWih5feaYjsp0EMJ5DyB636ne+IRnbi7SoDS6XSpepsApccbIGv0B8vXrik8w8SGJC1BuJ3nTxuqP7rYyNpOv2gsy8rW6cFK2j9Kdg2nXwjQyMu1LpDs0aUxCd+1XsImeas+U511RdTKULdH0pv/snFb1bMFJqCy23NlRdR5upDiPmU2P5HDBNzBTZqle0xX2yerT1/yUP44QLpq5qSuly0ygNy1bQ6P8p5/K+CJGyGpRICqp9PcQ+ctVyZNE0I2a/YwoqUaay0ZKCiTHJt37CtaPn1T8wMEQq9JYaEKahM2Fe5jvbhPqg80H1HzvhDEmTKa+XIzq2XB4VDzHkQeY9Dh0RGg18f1JLcSocyxyaf/wAH4T6cvLF0pAbTR0VTt2fTiPKKdLilqq0aK2bfrwPnHJdFZdiqqtCeXIio/tml/wBtH/xAc0/tDbztjtIrghtKplTZMylvG7jF/EhX+kbP3VD6HrhBElz6NODzKlsSGSUkEW+KVA8x6YdpdOi1qI5V6I0Gnmhqlwk/c83G/NPp0w1YCRcexScjs2V9jyXIUSb7WChmNu2nuOQlrVDXTe6lxHhLp8q5jyUi1/NKh91Y6j6YdYUlnN8dukVR0NVdlGiDLc2D4HJlw+f4VH4HphsodaTT+8gVBoyKbKsJDF9x5LT5KHQ4+rlFXSHm3WXhIhSR3kWSnktPkfJQ6jDCCSGnDRX5VbfvtGsYjc9LgQC42KpPaTzq2HMHA7y6ZVqllaquXYKVp1MSozyfC6jkptaeoP8AvGFuYKNEbitZioOt2kyladJN1xHerS/4HqMKgEZ2hBl1QFdiN/ZrJt7a2B7p/wCcA5HqMNVBrLtBlOsyY/tEGSO5mRV7BaP4KHMHocKCpRvpFFpzG0bvY9x10fVISG1mrZ7J/See0O8aoeYMtjO8FqiVB0N1uIgIp8pZt7S2BtHcPmPuK+R6YeeCfF+t8Ds/NVpMd52EpXstXpyjp9oYv4h6LTzSroR5XxDsxUEUd1mfTZBkU2WO8iSRz/wK8lp5EYdj3efoN/CnMcRvfp+sG0j/AOIB/rD1xE4hlxkpWKsrzH6fpj3pOPAhK3VODGjycj+oe5pl+oYZ5+s1Hk5R4r5BbjfrBNRy/X4wcgTG16VIUbEAq3KHEKCT6KQk7gWOcM05Xq9IzHMyxWUacxQwXW3NHdorEYEgSGxyDosQtH4gbetCdkztJSOENdOTc2rcfypVHgHW1E3hvXt3ib+76/8Arjfmdsj0Xi7liKhupBM1oe10OsMbqS5pFuo3sEpUk+8kAcwgpxa2XLHmflnj1TihW3j/AOQ7xusw4Jpv5lkY/mT9PbwMZ6yxmZcFSKfVHXfZkL1tLQPtYjh2K0X5g8lIOyh5GxFw0avzIKETo81BeCdSHWTqadbJtcX5pPIpO43BFxiCZHh0djN9RoPFTh1GrVfYiqQ9TPazHM9skf1qGTZK3bAkJVzNxYLG0p/onAFOjVbIMlt+nuqLLbNi2h5xOxZUlW8aYkCym1eFy10+sU4hDyzdFFawcjXWDv25HXTEiZp+gBOWo+0TD2an5tBXRVN0+pD3oSlWbfPm0TyP7J+R6YDGq8mm/wDujMcdcyO0SkNO3S9GN/7tR3T8DdJ8sQRMht1N2nFJdbuFtLBS4hQ5gg7gg9OYt88PrWZmKzFRT80uKWoICGKgkXeZHQL/ABp/MdMVCmiBSl5I1fmTw1++yuUGBWOdD5GGPjFQ6+rLq67kKfIlKZUhaFMO9243vuh5N7cj1uk2xm6Zlqp5xdDVZDdHqqbkW8EWSr1P92o+fu/DGmHWq1lOeiRGlJKHUnQ6342ZDZ6HoQeoOGeuZNo2dGHJFDjtxZykEvwb+FW26mSen7PPywbKviXAUqm5YGI3K1U5wMDvsF3Ad6fpz4xUEyDTOHeXnMvZiQqsSEjW+8pZC4u2yIxP3d9ybhZtYAWJjdLy/mVSkZkypVnXIrfi1sCy2b/ceR+W90nC9+j5kVpyvnOlPOU9lfdsyUkKfjhJ20nqi4vpP5Ym+X8sVbJi2KnTpPeR1izUpkeBwdUqB5eqTgtpJl0npCCtW3FKuGw7vIwIr8VQCQQkeI+vOUQYx4ldqMSJVVoo9UL6VJcQhXsjybHxKG5bN9ri6eWwxdNJk17KzEen1SKmRDWCtLD4DjDg/EhQ5fFJBwWMuZczfpcjtsUqpg+Jki0Z8/sn+7PodvhhdSVVbKveUedFS7Ev9pBlI1Nn1T+E/tJOBnXEuJ6NIy/KfVJ9M+IgltstqvKOese4574e49Py7X0JcplTNIkEbRpatTRPkl0bj/MPngQVmzJyu6dckNMPbhKgHGHN+YvdCsNrlFo1ZJVl6X7K+ecKUuxv+w5yV8DY4Ss1LMeWyunmQ401f7SK+jU0v4oVsfjgcJLguA1/yqz8cffjE56uJw3jn6cIVKzHQKg6W6tl8MLUT/WKe53Sr+ZQq6fpbBMih0GajXTs2Ja8mZ7Cm1D/ADJ1J/dhLKlZbqQJmQF014nd2GdTR9e7Ubj5HDTJy865qNIqEWe2N7IXpWPihVjiVKUpyUpHHEeJqPAiGKJOoK9fYwfWMt1duMgMMtTEIUAFRnkOX+QN/wAsRiTT6jYrdiSWSm48TaueOTocyESl1pxpY/Ekp+mGmVXp9NbUpVWfbQBa/eG3wtiyaQ7TAg91PcwG4pOsEQJTbjLneuKVYXvcYiVarbbjq20rIQT4PDfWeiiPw+Q6kX5e9NshZZ4l8Zszt5Syc0/LcVYvqc/sYyD/AHj6uQHkjmevUYsvinQeEPCCjuZdy+6jOOaKahf9J63NfApzRUhX9VQADd8kjSG/Ei11Eb4OQC1RTgHCv2gNSgtVxH7RlaZGWordVJeVe5JKD9cX/wBnnhijh5l4dorP8FPtVloyVTJQt3jvI1FxJ+4m5DYPM+LyOI1wR4Qx8zwxxe4sKlxcg05y8OEtZQ9mKSk7NNjmGAR418juB1sxdpPj7Lqcx+rTH2y84n2enQWvC1HaTshCEj3UJH1+JxYvLdWfl2u0fL7+mcBtoQv8RfYHmdnDbty2xBu0RxTVUpcqnO1tbtQqClOTXEErXpUbkE8rq3+V/PGe/bYrO0aLcj7zm5+nLCabMlVGW7OmOqdffWVuLPMk443EkObpaNvM7DF7KySJRoN1gZ2YW+u8BA3pjjyruqUr06YAleo2Skk+mBmOwz/bvBR/CjAVSQBpYbCB59cEimSYHINarMGFtKBqfVp8k9cF9+1/ovzwSSVG5JJxzChO2G36ZQ6tOsuEoejIUU+8m29vMeYwoRTqJJsVtFAVyUhW2GpCtCkNOO26sPD9xwqZeWl0oUUsSDzSr+zdwItBGKTSHgg5w6oydSX9m6g62T+K2FzHDOM+NQrRA/6Mfzw3sTEsEIeWqIfwvJ1NH4K6YfIFQc03Qpgjzali30OBlTL7W+HdElWRhdT+ENFWQqXWJKx5ICU/zxNqBw0yPTHkOClty1ix1Sl95+R2/LEdp1Scct9qFWPR3X+7bEzoqgGzLmPBtpA1EqNhYdT5DECLRddc6NLdTvJp3wi2C2LxMTmGuHCZ1JU1HjMt3JsEIQkcz0AAxT/EXjcxUVOUXLrjhgpJS48k6DIPx5hHp1/LEY4mcVxmFaqHRVOfqxo2cUFafaVDz66PIdeZ6Wr4VRxOyGI6fTuwf34tloU6i4Rh4V+0RtqDar5OPjDvJzS66STFYVfovUr+OEhrEZ42lUpkp82lKQf3kYIRWAdpNPiupPP7PSfqMHtM0So+Bh5cF48kunU2T5auYxCGUNDFJG8fbGJi6t04KB4/fCOpp9OqB/8Ads0tvHkxJsCfQK5HCN1mXAkaHm3GHmzcdCPUHH06BLpzgRKZKb+6sbpV8DhdDrTbzSafWkF+ONkOf3jXqD1HpiSqki8jrJ8+7bDKJUbquqry+0HMzoVZAjVohqRybmJHXycHUeuEM6BMpMnuJKdKh4kLSbhQ6KScDqlKdpwQ+hYfiu7tPI5H0PkcK6TVoklgUWt3VGVsy995hXp6emGA9GOkaxTrGzh9IceubjuCtR+v1hXHdj5paTDmuJaqqBZiQo2EgDkhf7XkcNUaRUKFUQ42Vx5UdViCPqCOoOAVOnSaNK7h/ce806nktPQg4fY62M5wvZ3FBFaio+zUdvaUDof2hiIlLKbwxaPlX227OEPF51V04ODz+/rAatT4lWp6sx0RoICT/XYqebKz99P7B/LBWX6vFQ0uhVu66bKN9Q3VHc6OJ/iOow30msS6BUe/QghSCW3mVjZaeqVDDjmGkREx28w0W66bKO6RzjudUK/hhpSE/gOHqnsnWDsrtGo6/VQsq/GQMR2ht38Dr2QlqlNn5bqgaU5ZbZDrD7Z2WnmlaTh2nst5tguVuE2lNUjJvPYSLd6n/TJHn+IfPAKBUIVegjK1Ye7tabmnyV/3S/wE/hOGlD9UytWbgKYlxF2I6HzB8wRhOu4q6cHU+Ch9Dr2HzcChsVzbV4g/UatohZl+sx4zbtFrCC7Sph+0SPeZX0dR5EdfMYR1elT8r1NtTT5ts9ElNHZxPRST/wDNsOldp8Kowf6UUNvSws2lxk847nU/4T0wGiViBOhHLNfWREcN40g84rh6/wCE9RhUrzfbGH5k6+PEeY7okpkw4cfyq1cK7D5Hvg+ZHj54hLq0BtDVbjo1TIyRYSkj+9QPxeY+eL47KHawlcOpTGQc/PuScuPuJQy64o6oiuQ3PIDz6ddsZslRKtlSsAa1MyY6gtp1B2UOigeoOHyZT4ec4jlWo7SGKu0nXMhJ2Dw6uNj94wNNykvMsdA/i0rI/pOrHZsOrI4QSy+50pW3g6Mx+rb37RrzGMequdMq5U4uUSI5Nn92+kd/Rq7FUAtpwja6uQN9OoHZQAvY2WmrXazmbJNeeoueX4lKr81v2f8AWcllTlIzGyn3UykpF0vDYhwfaJuCbiysZK7PfalzJwkkoy9mLvaplp1WhyO4oqXHF+aL+Xl06Y3nSc18OeK+TkhxyNmLLkxA1XIU9FURyPUFN9uRBvYpJvjHTco9ZigzN1KPyrHpx2pOB1RYsutzQLktn+ZJ58/GKXVmjOjtVcmZydhtz2EiO0uIkqRIZTfSpa1bumxA1HfSlN9xh6bqJqzHeUdYkPITqdhLWEuK81NKJsv/AAKIPqcOmZ+Dlay1THJWV3ns2ZTN1BCTqn04dNP+kH7Jseg1c8VYlS6fIS41LJaCvA6m6VJI6KB3SoeRwT0bUzQggKGRGR3fbVqiVlZJ6NIJ3a+d8WPl7PEJbblMX/WIqjZ6G8Ch5k/iCVeJCvlY4e6pBXATHqdOlLeiOKJafTspCvwq8jiMVbKtBzhSqdUaDm2l1qtOREOSYrCFxpMd7mUalEKUQLeNAsSCOW+G+l1TiHlh9qK9CfktvXR7FOjqUHRe1g4gXvtzKT8cVymApZLB62saj35d/juuHrOnJWXExNIKUE0BOBrjqOOr6RNJMemZtsif3cep7BMggBD/AKL8leuE1GamZanPwnI4U0RZ+M6LocHw/cRhCuqR/Zf1oqjT22r2dSyBIDB9dPit66cPVMzxkmawmDV63HaJFmnn1d0616ELsSMDKQtCCkJJRrGzh9PCBKgmpNDt2wkkUGHNacmZfKikEl2Ko3cb+H4k+uPo9UJiiBWWTMio2Qon7Vn/AAq8vQ7YOS0zT6g29GqTCkqOpt9l5JSoeYIOHZ9OXquPt5TEOYeS9aQ278fI+uIysUF7rJ1HWOdue2HhBBwwOzUYZKjRlCC3Ppj/ALXFuDcCziNvvJ5j44QO5gfcZTDqLaJkZIsEPe8kfsr5jA6vVYVAeSldaixnW1C39YSLi3TfcYbZGbMpVbeb3wlHYOw2FFtXqrYJHxvghCVLAKheGojMeHqPCIVUSaA0Ozn3gTcOmSpP/uid3S9/sJBAPL7q+R+eGOpsSqfKdMttTdjfUdh8jhHWZ8qnrC48UBtzZlabyHFk+Tbf/wC7D/lvgfx2zlHVWZVKboGXtIU7Us1PpixUoI94Mm1xbra/rixZl3D1grDfnAbzzaOqrPdEHqOfn4YLVPmrl6drLIUyPmb3+V/liLVDM6pkdTk+BGec/EhJb07/AHQDYbfPzOJNnum5EpciNDpGYY9YkBC2pr8A/wBXRIQspPdk++2oWUk7Hcgja5hrOW6lmR80vKbSp8o7lFtKUC/NauSR6nFgymVbIKhQnX9xE7FlWlaDCn5VN5KTQgEVGRyOPhWLSyR2mpuT+Fc/h8y/T8rwFOKU9JpDK01aoIUTdvviChF72LhOoAWSOWHjJPB2kVSBTuJfHeLKo2UWftaBk9Ku7k1S5v3jqfebZURdS1eNy972tc3h5w/4W8H2o+bsxVCBnnO6EhyMyUH9V0lzzShYBkOg28SkhIO4B54qbjz2hpb1RkyZEqTVa08SbLUSlvy1EcgOiR+WHoCHHqSZKlHXWoHD6xXOy0xLouTiC2NhF1R47B5nwiV9oztE0559L8wqbaYYEWmUuLZtlhpOyW20DZKAALnGLq9mRNfqTtUnsOPPOHbW4dKB0SB0AwjrdWrGYai7VKu68/IdO5UDYDoAOg9MIu4dPJlf+rjSyFnIk01Jqo5msVT80p00SKAZCkKDUVJ2YjtNj0Tc4TuSX3f7R1R9L7YEmJIV/dEfHbHRHSn+1eSn054O6oygVRcUMYIx1KVK90E4NKoyPdSpZ9eWArfWrYDSPIYdidUR4DMx9oSn31b+QwDWn8IwEnAcKEx17ZBySlhGhwd9Ec3BHNJ/nhU0l0NaQ0J8X9k+NH8cJWUSGAXYdn2Ve8i1/kRh0yxToWYMyUyiMSZFMfqUxmGHEjWlCnFhF7bE2vyxGUFZoOfoYjU4G0lSsAIFFlsNeCPV3GE9WpTOsDD7TWu/UFJXFcv95qD/ABVtjSrXYTrjBAf4wMkD/wDKQD9S4cNPEXszSuGOTZucns7sVMQC0O4TDUla9biUXvrIFtV9h0x03Y862guFGAFTin94o5TTGxZp5LDL9VqIAF1WJJoBimkVjTWY8VAdmOXt7qSRv8htiI544gqqSVUSlJ1RUmzywbBwj7otzT+/4YbsxZpfClwYbSi5bS6tQPhH4R/H/wBcRj9Zzmz4VBHoEAYAlJVVLxFBsrnvPsI0rigDicYGKlKbNkJaQPINjByK1I5PsR3k+Smx/DAo1RqrzLz4g+1MRwFPL7klLYJsCoj3bnYX64UPR6Y+6Yk6K9S5YsSlaSnmLi4PK4IPzwYpIT20d4x+8MSSewvx5pAECh1HwEKgPHkb6myf4YSz6VLpxCnUBTZ91xG6T88AqFImU/xrGto+64ncHBlLrb0H7B9PfxlbKbVv9MKAoC+0bw2fQ/WON0m66KHb9oUU2tKjt+xzm/aYati2rcp9UnAqnRkstCo01zv4S+v3mz5HHajRmnWP1nR1l2Od1I+83hLR6w9Snzt3jC9nWjyUP54YBe/FYz1jnIw84fhvZajzmIU0as+xaocxHfQXtnGz09R5HHK3RTTyiXEX30J/dpwdPQ+uB1mjtdwKvSVFcRzdSRzbPl8MfZfrTccKpdTHeQZGygfuHzGGZjp2e8c6x5wtKfgu9x51QsolQi1SIMvVldkH/ir55tK8vgcNUuJUKBUu7XqafYUFIWOvkRjtbo71HkjSorjueJp0ciP54fIL7WbqaKTMWE1GMn+run+8SPunDCQ1+MjFtWe7f9fGHAFz8NWCxlv3fSDJ8djN1MVW4CAipxk/1tlP94B98DDdlmvJpL7kOc331Olju5LJ8vxD1GEFPn1DLlVD6ApDzCtK0HkodQcPGZaTGnRU5noaf6s9/btDmyvr8sMLSW/wHMW1dk7N3/5MOCyv8ZHbGY27/rCTMdBXQ5aHY7new5H2kZ9PJSfL4jD1HW1nimCK6oJrkJv7JZNvaWx90/tDCDLFYizIisrVxd4r5/q7p5sOdLemGmfDqWWKt3ZWpt5hWttxJ2UOhGOuLWeiWaOJxSdo5wUPtC1SgdIkVQrAjZzqMKqLWJWX56l93qQbtSY6xstPVJHnhXmKhx2G0VqjKLtMlbpPVlXVCsLKmxHzlTDXKahLdTjpAmR0/wB4PxgYZ8t5gXSH1w5rRkQJPgkMH949RhUlSyXmxRYwUnbzqMLcSkdC4aoOKVbOdYh2o9ThVyCjLeYHdCkbQZZ5tK/Ao9UnDVKi1bK9VDbhXHlMK1IcSeY6EHqDh0qeQKkmQiTSj3lOkDW08s6dAP3VDnf5YllJo0KoU1qjZrf9pU0fsJAukt/sk8yMDLnGJcdI2byVZp1jbh6iNHIaK2tatEFsoUMlq6oI1bzuIBhgLFNz22XYvdQq8kXW1ybl26p8lemHvhdmLihwxroqmXJaqeEqtIjSTdp9PVKm+vx2+OFiqE3l1wNx46Gk80uIHvDzvzwpOZ6FVdNOmz2k1FOza0G+v9lRGwOK5ycLrZaaRebOoitB9PSNoxoRJSZTMWtMXXBsIQFHicSeFKxqXKPaUmVDS/SZCaJN0gPMg3ST10FW1j5EYdJSMt54fLlaZdEyQd5UY2cKjyOnkf8A52xhKq52rdFqC48WH7K60banTqJHmByt9cTrJfHDO9FKa1laYl9xmxl0uQNSFAfebPMfLFS5o6+lN9tVAcsff0PjFinTGwrNqzIM3nE6wKV24nrGmynCNF13hZmaiuqehR26xFbJKXY/2clux3unYgjEyynxazZ/R9rh9VM+LpLI2jmsU5LrjF1arsuLAUFEk2IXa5xW+Uu0HSpUk/r7vYC3jdwKupGom5II3Hzxr/KmYMlZ1yrSm326BmqAIraNTiW3loOkAoKh40kbjnikUsy5pNJIOpQ5p3a4stNbzsiylBCqqqQdw++dIpWIqrt1ORUnpS5UqQ849JdWE2dUtRUokDbe/TEpaydGrLCZkCKhSli7kZRSdPqPTFvtcBuD2aGbMUifQJQ2Q9TZq0j4EKvf64HD7NrlFkpXROJtWbKDdCJkNp0W8iRuRiYTSX8Wj1h58+UebJfbaPRvJIHj6RXtN4Y5Ueo8Y1TiJluie0FfeU2p073bLUkONubhV9PQADlhLM4CZXZSqYzxjyI5FFybwgD8DYHF2yuAdWnpQ/HzPSVPc3EuQFhBPmLKGDHOCWb2NCWK3l5sC4X/AFV46x5EarY5KJ4grbbFdeP3z3xAuZkiq6XjThl/pjOdUoOXYyWGKYpqpU56M26l9bCWVBRFlaD1TcGx6jEKreVSWVS6UpMlhJ8SQR3iPinn88amq3Z4qVRCr56jRLpstuNTtVgOidRGIox2XsnRJCpFbzvmyoqT7zTTjURtXoQAo2+eJWnFtdZZunWM/IVhypiXcFxuquA+tIoHJHGOq8IYtYTRczt0pc0ocQ3Ip8eWlTiQRca7KQoDkRqG6rp3vhC7I4pdoN9VQi0TNGY5aV/8pTyRS2U/iJc0stj/AApxpqJw/wCD+USqdReHNFhzkXtPmJMxwH8RLxUkH4AYp/jb2i8qZUYXGr2fWHyyLIhwV98QOgDbfhR87YkRNtTDlxlKlL76ffviAsOgFZASnWTifp5xFI/ZdodHQqu8WM/friRfU3SctqAa1DkHZKhy9EJPxGILmDOdNy5TV06G1Ho9Pbv9gwNJWR+I+8s/EnFN8Qu1/Xaygwck09yntDYS5StT3xCAdI+ZOItTs0VLMVPYqVYkGa+6n7Rx33ioGxO3LcYspizZ1SEuTVAnKg552Rsvh9aEs2+/KtGqiAqpxyND6jLxh8q/GOn1xSmKRUBHQo2K3ToWr4X5YjsqLHnXXITrKt9d7KPzG+K/lRKU7V3Kchp2MsvlpNjdN9Vh8sKlUSu0clyLLfbQOqblNvW231xcizGWKdCu6TlXX3iIm9MJ2aStM/KB1CTRRRkCNqVV8yIfZmVO9uqHU3mSeQWAsD9x/fhhm5azLHBUkiQnr3Shf6GxwoiZprUYBElcWUBzJOhX5bflh5i5sp71hJCo56k+JI+Y3/LE16dltQUPH7wKWtFLa7Kiws7yn1qjwMQKQ3MjuFqWh5tf4XAQfocE4tdp6m1JspRJjSE9U3CvqMN03J9ClA2aLCifeZVb8jcflidu10DquoIMATXw6fWnpbPfS4nVXDzFQfKK5xy5PLEsmZCeQbwJqHB5OgpP1F/3DDDNoVbhAqkQHQkc1IGofUXwe1OMvdhQjJT2jdqWdUzDKqbQLw8RUeMINNve2x26fwnBZuDvfHNXxwTSsUhNINbZAV3kOchJ8lHSRiX8NX544hZWS7Uo5BrMIW2Uo/bo8hiGoRDcNkh/4bfvw80GpnLVVg1unMtiTAktyWlPArutCgpI0i1xcDl9cMvBKgTELzanWlITrBHlHoXxz4MZB4kZmgVjNnEM0GVFgiOzGMllCVoDi1d5pWRc3URfltjOGWqRScmdpdOSaFWlVuDFQrROU4lfehULvDujw7KURYbC2FMfO2TOPqTmjjTmCl0erwD+r4rUeUiIFxh4wopcKiTrWvcG21umHjKNF7PmS6+xmOj8RYKpccLCe/rDKknWkpNwAOhPXFrNFuceDzaAMQa1NT3ZftF/8LdALUsdyStGdnmuiSUktlaAU0WCd9aA4HbCzs2sRar+keytRarBjTID9ceQ5HkMpcbcHsLhspKgQdwDvieZuiZI7SWcM80AcUjxEVkPIOZ8x0uLS8gxssOQ6lHfipaYUGQozUlJXzsRo2944ydnbiXPy/xoqedMiZheiS4szvafVqVLLbrZLQSVNuoNxsVC4PU4YMp5yzVlTMgzrw+zrWMv5hT3hE+BNcYkfae+C4khRCrm4vv1xUvFIWoLThXOOtwh21ZlbSgQXF04XjltjeVS4M5U4X9nztL5GyZEqLImZN4ZVyW1JV3rqHnpSpD5sACEJOokW8IG52w88WuyRlftLdqHilTXpc+lZqo+Y8rVR9TjwQxMym9DjR5zrCSm3esLHeaybEeEAnl5813jBxpnVmtVuu8TM0y6jmOnmk1eW9VXlrqEK1vZ3lFX2jVh7irj0xYWTO2ZxTyxlev0OatitVvMFIXltWbKrJlyqxCoywkLgx3FPd2hq6bglBUNa7EXFuFQKoNRFPgTReBjSsOtr4Kdmqk8SuxnkpdZTmbPleplWq8uhM1qpQKcw7pp8NfeNLS2l5jS6oaBdS7A7jFW5+4ccG8v8DcvcZuIXDfMUnOnELNdYRUWIM5FKjUZMKe17Sw3BDHhKm3HWwgqT3agNrDTiism8UeLXCdiZI4Q8Tcy5ai1IpVMapFTejJdKQdJWlCgFEAmxO4ucNiOMWfJ1Rpj+c8w1HNkCm1N2qmm1qa/IjvPPOpcklY1hV3lJ+0UlQUrne++GA3xfaz2Q8i6bjmW2NxnsQcFMg8SskZWqOYq1VIfFzPqW8oORJiUpdyh7A3JL7hKDd7vZDTNyBfu1qA3xKOFXZd4Eo4t8NeIlD4a1SNSM1MZyp0zJmZ1tznHH6dEcDUmKXGUk6lbglBKF6Sm9sZTq/axz3U+MGQuOlKy/QI6OGsWPAy7luM2+mmworCVBLQSXC4b6iVKK9SiBvYACu6n2leNlfz/AA+Itf4m5nl1mmuLNPlOVV9btPQpRJQwtSiptPiIsDuOd8IFBVXGx1tcdQpohw4ao1PwB4AcDc4UZjNVR4W8R3IOeOJLHD6FQ2KulT+V2Fw2HTPlrMYd6dTqlAFKEd2L7kb5F40cOWOGnEbM+UqXVWqtT6HWZtLanM20Phh5bYcFiRZWm/M8+ZxJZvHjj1SanW845Z40Z0iyc1d2qtSI1bkIdmKQjQguqSq6ylA0gncDYbYrrL9XQAqlVI64z+wKt9JOIyuo6dkcRr/cQ8JoehdPA86jCmg1ONUYhy/VjdCv7Bw80K8sNMqNNoVR0FRQ40rUhY6+RGBVilu0iXYEltRu2sdRh5jvM5ppvsb5CZ0dP2a/xDDKho9KjFCs92/6w6hc/DVgtOW/d9INnNsZtpgqkVATUY6bPoH94B1w3ZZr6qJKUzJR3kOR4JDR5W8/iMAoMeuwqolcGE6pSFaXARZJHUEnbEwqPD1me4msJkd0074nmWhcg/HkPocCuvMSwMu8aoOW0bvpF1Z1h2na1HpNo1GZOCTvqaDiIiWZqEKU+mXCV3kGR42Vjp6YkNGiyM70UUudGcRLij+qylpsFj8JJ54lWXoNKhxhSHmAtkm6FOnUUq89+XywTWpUXLj2qbMQ0AboN91fADc4rnLRW9RlIqtPZVr8PWNvJ6AtSqTNWk+EtntJGAH9yvLDviP0LKEzL9REqVPUl5o2LbQsCPIk8x8sS5ygUhaFVekQWkOq3eATdQPUg88NTmb4WZoTopLYVUWE+HvfCHPW3M/liDN52zJAqWuQ8UpQdLkcJ0pI6g+fzwgl52eUVKN1YzGVRw9KwWba0Y0aSESbfSVyUBWh/qVlvuxYTecKRQ9UWpy21sObLaHiUPWw5Yas01h+BGRUqDGTJgvC4fJvo9CkfzxH6tl6PX4369yu2pzVu/GQLqQrrYYXZQpdfpilNTg2iC8LOsOHUT6gDYH54kTKyrKemr1hmk4eW31gJek1v22v5aTauoOSkitOKjhTwIhLS88qqLS6JmpSpEF82SsAAsnoRbphtqmVKnBmpRAZclMOeJl5sXBHS55DE5e4fUCIf1lEYMlpe+lZuEH4eXxvh2hVODBjCDUFNNQ/dSVEJDfw8sL/ABJto3pNOBzGQruG31iRnQWdnetbr9CMlVvKpsKjhTZnSI/Ay89mWmtwcyuIZmNWDD6TqXb8KumIjOjScr5rEOCt1C2XG0oUrfVcC/xFycWXMiKiLStCtbS/E2sciOmIsmZBzRmD9XzgETYkodw5+MIPI/THSU24pS1KxRQ4ahEmkujkjIsS7MuKPKcSLxNSoUOFctmQFcImcptmoMqnRUhLqRd1sdfUYq/KOfK3lKoLfg1GZGQ6r7XuHlNqB8wQdjiey5D9JakSB4VsNrUQeRsCcV9UYUauRjV6WkJfH/GGBzv1Iw6yUJurS4KpNO6E+I7y1OSxaNFpCiRt7I9sRF1UTtg9ozh4G5FE4gu1alrH2aKiwiQE+hVYK/PF1ZB/Su8T4ykQc75Fy5U0gaW3mFOxlX/aN1j8sYdo9YMBS4slvvYbvhcbPT1HrjtWpYigTIau9hubpUPu+hwebMlCqi2xXUQAPTXHmSplxwdMgkgZpJrThu9I9JkfpfW6Q57PV+ATuq2ymK+NKh5i7GHCN+mFy1UgphPBCay/b7MOV5GlR8rhjbHmdAqjElgUyrgqa5Nu/ebP8sIajTX6c7ZR1tq3Q4nkoYKQw2B0dKH1gdYFemT1k6xrHH2MehOav0uGZUqXHo3A2BCfF9LkysreHxslpF/rirsw/pMeO+b2HISUZey44u4blQIBWtPlfvlLHztjKUaqMS2RBrA1IGzb33kYS1CmPQTrBDrKt0uJ5EYhMhKuGjrYrzzSHh1xv8Vk1T5jj9RE5z/xe4y5y1jOPEKtVSK8blPtRQwr/s0WT+WILEqkuEq7Lp0nmlW6T8sfQ6nJhgtghxlXvNr3H+7ChUWBULrgudy7zLS+R+GCkNoZTcugDcMPCIypTqukbUb2wnHuOuBLlUmePt2DFdPNbfun5YmeTGFClLZaeQ8G3SRpPJJAI/O+K7ejvR1aHmyk/liTcPpRanyY4UUl1oLG/VJ//wCsC2izeliUnLGNRoVPdBbbaXR2qpJyzFR5gQlzi05BzEZCAUKWlDyduo2/enE/ZdS+y28n3XEhQ+BF8RnPrziPZJC2kOJOptRI+BH8cPWW5jE6iRXVtlJSjuzY8tJsPyGKqaJclGnCMsOfCN/YITJaRT0mD26LA8z/AL/KByadSqmAqRFYf6BdgT9Rvhlm5Fpj2oxH3o6jyB8aR8jv+eI3UkGlVeW3CqD0dSXFe6op2JuPyIwri5vq8fSHZLElI560WVb4i2CUSky0kKYcw54iKaY0jsSedUxa8pRYJBIocQaZi6r1gMvJVZi+OKW5AH4FaVD5H+eE6a5mejLCH3JKQnbTIRqB+Z/gcSWJnimOHTLacYJ6jxj+f5Yd41To9SRoYnMPBe2gkXPxSd8IubmECky1eHD9xDpewLImldJYc8WlnUFexuq8axF4fENQ8M+ng/tMqt+R/nh9h5uoU3SEzA0tX3XRpt8+X54+l5UoEvdUFLSvxNeD8ht+WGSZkFQKjTpwt0S8n/zD+WIv+Af2oPl7+0WNNLrK/RMJHcr/AMcf+6JNJplJqadciIw/cWC7C/8ArDfDcckUAkkMOi/QOnbESco2aaKS6w3IQDsVR1kg/EJ3+owH+lOZ0eEzXNtt2U3/AHYmRJvAf8O9UcT7VitmdJbMUr/nFnFLm9CT5qun1hEl1DQ+zQlCfxW/njqpiWRrCLrPIq5n+QwWHmm9S1NlRT1OOB1l43W1ucW9AcxHlI2COCoLKtS2kqvg1EiA/wCF5nQT1GAmE2sXQSnCR1otK0kg4cEoXlhCEqTnC12lBSe8iOBY8sISHWF/eQofLA48p6MrU2sj06Yd0dxVWLuN6VjqMNKlNdrEQ4JS52cDBcOrNyUCLUUhQOwWcEVClLi/bMXW0d9umEclgxnS2VA264X0qouJUIrw1tq2APTDVILf4jeWyFCg51HM9sFUyqOwXLX1NK95OFlRpzT7Xt8DdKt1JGEtWgIjK75o2So+75Y+pFRcivBs3U2vYpxyhUdM3n6woN09E5l6Ryl1NynPX3LatlpwurNNacbFSgbtr3UB0wTW4DbJ9qaslK+acO2S6ZMqN0F9sRVEhQVcqHwHL88ROrShPzKcNsFSco9OPCSbF5Ryy94bKBVxDWYcrxRntiD0wOo5bmpkhVNjOPtOG6ShJOn4npianIlEpz/eraVIUTqHeHwg/wCEbW+N8SSnKbWwYJaSEJHhAFgMVT1rIbV0suK1zrHoNm/DmZeSEWi4E0yCcTwrkPOIlRsrzKtTv1bXnG2lJH2ZB1LH8Pzwsp+VKZQJIcbYU48jkt06vy5fljmYsxMZae7tTLrrpGpGmwHzPT6Yb5maKjmGkKkR1CGtAIujcn5/ytgYfNv9YGiFHu8M4uHho1owro1tlb6RrF4+Jokd0TOeuI/EE3vG2lIHiBNuXpiLscSaZT5HszTTshpw6VkjSkeu+/5YglMrMuFUA646t3WdLgUonV9cPFVy37fKbep6m2y/uUrJAv8AIHBCLKZZV0Uwag5c5xSTnxAtCews1AbOWOJ86J8oU5wqNbbWH4koogveJBZGm3oVc/zwGjz2s0wv1FVCVyki7Dp3UTiT5by2wmIaVV3lTG1DZNtIT6eeFgpEOiO9zAjttBPIoTY/M8ziJU6y2noEDrJyIw79vGCmdD7XtVwTVpPUSrME3jwABugbKHDZEGgZNzNT6il0aYhbVs4tXvD4Df62xOnMnUSvNpmvt95ObHjF9KV/IYdXJTU2nqckoOtoe8kb4rafxBqUOWtumsIZLara1HUSPhyH54jS7OWmqrfVUnZh94tXrL0a0PQDOAuXsQFC94CgSO/xibwXUZfUSw23GbR76bBKbeuO1Os0iXFcqNJX7S42PtGmSDv8eWIhVVnOVJFUdWtuQ0N7nwn5YjmWJNQjVZDUFxAUo2WlZOlQxM1ZgdSXVK64zGrxisnNP3kqTKyDIS2rsk59wwA4YiJDG4mVGPL7sRUNRFeFxHvK+Nzt+WG3NFMddUmsQ5DkmK9uCpRUUE9PhiT5jyNTxAkV9TikuJYW4WkbJ1BJP/zyxFMnVlxmoMUp9PexpLqUFB6Enng2WUwUl+UFLuY2xnLbatgvNyltOE9JinEGmNK0GAB2RadNkN+zJpsvdsJCUKP3SBiuIdOkw87tqXchx911CxyIso4sGpRxDcOk+EjUB5Yh/D2caxMXDmJ1rYaUttw8xuB/HFZJKLbLzyciMe+seh6Uth+0bNk1ZhdR/aU4eGUSuuqFVoMxq4TK7lSEn8V9v44qSLJm0aaVpBQ42bLSeRHkcWHnB52BRpKmlkLQpFlD/GMRKUG6/TvbygNyGhZR6KwfZACGTXsk+wjJ/EVZetFtKTRaEA8esrzwguoQmKowarTEWVzeaHMHzGElJqyoKlR5CO9iu7ONn94wlgVJ6nPh1knyUnooYcKxDZWymqR092HN1I9fTFvS7+GrEHKPPQor/HawUMxq4/UQTU6YlhImQ1d5Fc3BH3fQ4+gVQIaMGenvYyvPmj4YJptUXEX3Sk94y5spBwZV4LcQpfZNm3NwnqMLr6NfcYbWg6dnDaOdUcqFMVFAfYV3sde6Vjp8cBg1N6IO6UA4wr3m1cvlgEKqORfsiCtlXvIPLB1QgttoEpg2QrfSemF/yLhv/wBrOFMxzqgT0BiUkyKaq/VTR5jDeQpCrKBSoefMY43IWysONKUlQ6jC9EhqpeB9qzg++nDsUZ4iGUS9lgry+0Ft1F4I7p8B5Hkrn9cOuWHITdcjOtOlsrUWyhXXULD87YYpLJjKsSCDywBiQWH230821pWPiDfDHWg42UjWIJkJ1clNtPKxuKB8DWLHzvDccoS16Ce5cQ5tv1t/HCLIMguU+RFJv3TuoegUP5g4fqmpTtLlNg7KYXa/wNsRHIdRKqk/HU2LOM6jbzSRb95xn2auSK0bDWPYbSuyelUrMA0DqSk+f1HhCLO8YR62XRykNJWfQjw/wGHTL+X6LW6Iy88wUvp1NrW2qxuDt6ciOmDeIENpxuJLFwQpTZ9b2I/cfrgXD9VokuMDs24ld/8AELf+XBKnlmQStBII/aKNiz5dGlz8pMthaHATQiuJAXXcc4QzOHzqQVU+elXkh1NvzH8sMk7LNbgm7sBxafxNeMfly+eJrXMzCiVBuK7E71pxsLKkqsobkcuvLDlTakxVI/fx0uJTe1lgA/kTiNNoTbKQtwAg86oPe0RsC033JeUUptxBoQKkA/3D0MVrDzBWqeqzM92w20LOofQ8sPcPiDKQAmdBbd/abOk/Q3/hiYS6ZT5wKZkNp2+11IF/keYwxzMh0l/eI69GPlfWn6Hf88O+ckpj+cih51jGIP8ADektj42bNX0jUTTyVVPmIUw85UKWQkyFMKPR5Nh9RcfnhzFTppFxUI1j/wA6n+eK9rWVpdGQXlyWnWhyIuFH5f78MeoYlFlMPC+0o054QCrT61LNWZeeYSVjYaehI8I//9k=" width="309px" alt="risk of losing"/></p>
<p><p>&#8220;It is nice to see a  that enables easy access to a blockchain that provides so much utility.&#8221; &#8220;This is especially true when it comes to exploring the possibilities and solutions that blockchain technology can provide to businesses, governments, and countries.&#8221; &#8220;Today I am happy to announce that we have listed BSV. BSV listing is another step towards linking crypto and fiat worlds, as well as expanding the crypto communities even further.&#8221;</p>
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<p><h2>On which exchange can I buy Cardano with credit card?</h2>
</p>
<p><p>If you&#8217;re ready to get started, read on for step-by-step instructions and a list of platforms you can use to buy Bitcoin SV. Bitcoin SV is a highly volatile asset capable of major price swings in a single day. Today BSV is trading for $38.69, which is slightly down from yesterday&#8217;s trading price of $41.77. ‘We are very excited to have the BSV token listed on the Coinstore.com exchange,’ said Shawn Ryan, Director of Corporate Relationships – Exchanges, Wallets, for the Bitcoin Association for BSV. Bitcoin SV is committed to advance the Bitcoin protocol while adhering to the definitions of Satoshi Nakamoto’s original white paper. Bitcoin SV is maintained under the governance of Bitcoin Association, a non-profit association in Zug, Switzerland.</p>
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<p><p>This <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>-by-step instructions on how to buy Serum, lists some exchanges where you can get it and provides daily price data on SRM. This guide provides step-by-step instructions on how to buy Maker, lists some exchanges where you can get it and provides daily price data on MKR. This guide provides step-by-step instructions on how to buy UMA, lists some exchanges where you can get it and provides daily price data on UMA. This guide provides step-by-step instructions on how to buy Sushi, lists some exchanges where you can get it and provides daily price data on SUSHI. This guide provides step-by-step instructions on how to buy FTX, lists some exchanges where you can get it and provides daily price data on FTT.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">New listing on Swapika &#8211; <a href="https://twitter.com/_BitcoinSV?ref_src=twsrc%5Etfw">@_BitcoinSV</a> <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a1.png" alt="⚡" class="wp-smiley" style="height: 1em; max-height: 1em;" /><a href="https://twitter.com/search?q=%24BSV&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BSV</a> aims to maintain the original vision of <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a></p>
<p>Larger block size limit, more transactions at a lower cost, commitment to the principles of stability, security, and safe fast transactions<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f525.png" alt="🔥" class="wp-smiley" style="height: 1em; max-height: 1em;" /></p>
<p>Exchange <a href="https://twitter.com/search?q=%24BSV&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BSV</a> <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/25b6.png" alt="▶" class="wp-smiley" style="height: 1em; max-height: 1em;" /><a href="https://t.co/2MiwJvIqw9">https://t.co/2MiwJvIqw9</a> <a href="https://t.co/8GDCn5iMQe">pic.twitter.com/8GDCn5iMQe</a></p>
<p>&mdash; Swapika (@Swapika_com) <a href="https://twitter.com/Swapika_com/status/1630598789407834113?ref_src=twsrc%5Etfw">February 28, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>Once you have verified your identity, it is a good idea to enable 2-factor authentication before depositing any funds. This will increase the security of your account and help keep your funds safe. Some other factors you may want to consider are customer support, user reviews, ease of use and whether or not the exchange is registered with a local regulator. This information can be found by clicking on the exchange name in the table which will take you to its review page. Key information on coins and how to buy them is regularly reviewed by our editorial team of James Edwards, Frank Corva and Billy Endres.</p>
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<p><p>Jaber unpacks some of the interesting work his company is doing with Bitcoin, specifically through its new 2Way app which was designed for a client in the construction industry. Bitcoin had many competing development groups over the years that led to the creation of different protocols that diverged from Satoshi’s original ideas. Check out CoinGeek’sBitcoin for Beginnerssection, the ultimate resource guide to learn more about Bitcoin—as originally envisioned by Satoshi Nakamoto—and blockchain. SwapSpace project aims to provide a full spectrum of information for the exchange options. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. You will receive an email with instructions on how to reset your password in a few minutes.</p>
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<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Coinstore exchange now lists Bitcoin SV &#8211; CoinGeek</h3>
<p>Coinstore exchange now lists Bitcoin SV.</p>
<p>Posted: Wed, 08 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiPWh0dHBzOi8vY29pbmdlZWsuY29tL2NvaW5zdG9yZS1leGNoYW5nZS1ub3ctbGlzdHMtYml0Y29pbi1zdi_SAQA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>The actions of the nChain’s Bitcoin SV Infrastructure team are guided and controlled by the Bitcoin Association. Once you&#8217;ve completed your deposit, head over to the trading platform to sell BSV. Make cryptocurrency trading decisions based on StormGain&#8217;s trading signals. Each Buy or Sell signal has two main indicators — profitability and probability — to help you make sound decisions. The signals are available for free immediately after you register.</p>
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<p><p>In 2017, Bitcoin was forked to create Bitcoin Cash, which has larger block sizes. However, as Bitcoin Cash became more popular, its network couldn&#8217;t meet transaction demands. Bitcoin SV was forked from BCH with an initial block size larger than BTC and BCH/ It has a block size of 1 gigabyte, which is much larger than Bitcoin&#8217;s 1-megabyte block size. Bitcoin SV emerged following a hard fork of the Bitcoin Cash blockchain in 2018, which had in turn forked from the BTC blockchain a year earlier.</p>
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<p><p>You can exchange crypto on Changelly PRO, a custodial full-featured site for exchanging in a quick, secure, and transparent way. Remember that you require a distinct account to exchange on Changelly PRO. Purchase any of the 400+ supported cryptocurrencies in mere minutes with a few clicks and at discounted rates on the market. Changelly employs an inclusive security procedure to guarantee that your crypto investments and details are safe.</p>
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<p><p>It hit a new high at $458 before crashing down again to find support around $100. During the bull run, BSV set a new all-time high at $491, then fell sharply and found support around $150. Make sure the wallet in question supports selected cryptocurrency. With Changelly&#8217;s stellar team, we have developed a unique system to ensure exchanges are fulfilled in the fastest possible time and with immediate customer support. Look at your digital wallet to see your recently obtained coin.</p>
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<p><p>As a result, trading is the most popular use-case for blockchain technologies and digital assets because it is an activity thatevery individual can participate in. Cryptocurrency exchanges offer similar services, but differ in a few key ways – mainly fees, the range of cryptos available and payment methods. You can use our table to compare the features of popular cryptocurrency exchanges available in to help you choose the one that&#8217;s right for you. The Association supports Bitcoin SV as the original Bitcoin, with a stable protocol and massive scaling roadmap to become the world’s new money and global blockchain for enterprise. The Bitcoin SV token is now available to trade on the leading digital currency exchange Coinstore.com.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Check out: <br />Bitcoin SV Projects Exchanges<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f447.png" alt="👇" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://t.co/x8R4XNoogQ">https://t.co/x8R4XNoogQ</a></p>
<p>&mdash; BSV Universe (@BSVyouniverse) <a href="https://twitter.com/BSVyouniverse/status/1630406805821030401?ref_src=twsrc%5Etfw">February 28, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>At the bottom of the exchange platform, you&#8217;ll see a calculator that tells you how much your asset is worth and the commission fee. To initiate an exchange, you first need to deposit funds via crypto. Afterwards, tap the exchange option and select your desired exchange pair. The listing on Switchere follows shortly after Bitcoin SV was listed on the LATOKEN exchange at the start of August. The listings show professional industry players are exploring the utility of a scalable blockchain with reliably ultra-low transaction fees, said Patrick Prinz , Managing Director of Bitcoin Association for BSV. The company prides itself on making the crypto exchange process amazingly fast, and users can buy BSV with just a few mouse clicks.</p>
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" width="305px" alt="atomic wallet"/></p>
<p><p>Using the historical price chart, it may be easier to predict the BSV future price, but the most important factor for any token&#8217;s continued existence is support of its network. If BSV continues to be supported, prices could rise higher in the future. To learn more about Bitcoin SV future price, check out our BSV price prediction here. StormGain allows you to buy, sell and exchange Bitcoin SV using data from the live BSV price chart to inform your trades. Its current circulating supply is bsv 19,266,077 with a market cap of $728,518,786.41. Once transaction will be confirmed and the exchange processed you will receive cryptocurrency to the recepient address.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to cash out Bitcoin: Step by Step Process Mar 2023</title>
		<link>https://mamegarden.am/how-to-cash-out-bitcoin-step-by-step-process-mar/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Tue, 08 Nov 2022 09:48:14 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3095</guid>

					<description><![CDATA[Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed&#8230;]]></description>
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" width="303px" alt="fee"/></p>
<p><p>Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. Past performance is not indicative of future results. You can send a variety of international currencies to multiple countries reliably, quickly, and safely, and at a rate cheaper than most banks.</p>
</p>
<ul>
<li>It&#8217;s directly related to purchasing crypto or adding cash in local currency using a linked bank account.</li>
<li>We’ve maintained this reputation for over four decades by demystifying the financial decision-making process and giving people confidence in which actions to take next.</li>
<li>Bitcoin cash is a Peer-to-Peer payment system and a hard fork from the original bitcoin blockchain.</li>
<li>We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey.</li>
<li>That is one reason you may want to convert your bitcoin to cash— to use the value of your bitcoin to buy actual things.</li>
</ul>
<p><p>You will want to talk to a tax professional to understand how crypto transactions are taxed in your area. Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service. Practical limits for daily trading are also imposed when crypto trading with different payment methods. For example, the trading limits on LocalBitcoins is a maximum of 200,000 Euros per year for tier 2 KYC verified done.</p>
</p>
<p><h2>Bankrate</h2>
</p>
<p><p>World currency prices are based on rates obtained via Open Exchange Rates. This is similar to the currency exchange system at airports. Once you deposit your digital currency to exchange and request for withdrawal, the broker will transfer the money to your bank account.</p>
</p>
<p><p>It securely stores a wide range of digital assets in offline storage. This crypto exchange platform is supported in more than 100 countries. Speed– Third-party broker exchanges may take a couple of days to transfer the money into your bank account. This process is anonymous and quite fast as you are selling your coin to another person.</p>
</p>
<p><h2>Best Ways To Convert Crypto To Cash on Bybit In 2022</h2>
</p>
<p><p>Instead, the <a href="https://www.beaxy.com/exchange/bch-btc/">bitcoin convert to cash</a> exchange rate is determined by demand. How many people want to buy bitcoin right now GALA and what they are willing to offer will determine how much money you will get for your bitcoin. In theory, you will one day be able to use bitcoin for any type of sale.</p>
</p>
<p><p>We’ve maintained this reputation for over four decades by demystifying the financial decision-making process and giving people confidence in which actions to take next. We are an independent, advertising-supported comparison service. You will be able to meet the buyer in person, count the cash and release the BTC.</p>
</p>
<p><h2>How to Mine Crypto</h2>
</p>
<p><p>Using P2P trading, you can easily sell crypto to other Binance users. Unlike other platforms, Binance P2P does not charge fees for buying and selling cryptocurrencies. Peer-to-peer platforms also allow you to stay anonymous. You can use a VPN to secure your connection and choose payment methods such as web money or gift vouchers.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="spend your crypto"/></p>
<p><p>Choose a crypto pair from more than 400 available currencies and get the best rates instantly. From there, select the amount of BCH you wish to purchase. Instant Buy will provide some popular amounts or you can choose your own using the window on the far right. That being said, the ability for BCH to support smart contracts suggests a wealth of untapped potential for developers and users alike currently participating in the network. While it’s impossible to predict how these communities will develop, having the space and means to create is more than half the battle. While you should always account for risk before deciding to purchase crypto, sticking to more established digital assets is a common practice to help mitigate that uncertainty.</p>
</p>
<p><p>Choose a wallet from the list of Changelly’s partners. So before you decide to buy bitcoin, buy bitcoin cash, or sell ethereum, check the crypto prices live and make sure the conditions are right before initiating a transaction. Getting in the habit of using a price calculator before you buy or sell crypto is a great way to temper impulsive trading, while still giving you the most up to date information. That way, you can make the most informed decision before putting your money on the line.</p>
</p>
<ul>
<li>Unlike other platforms, Binance P2P does not charge fees for buying and selling cryptocurrencies.</li>
<li>Like the Internet itself, the network is always on.</li>
<li>While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service.</li>
<li>Because prices are constantly in flux, it’s important to have a tool you trust to provide you with t he most accurate information when you need it the most.</li>
</ul>
<p><p>Many websites allow you to <a href="https://www.beaxy.com/exchange/bch-btc/">bitcoin convert to cash</a> out your Bitcoin through a prepaid debit card. You can use this card like the normal debit card powered by Mastercard or Visa. There might be a time when you will be able to use Bitcoin for any purchase. For now, there are only a very few businesses and individuals who accept payments in Bitcoin. That is also a reason you may want to convert your Bitcoin to buy physical things.</p>
</p>
<p><h2>How much is $100 bitcoin in US dollars?</h2>
</p>
<p><p>There&#8217;s no limit on the amount of <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> you can sell for cash. No, you must first sell your crypto to your USD balance. After you have money in your USD balance, you can cash out to your bank account. You bought low, hodl’d and now are ready to enjoy some of your crypto gains. In addition to paying with crypto directly, cashing out Bitcoin or other cryptocurrencies is something every crypto holder should know about. Here are the top ways to convert Bitcoin to cash, fast, easy and securely.</p>
</p>
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<h2>How do I cash out millions in Bitcoin?</h2>
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<p>At the end of the day, you have 5 options: a cryptocurrency exchange, an OTC brokerage, peer-to-peer exchanges, Bitcoin ATMs, and crypto gift cards. These are the most commonly used, and ultimately, the best way to cash out Bitcoin will depend on your specific needs and circumstances.</p>
</div></div>
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<p><p>If the exchange rate is satisfactory to you, click Buy Now to explore our Instant Buy services and buy bitcoin cash. You can also ask the buyer to deposit the money directly into your bank account or even in your PayPal account. However, always ask for NEAR payment confirmation before releasing your Bitcoins to the buyer.</p>
</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='402px'/></a></p>
<p><p>Much like the Ethereum blockchain network, Bitcoin Cash is built to support smart contracts and dApps that make smaller transactions even more efficient. In essence, BCH combines the scarcity of bitcoin with the flexibility of quick cash transactions. The Bitcoin Cash 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. To check Bitcoin Cash&#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. Deposit crypto to our exchange and trade with deep liquidity and low fees.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Convert your Gift Cards to cash  and sell your bitcoin too at pocket-friendly rates. I will pay you under 2 minutes <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f60a.png" alt="😊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://t.co/qPnWXok8B4">pic.twitter.com/qPnWXok8B4</a></p>
<p>&mdash; KEN (@Princeken00) <a href="https://twitter.com/Princeken00/status/1631156805689589760?ref_src=twsrc%5Etfw">March 2, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin Price Live BTC Value Chart &#038; Market Cap 2023</title>
		<link>https://mamegarden.am/bitcoin-price-live-btc-value-chart-market-cap-2023/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Thu, 27 Oct 2022 11:51:21 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3240</guid>

					<description><![CDATA[The bitcoin cash split, known as a &#8220;hard fork&#8221;, was sparked by a disagreement over the block size, which determines how many transactions can be recorded in each block added to the blockchain. The world&#8217;s largest bitcoin and cryptocurrency exchange by volume, Binance, has said &#8220;de-listed&#8221; Bitcoin SV, striking it from the exchange as of April 22 as it GALA&#8230;]]></description>
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" width="302px" alt="craig wright"/></p>
<p><p>The bitcoin cash split, known as a &#8220;hard fork&#8221;, was sparked by a disagreement over the block size, which determines how many transactions can be recorded in each block added to the blockchain. The world&#8217;s largest bitcoin and cryptocurrency exchange by volume, Binance, has said &#8220;de-listed&#8221; Bitcoin SV, striking it from the exchange as of April 22 as it GALA no longer meets the high level of standard they expect. 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.</p>
</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Dogecoin hits 4-month lows vs. Bitcoin — 50% DOGE price rebound now in play &#8211; Cointelegraph</h3>
<p>Dogecoin hits 4-month lows vs. Bitcoin — 50% DOGE price rebound now in play.</p>
<p>Posted: Fri, 10 Mar 2023 11:48:45 GMT [<a href='https://news.google.com/rss/articles/CBMiZmh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9kb2dlY29pbi1oaXRzLTQtbW9udGgtbG93cy12cy1iaXRjb2luLTUwLWRvZ2UtcHJpY2UtcmVib3VuZC1ub3ctaW4tcGxhedIBamh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9kb2dlY29pbi1oaXRzLTQtbW9udGgtbG93cy12cy1iaXRjb2luLTUwLWRvZ2UtcHJpY2UtcmVib3VuZC1ub3ctaW4tcGxheS9hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Benjamin M. Lawsky, Superintendent of New York&#8217;s Department of Financial Services, announces a proposed set of regulations for businesses that interact with Bitcoin and cryptocurrencies. The goal of the new regulations, according to Lawsky, are to help &#8220;protect consumers and root out illegal activity – without stifling beneficial innovation&#8221;. Affected entities would be exchanges, mining pools, bulk Bitcoin sellers, and altcoin software creators based in New York state, or that have customers in New York state. News of these regulations are generally rebuked by the cryptocurrency community. CoinMarketCap removed prices from South Korean exchanges from its calculations of cryptocurrency rates without any warning, resulting in a steep drop in all prices. The on-going U.S. government shutdown has forced the withdrawal of a closely-watched proposal to list a bitcoin exchange-traded fund on the Cboe BZX Exchange.</p>
</p>
<p><h2>NEW! 2023 Crypto Outlook Report</h2>
</p>
<p><p>The <a href="https://www.beaxy.com/exchange/btc-usd/">how much is a single bitcoin worth</a> converter was intended to tell investors and the public what the cryptocurrency was currently worth. The Bitcoin to USD price ratio made headlines every time it rose or fell by a few percentage points. 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. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG.</p>
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<p><p>On May 7, Colonial Pipeline was the victim of a highly publicized ransomware attack resulting in the company taking portions of its infrastructure out of operation. Colonial Pipeline reported to the FBI that its computer network was accessed by an organization named DarkSide and that it had received and paid a ransom demand for approximately 75 bitcoins. When more people are looking to buy Bitcoin (i.e. there’s more demand), the price will rise since people are willing to pay more and conduct transactions for a higher price. Bitcoin’s price refers to the last transaction conducted on a specific exchange. That’s why you’ll see different “prices” on different exchanges. For example, since Bitstamp has different exchanges going on than Coinbase Pro, each of these exchanges will show a different price for Bitcoin.</p>
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<p><h2>Bitcoin Rally on Fed’s QE ‘Bazooka’ &#8211; March 23, 2020</h2>
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<p><p>The U.S. Securities and Exchange Commission rejected a request to list an exchange-traded fund run by the Winklevoss twins for the second time. The U.S. financial watchdog has yet to approve a cryptocurrency-based ETF and in the release highlights issues with security, market manipulation and investor protection issues. 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.</p>
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<p><p>The value of the <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> is measured in hundreds of billions of euros. Years after it was launched, it is still the most widely used cryptocurrency. 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. Bitcoin and other cryptocurrencies are like the email of the financial world.</p>
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<p><h2>Will Bitcoin Ever Die?</h2>
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<p><p>The <a href="https://www.beaxy.com/exchange/btc-usd/">how much is a single bitcoin worth</a> 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. Bitcoin has rallied to a record high a day after a bitcoin exchange-traded fund launched on Wall Street for the first time, garnering strong demand in a sign of the booming investor interest in the asset class. The first US-listed bitcoin exchange-traded funds launched after the deadline passed for an objection from SEC, America’s top securities regulator.</p>
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<p lang="en" dir="ltr"><a href="https://twitter.com/Bitcoin?ref_src=twsrc%5Etfw">@bitcoin</a> how much is a single bitcoin worth i am interested in investing in this wonderful currency</p>
<p>&mdash; Harvey Mitchell (@ShadedShaded) <a href="https://twitter.com/ShadedShaded/status/1460196205082861571?ref_src=twsrc%5Etfw">November 15, 2021</a></p></blockquote>
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<p><p>The acquisition comes as part of an aggressive push by Coinbase to expand its custody services and could result in the San Francisco company storing over 5% of all Bitcoins in circulation. Securities and Exchange Commission has so far blocked a number of proposed bitcoin ETFs, two firms aim to launch a more limited option. VanEck Securities and SolidX Management – which have previously had a decision on their proposed bitcoin ETF postponed by the SEC – revealed they are taking an unusual route to bypass the regulatory hurdles. The companies will use an SEC exemption that will allow shares in their VanEck SolidX Bitcoin Trust to be offered to institutions such as hedge funds and banks, but not to retail investors. It was clarified that the product is not a true ETF, although similar.</p>
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<p><p>Futures on the world’s most popular cryptocurrency  surged as much as 26 percent from the opening price in their debut session on Cboe Global Markets Inc.’s exchange, triggering two temporary trading halts designed to calm the market. One of Japan’s largest cryptocurrency exchange, CoinCheck has halted all withdrawals amidst rumors of a large-scale hack. Ripple worth $123 million was withdrawn from its wallet on Friday January 26 along with a single withdrawal of 500 million NEM. Facebook has banned people entirely from advertising bitcoin and other cryptocurrencies.</p>
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<p lang="en" dir="ltr">Please don&#8217;t DM after I ask this question Bitcoin dealers. Just exactly how much is a single bitcoin worth?</p>
<p>&mdash; <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/271d.png" alt="✝" class="wp-smiley" style="height: 1em; max-height: 1em;" />Capt. Tim <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/271d.png" alt="✝" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@tevan2864) <a href="https://twitter.com/tevan2864/status/1465847900269948930?ref_src=twsrc%5Etfw">December 1, 2021</a></p></blockquote>
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<p><p>The value of bitcoin , however, crashed back to $2 at the end of the year. The only constant in life is change, and that adage seems like it was made for the crypto business. We&#8217;ll only know what happens when it happens, and the only thing that we can do is to be optimistic about the Bitcoin price prediction for 2050. This rules out the possibility of supply and demand affecting the price.</p>
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<p><p>This rate splits in half every four years, slowing down the number of coins created. Between January and May 2022, Bitcoin&#8217;s price continued to gradually decline, with closing prices only reaching $47,445 by the end of March before falling further to $28,305 on May 11. This was the first time since July 2021 that Bitcoin closed under $30,000. Bitcoin dropped below $23,000 for the first time since December 2020.</p>
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<h2>What Is the Highest Price of Bitcoin?</h2>
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<p>Bitcoin price history shows that BTC has recorded a peak value of 59717.00 EUR.</p>
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<p><p>Shrem had entered a plea bargain which involved surrendering $950,000 to the US government and pleading guilty to aiding and abetting the operation of an unlicensed money transmitting business. Former Federal agents Carl Force IV and Shaun Bridges pleaded guilty to stealing Bitcoins for their personal gain during their active investigation of the Silk Road marketplace. The Unicode committee accepted the Bitcoin currency symbol to be in a future version of the Unicode standard. The glyph will be given the slot &#8220;U+20BF BITCOIN SIGN&#8221; and eventually will render with standard system fonts.</p>
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Kuj9G9G7jJ0m/Bt9osEiNCRBur13adWhUSajHfLR7QRucSmMCjckpWwTtUFEjR9B9NLDdLNC11c9ds6QTJAes0huQzGeZjLQU9h4NobJUhtSmVAOKJwc+1czNquLRf8AbJVSOc9OdFJFttdz1Rd7bOuLVmiyFvRV26QWW30QUvpS4/HUUgBxRQTvGAg5xkgdHM9Mulqb1OiaX0FbAi1zrHa7hBn3icxPYlTJrkZw/dukdtIMZ1CsFK0OZCs8C7jQejdOa+jB/S19l6dctO+BdGYC7mJLyHQpKiEB3CVoeUodxCTxjJxgaLfIFqvWib+vSmgpc66sW9tUZVwtDcJxTsYFyGltCmkd/tugKS2SADjlOaxSy2+fUy5M+SbTsxqwad0siNNcQ7f9MSmhd9jdp1pcG1uvQnnWkobTLaDbiXCzwpK1bf5gMVbNM6f1vqxJgaR6q3G4IXNehtxNVWy332HILccOl4S4ywrt+pCCrO4KUAU5zjRWV9Irna7Xar1Z7vCkw5i7jH+Is0+37ZzylLdUFJbbBK3HV5G4glfilWTThX1b1TdunWo1WWStUV67w7nbw8x8QtlKVJRG2suIV2mI57oeUhXcOBkGkc0+fqUPLK2v7mcLnXqBKkQdadI41zTBK0yLn03uglKSUuqaWDbXwlxIQtCgShK/wkZqQtNv0traI/O6V62g6kMbPxNrWDFukbbnPciuYc4Ix4BJ4ANTuodA6h09aYrV40eu7v2Ntn4O/WFttySJJb2fHS2VFMlRS6pbnbYcWVpChnJ2muvaAjdRkXe8vot1wk6OhIeF0F0LNzZc5IMe6MITJbUltC1KZlR1+tSRuKeR1dF1TU6bhS4+eUZsmPHNW1RHLDjbimZLS2nEHC0LSUqSfkQeQfzpJaSvNTuqovVrR1gg3jqlp66a60W5FbfTe4EZtGq9PJUkqKJrCPuprSMpClN4VwpRTnFRiIbarRC1PZrzAv8Apy5D/Yrzblbo7x/oWk+pl0eC2vkHjJIOPYaPq2LUVGfDf6P/AD5MU8TirXKGvY2eKGtIIzjxUoG0rTn3pm+yUcgV2Yy9GUDVSAByaGpKTRykE5NIWkDxRYUho6MA8VFz19tpxY/lBNSj+QDkcVGTk72HRjJ2mo+wTK593fm3zsnxuFaDb0bIwV8/NUb7Ozde6E/XP61f4Y2xWwRk4rHp023ZX3naIq5oCpmFDg4oshCIkcpQeV18uYCZSFZ9h/zr46pUl8JTkj2q6TrsaGuEysOM5gTtwySg/wDOg6VJbaCh7qOalJjYS3MQB/3a6idPcQCsH8LlVNbWi/L/AOhv5QDVLhNuko387TgVWOl1x+DdkxZCylKjwCfbFTl4Ls+6CI2PSrGagbxb2bBdWFoOxK+FEflWeT/qeIvQz6Oak5wruixQdZW5q5rtbi0halYSc1PyYw3fERiArg4HvWQXO1uybom5QMlbWF5FTLvUR9N2gsA4Qs7Fj5HFGOoVVk9+A+HWOMo+vcv3xz//AA//AMTXqV8ez/xBXq17J/8A0J+RyQv50OvqlE0hSsDzzXiW7PcoUV7fB8mkrfIHCjQ0hbigloZUTVisOlnpi0qUhRyc1ZiwyyuoleXNHErZERLZLuCgEoO3/nV3050/cdWlTjJVzk8Vd9L6GTlB7Py9q1KyaVjxkpUpAzXc03T4x5fc4ep6hKXESqaW6fts7FFngfMVpFts8aAhIS2MgeKdx2EMp2oSAKMCR4Ga60Magjkzm5u2LykYApYHP5UMEk4orYBVyKsK7HkVJGKepHINN46cCnKBk/lViJ2CgGiowBuJ48k0lCTxWAdeOqP2jMm9N7DdDEt0BruamnsObV7SMpgtK9lrGStX8iAc+4rPqdRDSY3kn/38D4sTzT2oD1b60/b0eba9N3hdv0xFK2p12jLw/cnE8LjxVfyNjwt4ck+lHuTiFyGoX7H9tq06GbRbFpbi2PctlCI6lqbMhzHqCEubkHb6g5grIyneHTsDUuutXR1q06GNPR7W9Jt+15thQZSoMpdhJcOx9xpalENeThXIUcjVuiuiNV6htbmn7jfviWrVO7km/ub21R4yAnY1tWAovltKSSvhCFISsKDbaR4zV6qU5PNqHz6L2+P5Z18cIxWyPC+o2s+gp+oZY0tYLYi7DUFpS5cIO4iLBdCcsTVb/wDdSdzjbjRRnl4IbILe3b9S6Ah2uHY7kbvYLze7VIacvsZxS0Ce5tLZbcTtWXD2srKj5dShakp8KZ6oj6Tsup3tR9PpFxhLuDHwswIWhCHEoONgUOQlKySlRKSj1g4GU01trb0haS00QVBWxtoY3g7iMfQjcBkDOQADXKzZp5efQspJ2aPA1lqlTvEyPDhttlv7OajBTRTgAdwEEkpO0j1NjgHHycaesNuizVz4lsYQ4pSw+uMylkKeUdylEsJSUqKiScujknxUBakNobKntpQltR+624Cfu1E5PpTxsIIBJyfBqzybzCtr7aZsCR3VpckdxuKp1SA2EkqDjwVs3A8KCAODggAmsfht8IG4tNsixZMVEZlm3zFOSjG7gDT6m3A2t4JUFmWoehpauRj0mj22xRLlY4WqLW5bpVvmlhcdaYcD7xLziG21pBtO4gqcR+QVUJb+o+kNaXW22C265s8+5IuMlwGW8whxcVDVzLJWkoKchl1nPoJwlR9iR80hrHRGl9PNWTUV60JBuLIt1wnzrfcWFfEIizYYefdWhKUMpBPCCr1bk7QSCBY9PXBW5NlzM2HbmRa1ptlvkqOErDjUN5WCM47bkBX7A16/2e03mZGm6gglDhaEWI/KJDncHOW5D/akZ9wGZyj9DTDRvUvSGqZrkHSPVGxzbvt9EGPqV11brAYbWpaWmy+1kLU8Dlg5wD9akLRNYMVy62pEd+P8UUv3C0uIDbjuCCX37aCjA9/iYqU/1EUrw0+UVthrlDnLhQrdaG5UqXaZkefIYnTp0pMxhslTSJEd3MlkJdS04h5Lb+O0Ny1JKsz0fUGh9VvRtR6t0jcLRJiBDsu6MuOpjIjpBIWZ8U9t5gKGChasJCiVoTg4rkBTEpi3RrUtt9iSQ5AZQhhIcUErO+KGliG+sJ3qJhOR30gZwTxTkzUzo0xh4qcRdw5bpf3anPi8tgLjyGlBCpC9gwWnUtTUpSrtqdGcvHGvQR9qHer7FqqFbJuo9E3F5jSDKX9SumReXGJrkp9a1rUyt3LbTbIAcQ08FNLLxSoJCE4zGHb7lAug1n0xtsKNfr2A3fdLTGxGs+qZKEffsOMqz9nXMAKWAeFYBJWN5rUdNXbVcaHJ0o7GiansciA+tlqdLQ4+IqMpdQhxzCJrWMo9ex5CilL4wruVWZHTuffWkav6fMS9SWXUkeMzbXJ6Q278AQFIYlqUUvrYBIWzKz8SwpKcb0+Ym1w/+wqW3sRkRqw6p069rXQa5f2dFfVEutqnJKJ9ilpOFxpCD6htPAUc8YOVA7qjXG0rQeBTxpnVqUv9a+nUT4rUNuWmz3i0zFIbe1UwylSZFsktE4VcIwbc7TySoOJCRlSVEB5c2LHeLFbeomhnzK0tqBPdi+khcNzwuO6DylaVBQwfBSR7ZPq+j9Vcq0+Z/g/2f7e5lzYkvNHsVCS6GHi2aUcFOcceaHdUD4gH/SKIn8Az7ivUopaSSIybLZaVsWoAmmclSVMuH2KTzUDru6fZ0hpZXgE4Jr6m/RpNm7iXQSRxVfiq3Fg2PY5+iIWEEOXNSPOAat6U7W0geMVUtMxlSJzkgnIzx+VXJQwOPGKrwLiyjDyrK/qBRb2qSOVDA/ej29v0B1Q5IxQL4kvvtoRyBUlHb2MtpA/lqyPmnZqk1tSK9OYUHZPHBSrH7VV9JuqeE2JnlC9w/atDlx0LZcwnkoIz+lZVZpK7bquREVna4SMGlyqmjXgj4+HJD4HtudP+IVlXPbBB/eo7XtvemthxtJJBHIqYSGY+oXgDnucCrIm2tSoe15AJOazwg8kXE5ejyeDk3e1lV01ptAtyHlAb1IAOfyrJr7BfiageSQQGnFLSSPHNdCwInwjJa9s8VVL/AKRjPPS55RkqaP8A1oZ9LvxxivQ3abUbE4Ps6+pSv8VD+o//AHf/ALr1MfsmN8j+1erNsye50vsGL3McLg8CvNNLkOBCR59/lQiCo4QOTVu0nYFvrQpxBOfNcLBheaVI6+XMsMbY605pQvqQst5yc+K13S2kUI2EtcD6UTSmmUhKSW+B9K0a3QW4zaQE816TTaaOOPB5vU6mWV9z5bbUzDbACAFAVLN8AeKEnj3oiB7qHArelRibDA58e9LT5FDGDjilgjHmiBhAMHxR2E5Vkmgg5p1HAPAxR7i2PWRgDAzmnKARz70FsbcAU4SPlTPgF2UjrLr+VoLSW6xtpf1Bd3Bb7OwSOZCwfvFZ/kbGVq9sAD3rkJ+32qfcI+lbhqER7Iw+fjprvK7rPcBWrJJ2ncU7171IAbCU70FQzoHVfWzmptW3vV0MPS4ll7mnbDHbCiX3shMlxATkkuOFLKSnnGDUBbbbEhxntH6i04LnYlQptxTekFuWxPlqDIK4z7a98ZxxxQa2BSs/dBTSTuUPH9S1b1GZtPyx4X4+r/g7GnxeFjSfd9/4L9pHRVys+o42gtBx2rfAuzRm3lAJfYgsYSGpEfeAttxwb0BKktr9PO9Ccm83mzaJ0repQ0E7OjMT8i4d2Sdr7qcE7iPxpQAkdw8/LKlkhm5pC7dP4ber4mrGYsq+ssIuVtA3CHGaYUnalJHO0ktpWCASG08FZoUFwjdImD4VbY9WVFQbSlXAHHq2KJBx/mPlfs3z56U3kd3aNLfNklpNFulXR+JdXi23CShTwylMhaik9sIaJwnAG7kbG0jB3LOBK2C6aVFvul0n3otQmw6YrbYSpwKaUMvOgkbEcBIUolSlFJSnYN6oWU9b0AtuMpSApbXaUeMJOVIUvk7Uq/zFYO5w7E7z5oevteaOs1ntMjV+rZ9ibvr03YqJby+pz4damVYcQv7tYdAB4OxJGw78rqzHjc3SQnpybFdtQWOw2FmXbtSQXLtIXGXGhtqWVuIeT6Ape09txQKdreC4v1ANnaCZyztXLTWrUXaRqG0yp8bTd1fdZj+l2EvstKQlxK0FxPH9a0ElKsN4GRyVE110CW0mHH6oTGwww23HDdglI2ubgVjCHApDIwMJQpK1k5dccOKltJdS+melL3eL8z1eueo37hpi52lmG5Z3ojbb74a7ZbQkFpAyhQUrg5KSckk1etO4u+f0YG4+6/U2Lpzrq63Hq7o9uTdX1tfE3N5QVJCUlSLVNO7PcbAOT57iAPO5Od1aLpjVMm9dQHXXJ7koM6XugAXc25aUAuxv6LnO2fh5/wAvPH48enlnpT1AtmleqOndV3yauHbLe5OD0ppp5/srdgSGW17WSlxSd60/hUk4PBGMjcbP1b0vd7/OuTGvIt7Uiwy4TaGYF2aWHnHmj6vjHXkgYb/lUk8HIPkVuO2N/iIuVZcoTlt/x3p11xiEy2mJdHHHHdgaSgRsErVtIAG7JJGMece1qednQlwL1PM6A6tQaiTXZIcGFK2kNyvilpQkgghDVzbWr2jq/DWO2zqHbdO64sl6udyFqjptlyjpmuMvuNtyXW2w1v8Ah1JcAO08pUk+OQeBptq6m9Kr3pW3aYldcYlsusFDLDNxZZcio7XYQhSZCnklEjcQQruoUlQQg7QeBVilUFYZK3bLCu7PKektXQlD0t9uG9LaYQ4iS6oJCW5jDiWm5CwCPu5DcWUQMR1vqIJk0XqQ64hq7HufFMraYktJXN7zLXK0p3gLnMoyvuQ3wmawULU2V4ChVp1rnabUw5KYtqbbOBiwJtufQuzzmXFcRkKd3oirUDgRnt0N44CfhlqSpL+FJYZjvIksl2AvAmMPuOx1sLYWAFlayXWu0Sgd1RL8NZRvU/GWlxGhRi1aKpKi9afkuX83NmE+mRKtZjTnUsTApx0utnsyI8hWEuZQB2pZxvSSxIBKFLSrRl91NoR+fE01Fhz7AiK9c1xEktGEhtZ7siGwrCijcFpchEpXHfSUA9taCK7pW1NXbUFxaYvT1nvVqYXNt811tKEzm1rIkKfYTgJSHQlE2OhW0uASGu0XfvFKDxcft8xtMOSlTjbqLm4ZDcZ5KUsuNyVFOXGglbbD6iPvob0eUFb21qqnwlkbv0K7p8GoahsGlb3ZbPpuDcIVl03KeYTo9u0R1MSRdG0OyEuo3J2JCUtFaRgpWAsKyFBJyGNeo/TfqNdI+pojtu0nra7N2XVdudWlTdnv7iQYl0aUAB2JqQkKUEhKXUDJBBSLp08u7kywsdH9TRb7HSZqYumryrAej9ruOJZW+dyBNiKjOtqSdwdDSFYUlwipDqrP6bXy0X/pVqHS91eOo4rjNzuD8Ix35LLDrLLkxlRQO98OuQ07kAJCdykE4IrMt2OXPv8Ap8oZd9voZbrWxytOaglWWb/mRVlIV7LR5Sofmkg/rUcrAaSf9NTMeZdtXdJXHNSqL2uels1Wl9UKwcym28diWMnKg40tp3d4Pcc+VV9clHwKH93GK+hdL1n2vApS+8uH/nz3MuaG3gzLqkDLQptv8aRxis+t0yYlwW9S1AHGRn3rTbk7Fuc91JVu2k1W3dNoRcw8wk4ByT+tDPFzk5ISOatPPE/Uuel7d8JCDqhhSwPNS7qghJUfYGhW1JEJAP8AKBx+lfJy9rJGeScVvS2RVFOOKUUkMmGw88VKSOOadrTjnH6UOGghsrPkn3oq/HFNDsMwLn4VAfKsivTK4GsUyHfSlRrXlefFZj1VSIq2pbYCVBXmq9Q/Ju9jb0+TjkcfdMLaoybjfDI3AgAHNXdKA2kIHgcVTOnI78cSF8qKeTV2VU0y8m73OVFVYB0E8k44phcUboT6fm2qpBfjmmslBW04n+pJFXyRYnTRkPYH9Feqe+xF/M16se34PQfaI+5gWn7MqU6lRSTn6VsukdOBAQAjz54qu6NsW4IJT8vatmsVrRHZSpSR4rHotMoRRm1upeSVIkrXCRFZGAAakUq8HmgtnBABooJrqRSXY5wVGT+lHRyME0FFHRjgUwKFp8A0sDIHH0pKU8cmlgKA45ooUWkHwafxxwDTNH4hT9hGBzUrkFDtoZwRVS6xavd0L03vd/iEfHBj4aAnPK5TpDbQHzwpQP6Gre148/pWG/xM3sG76A0fwpubdXbpISD/ACRGspBHyKnAfzTVGszeBglk9kWYIb8qizEnYd1gam07pHR8hpErTcEzkS3GS+ymclKghakDJW4HBIc2BKyrYn0nBq76X6bantl9srVq0na3LhZF/aN7g2p+QmKtIZccaU8w4FLZdCmVrSkgDcUgJSMZyK2dSoEbW94td9sNvlp+1HVNSS6428h5MdyGFBQC0kAqU6kbDhas5rprotrK0qtV7vFt1C1EvEpxFqt7S5AVIYS0lqDEQoeSlKdpz8lZ968LqYzxQUWu514zjkfDGd71XJ1fKZuwaXAa7Tb6WnlJX2Ad/ZBAOfSlmTKVjhQYYz869E2tNLWR8AzC2hxxSUlUZaWw5z/UqOwpJO4cyH855xQIyrTIWq9PIWmDhcot7Bt+F2d4Nk+f92h29kfScv8Aq5OpuY3JYt0xaVzFrKpHxCQEOrbeT3NxPCkLuL4bVn/u4R87aybEuENyyD1Te5bWIVvQ5HkuBtIZDobcitpOxtpDjgOxwL+77igdjvxLqshhJFB6k6Ab6s9OtEjTer9NwF6aFzE5u5OKhJbRIkB5lTaShW1tTWxaSo52KRuJJNSd8cZuba5UaG7PRdUpWmMjKX5TCm2kssFSMEOPsyYMdR/4lymHyDhhKTLdk2zTttuiXLpd5YRHfbSkGXNcHf7yG+C5hCRIQ0n1KcctbYBLYFb8O7G1s7gklTTM5gfwu6rRMm2uD1C0HKuMVl91VuZvqVSCphta3EBsoBKglK+MDBHJHNZ3b7ktK1JSdyUrwohIAKSRgEjk+M4/TzXcuhFWOb0N03qOHoC4W0tsz0sTSy2WNiYd7TtLpy4ZBS2O8SfKGzgBfq4Qs7EolCYx4VISgnClE+498DH7fsa24pPOpb+6M+eCxKLj6m+6EjvXCdD0xbZ8dMq8pfdCZS+22llppa1qWvB2jbuUfYY5NbHZtC6iisvMs6g0cll9wFaGb4EoCsjx6Rz+IcnHPjisW6amdG6xWoQ0qYlK0hfHGVB9LRbeVbZOMqCst8lJClEYBB4811HpzVGsXeiVwsunTr9eoJEu3zY8z/EK3FObBGM4NOmSc7nBKXtOQQo4/EBWDNhSav1HxxTjZDjp71Hs0E39VoYudqQFKVLtkluahtAJICgg5SkZAOQKsOkb7Blxm4syA2604kh1pxoELAI5UB9CPPsKlkamufUnrXebX0zi3DSU+1aWFxj3S722RDmpujEopWzJcc5mxXEbAptZcCCUqQUnINE1TfYN4sOmuq2n7ci1M6tjvmdbWh9xEuEZ0tSkIA3bGysoUnceAr24FZ5aZbbQzk0aNAssvTLEu79KjGQiS2RctMS/vLNdmlYC21skENLIGAtGOcbgocVYrJd4l0gW6/acbuBhznFR4zb6e7NjTIyFb7W/nO6WyguGK4skPsF2M5uStCjQdC6oQltCi6XVJBBUo52geDj/AMXvnGTVk0/ctPQR1Ytd3nyYFuk26y3kSI6v/V9wTJUymWgZASsEMKKiRgM59qrxTcG4yDJbkaLpCLpG6tS4NyegW+5srbuWmbptUY0btsII5UT3EBC2yoKwVwXYqFEqjnYRER1aGW48Nll1pbcL4aae623tdVGZZfIT94mPIU7bXlYJXDlNLUo8GntheWxbJWjrkxb7ldEyDcYM2CpCojkpxSe7GPq7iUKfmHCQNqY10QnPmvqvsa6dubc5CpdpusYt3Bx6UpC3YimGWX1vOHkLctj8GWpPBDkFZ8g1px8p/JnQxvd9m2iyR7tCkTn40GdEvTsGWVF2YIbRWUOoUNy3129uQFeP9rtXzUc3frPqK3v/AOGLrBkWydDYR8bbyrt7viEo7ymkL/EjvwETwk5SkFtHzqsxnLsy3IRLSF3VvvSFNRnENIk3GI8t55KUrIK0mbBkghOTsuxyME1P6O0xpvWukr7Z9KCHpuLprWAuFn7McOM20pYYcaLbadoLT0d4lTfGEynEg4xjPnirT/L+AehRtPPw7H1qtCp93j3K29RLc/oTUkgAjv3KM18TapTiiAC4/AeSngYJxgkCqVqC3ybIxcbBKWkyLdIcjLUnwShRGR9DipjXlm1Az0W1HqexWRlprQJYvlolMQHGkrXZ5heiPIcd9byXLc4lrhSggtKTkeKnuu7Vvl3xvVlmcbctuqLVFukVxsYC0LbAB44OQEn/AMVdjoWVrK4+kl/yu3/BXn+4c72iLLcuLzi1HClcVdLbbN4U44OfHNQNlUPilN+eau8ZO2OPrzXp8EF3Md8g0NJaRtA4FRs9W93YBUq4cJKvlUUlPfk5Pzz+VXzfFDIcIR22kj6UlXjijL4wKESAcUy7EYBVZv1dRmAlRHAOa0peAfFUXqZDMy3bEgkj/wDdV51eNpGjRy25k2MOl6824D5eRV5WBng/pVL6c292HDwonB55q5uAnjmhpbjiVmJ8Nr5BO+BQindwPNEc8eea8yMk5FXvkFkH8Cv5GvVYNo/pr1LRb47Mz0hatiEZT7Vf2G9iNo+VQ9jhpYZBxgeKmWyB8+aqxx2qh5Pc7DJ8jxRk8j5UFHnNGR8yc5+VWdgB2xxR0AYzQEGjo5HIqWCgicGiIB+mKGkYPP6UQeBj50woZpOVfSpBkYFMY4BPg0/a8YplyBcDhrxXMHWx5N0/iKgxC6ezZtMd1zJyGi48dyvodhH6Yrp9v8NcndTWnJPWLqpcQklVu0uy2hR8JBj7z/cVzOsS26evdo1aNXkv4KFpPoXZGICr9qDUN0bmKsIvI3wEdgy1W5dxCN4cKyjsBCd+z8ajnAAJ6ERpqx6e6JWK+MWcovFuROkKkhwnuS3bUpJXj599MYjGMY481zzo7Td40/pS63O+X2/TLe3pt+MzGuTXwZadejt9vshb+51CA4kelJBSoHGOK6GYi9RGNNWO1avVEdtdwt1veJbCNzU9V5tbUhvKTjaG3EY4/mOCa8jqZzyTScrR0IRjFXVCjAYS87ELwESNPYjFo+FQhLeDgH/0unmR+Sj86g7jElT4T1udmLL90bh2ZJ4KmpUhuOJBzkH/AD78tz6FkH2oc6Q+lpiQVEqdgXF1RyMlQsU50H9FSnD9KHre5ydOTZzVutS7nPVqefcYVsS92XbgxFlJRJZjLIKfiUtsMLSnBJ2cJUQEmuEN0kkO2kVW5pcvpdlWKOVS7ql4WeM0ooP2g5bl3ONDSRkJd710bDSDytVuQlOSAKo90taOrTDy7Q1cHrJdZ8m76fusGA69L0jdNqO9bZ7MZCnfh9rbaUOIQeENLbxh5oTtqhG9xVXDTlxi3hq7QGIUqX232Y96hMpxEkPIjJcdt93hrbQlRCVIXgKBWlS1P7H0fskK8xr+5q/TepL1cVPtgvw4SJCUp3NLCy4/BbWtxSivcCg4Qsn/AFDdLJHTK1yxNry9+xW4l816jSrtv1d8JJUm03R2VJjRbxDQ++m13JSnuxKhMshx0vFTikuZUpCVBIyquKUoDCkuR47p7b23b/Mo4AKSc+4Hv/V9K7w6nWFmz37WRt1nmwLc1Z78uKJUQMlrNrl5bIFtaA2lSkjbKcBCc4VncnhNLCmZTIMktFLDTimzuGVFCSMAJ4JBP9/pWrSJU2ijV8KK/H9jaP4fnn5/WC0ZU73kacvDaEBOxYUbfIGB6spxwBgf+WepZ2pZnT/pta7ppLVdoUu4TcKi6o1SzGEbY3l1oNuxgsocU+8lQLgcSG2VpUMkDg6036+aX1LH1JY9SuWu7QUBpmXFQE9tKklKk7An3ClAp9xuHgmtDt38RfWtLLLD3U9xTOdhakR0OJ2pSlIUBtwPSEp8eEj2AxXnwuTv0BiypQ2s3279TdVaiDl7Lunol2iWuVa4T2m7xMkxmPiHGXDJefdJZy0mOvAZKitShuASkGqLP1bDi6bsWhdP3xuba9PIfBmbgPiJL69z60bgApIUlCR48H2GTQXL9qbWmRetTvXZ5tJU4w9JT20oGPTsR5AUVAZ+R4GRSEWec++EhosMtbTuQoFI4OSkDxkjx7EfOsaxybdsaWRNUjdNN6oRCU0hyWSI+7c5kKO/+hJ98YGD+XnxV803qg2iznVN21A7Yxrm9wobbz8QyIxtkPe4lUloKCy264VJPOFNue/NYPpi9WO23q03TUdnlXTTbbgVc4kF5JlEA4Did3CsAklKsZIGTyQd7ekouuotK9RND9SIStPC4KjpubluK2LWTGcAiToZUFNpXkoSrCgVFCsk+cOSDU+C1dqOkL3eI15uzTVu1HCkS31tNLTFt7kF9t4rEF11QX6jj461qyc8wx/SAkbUyx3O2TJM2OqbaFPN3KW2pOezb5eFS8hOcpbgX5CeM+mKMeBVd6ganddvkW4Navh31cG130B5EH4V6J2fhJKWlp43bVR0HcQPVv8AHgWCRPfsF/mOW2Q3ZH7NJEKS7ISS3b1glmK/IQDh22y2G2WnFDHaW0lWUlBUmzFLyITZ6l60pqa8aauM5ycg3AD4deoYcRsuEhaUoavUEJBLkd5KAXWhkpUlRSSpJ7oOnenZukbyuTE1RHj2+UYjUxj4BbhdTEStlp1tzIKVLYTFSoKQcdrg85phYYcNLkeQxAlWyK2CuNbF71OWl1z/AD2Y0uK+jfFUoBQbIKQUggJ9KUWRWoIdtuMOBMZvq2piHSX2VXVaGSgAjeUuKxnJxz7ftgz5uePzC4l61dP0pqbTVy0tMukXbfYb1uS08dneLrakhCdwGSRnA81xu3dJM/8Ahp6LTpzS25rOmnbNISrIKVwltsFJB8KBSc+9dH6umQZ9kKIjtxMdTm19U0yiwU4PpW3KBaWknAIUtrz6XEqxXMmsryu0dAtIQVpWs/401WwXXFuLW3tucn0FTn3hznOVer0jOTzWzpWp254v5M2Zf02iq6aiPOzFOqHGeKvOzY2E+MVD6UabMEP7RlWDU0vIFfQsEdsbOfC9tsZTXO2yefPFNoacpLnj2FenrKnQhPO2jNIDbaU+4HNN96RdVHl/WgK+dHX44oKqsQGBUc+ar2p4olNoaPuCasKgPeom9DlsipJJoOJ+cDZIhiRwjHsPan685r4yR2Un2wK+qOPNSKSVFMlyAcGR4PFLZTtB8Z818xnilj0jxxjmmFPV6vm4f0mvUdpCIYSEIwPbinCTgDmgIJwP74oyME4NVUXoMnyCaOj25oCT8qOkjHHtRoIdAABAo7Y4zmm7asnHzo6DjjPFEgcc8jxS0/T/APlISeMUVOPYVBR1HTgZ96eIA9hyKbsp4ApynPA9sU0QBm/w1zbrC1Ll9ZuptjCFFd80swpoYxnDC0Z+vKa6Ta8YrDtbR12b+KLSd0W4lqPf7K5bSojhTiHF5z7H0uj8uPpXJ64r0jkvRpmvQustGI9Rb2xc7LK0xfLXot5RssbUdvltuzYcgSJFrhbglhC1p37WUgBeELO5XpChW4yOqWlrt00tsW33Fb1wQw/eY47KwhyJHlwn3FoUUgHaq3vJODwU1mVt1NbtMXCyaVmaediPmV9grmOJJEpUNmZapSUJjIcfcS606yOEZ3NnhWa0LofpzTOq+ibVvk6fbYuVoYFr7ryFB2M1OW9bpyVb/UlIcnh4pPgozxivITcVtbvh/wCfQ6TTUh1c7Md5hhKR2XnrSlPzW/C1BASB/wCOC2P1Fc+dT9VXyH1h1XaJ7Hf0leHImpO45NVFFpffZbeZnsSEpUpp4BYHCVdwYSULIRt3eZf5S7G1qtEV5yY0y1fVsjP+9Rlx7jsx890fUqPzSqqprjptp7V01nTsxKJI3R24kp7IYU/AWuCwFnjc0qJOssheCPuws/Or8D2Str4EyRtcFKtqP8QNC+xI8m7NTVF4zvsxiT8QoqO9e9enz3CTuySck5yTzWx9B7WhDF5VjXMdRubSO1ZITDEdo7Wc5DcBgbl/hX92kpSUngnceaJtm1ToRp3WFxsibvYURLW/OuTtpjzVy5UtgLahtd9lxuGlopcZICPSWVJ9R2oG8dCNc6TRGmQrhqO/2C5m9Qo7lptTcZxuM86j0sKDERCAtztqSoBI2ls8hROTq4y8O48r/PgOJq6fckup0dKNXa+ko+KW6nT1+WmRcbfCamrAtrqdjjiIDEhRTkJyt50HaCdxIVXDtrkIluodUkuvPHZg85/kHI8nj/lxjiu0tdatsV9ldTDY76m5gaZvjpeegiPJcSYxTlwfZ8f1esA/euZ4POc1ws13ECO2hsghvaSfxZOceOeAocfSuhorcHfwZ9ZT2/mbB0Ah2m+dTp67ixbzDh2e4zj8bGjvMt9uOSnf8QdmBjncpOPdQ5I6c0RA0vdtMWvUcjozoK8wJzqYapCY9taRJeJIDaSggJWSOE71eCOfNcz/AMK1na1HrLVlrfeDbMvR12YfdQptCm0utbFLKnlob43eVrSkYypSRlQ6a6T3q76U6UWLp/pd6TfYFvvcKSwIDdmmvplBTklCHW2bqVJBSy8cqSMBCvGKp1bcZeV/5Q+BeREjM0T0njxp1z1D0KtrMWwLbF3bsUgGRFSvaAVNRpgeQnDjRJShZwpJ2kGqv1N6F2yFbk6n6fXK4S4tviG6y7NdCtU+FC7hb77alJQp5hDja0KCkJdbUghY84lNfdY+rOm43Wn7e0aLWLpEtlxQ1c4wjuyGHSIwICHXEBILClAbl5wRxmmkrrBrHXX8SHS2/OMQm3ZelmrhcmBkR0wpkUrcZXvUUlsJCeVcZWMAVRFT7y7f2Qzim6MWtdwZh3BmOlzKmlqBYWTjbgJUrgnwQo84wBWkaZ1FI0HORrW2REykNMLZv9pdAWxdracd+O4knClBHKSRwpP6VhTM1KXFSIySlSlKxxu2jnATgH8WVce/5Hm8W+8uM6dnOyQjdHjyELy59CPBPzOB78HNUZl5rQIL0O303hmBqe2adRJjXUtsg6Snz3BsvFulMAfY8xauQ4ptexl8+4SlWSBuuGlplvuV+jaasuoe3MtUZAtvxcgQ7rDgvpcS5a5jL8d1uShBaVjg7QgHwhC6w5jUeo7Nb9MWBGlbJqgXHR1ntSbfcQQ6zJbac3lGUqThQWgqKhgBGTgDNbVoHWTvUHqe0b3KahzDbbew82i4lMV51hc1ai2DLDjzG4BIWplRBBUEoOFVzsuR8pDS3JdjUFaVudqZUq4OQW0tuBs72IHCincBxAHlPOagZtztsHWdptknUOmoMpyPMUIs5ETtvbS2FFXaSydycjGcjk1eb9eEtWaRAlLf5j/cPhO4htK07mXFD04BOUrBAGdwOM1WV6mtL8t1Lmrm9oUfSrUQ45+X2scftWOaVFcJOXLCXeXbHWooD+mp8zuEtKsiUtvthKSTsUy4ZG7jkthz0/iaUnOeTtVXRErop03t7LxfTcNRasuiXEobCFNm6LSkgtANchWRsATg5TgYFdJa91RAt2kbhO+1Wp1vhRnJMtPx5ksJKAFBK98l5gKJCSkLcYcJx2nNwxXOnVBh+z2XpLpKc06mdaNFxZdw7iiomXMcU46STyVFbalEnk7ua19Mg5Zccfn6IEo7k0WnTSO3bGhjykVJPr2NlRHApnYVbrY0Rx6RXrg9yEIP519Ni9sEcyKXYasoU8/uJPnJzTs/KvRmghvJ4J819UB5BporjkdgVDB88Ug4NFWkYzihEAcU6FYBfJ+dR12ZLoRt4wTUkvlRoTgSU+sZFDuBPa7GjIUlhAPnFeUcjiiqxz5xQScHgUyiI3yfEpOR86KrgfnX1oAjOfNJc/KmoQRg/MV6vteqckIZOfP7UZPHvzigo+XtR04BqsuQdHtRkjHJoKcYoqSPBqBsO35HPtR0eabIPNGSfnUJY5ScfXPvThjCiKapIIzTuMOcpAqCj5sAYGaOn5E0AZ4oqDzimSIOGj7ZrFf4poTsG06U6gxgoO6YvSC44kH0MPjtrJPtyEVs7asc1D6+0rG11oq86SlgbLnDcYST4S5jKFfooJP6VRq8Pj4ZY/dFmKWyaZyx14j6svHVGy6O0PpGM+rVj7WpbO4bsYye/LbaZfjKO9KcrkR1KACgrLvuSKjeiUfX2qLtqbQdykydCRdUw0ybW4z32WYpfmtJdWAtW96OUJfQcqVhW05yCaeXOwv9UeilgnSFfBap6YXsNS1vKLZYYU6lp5xZSCva26hDyuBhAV480w1Lar9orXCNcKhwpUiI3Ln6oRGcWiY2pUksSYqIocU2ltlxBeQpIA7a8lRGAPC8KHhpeZfVfn6nZknLzm1yG7xbL5Mt0iG0i5NyhN+A3EJdkuPuKUwBj/LE5q7w/wAr0yfChVUWxHRalQoqXrqizKQllCXD3rlEERXYAx+AzbI52hj1d+1JT+IipSVra59TJTWuEaaluWd6zxpqLnbnlKMtbjSmp8ZQAHamhMFqS2kkjv2wFOe+KHdVutqReUSlp+GQtTz1rTkiMVJmrdip8FTDq03WKON0eTJYJ+5UKMLrnuHhlu0si72vSF91Xb5dlvtmukn75y5blxUyFETGrg+yMduOqURP4JUhiVK3JPw4C+atX9K7FouyyJFg13K6dw3bi6ifMuDTrj7q1qcLUFbkcFxDjCmZLTiCkIUWkOgqDqNvQNus8q16Pdm2C8KiRbnLQ1JiWoJdaiSnCJDLcdpWEyYzjh+JiIWNrrbrkRRJcZcHPX8S9n1XfdDWD/D+lJU6FMuL8mTLtbC5cdIjtIjsoDyAStsDvBsu/ehsISvKkkm3TSufD7v6C5UlC6ui33frZ06/9B8jR73Um0XW9RNM3G1mTGeuLj9ykPIjoaKm3mEtpASyoFRVn1Hg7lGuRQ3t2h5QCso/B6uCB5V7H98fSmrcSTbmltT7XIaeIKU91pSAnjkkec0/tocUsBC94Ckjao4SSQc8HzgZHHufNdPDhjp06d2YMuSWWrVUbj/CjMs2nuoV7fn3pqzty7A7HhvPLI+977SgjfvZ9exCsHuN8gDcknNdE9T72xrnTulI9kYanSoUVK7gy31FjWtKJaAooW2A6vcB3XUgkgpTwc544sK4TuxltouFgJUsBG/bztK+BwMn+4znOK+oiWkPKSpCstgk5GEp8Y2g+SCoj9R4rNlxuc99l2PLshsaN9uT0ixael2O4W3RtmjT5CJEyRftYKv77wa/ykBqOAlxCVKUtLawpO5ZJBqnXDqLGjpmQ9NS5NxlXJCIs68Tm0JflMJGxLCGhlDEUABKWx7cHAArLI8y1tOpSY6Ge23sAbVtKx/Wd2ck4554xwPAFysj8yQgRNKaRm3GS4nYpXwq5SlEADgJA/PJ+Z8e1EsNcyJ4jfCR9iW1TeHZrKmGVesk4G04/PP/APhnNXTSViZ1Ze4GlHYTrrU5wKnOtqKBFiJG51aztIABAHI5yBwSDULI0PqthBn9Rb3C0w0EE7LgsLlqAVkbIzZKycZxu2j5qrZem0a26biKetdumMKkqR99MCfj3nPxo3JyUtqI3KQzyG04ddOEpC8WoyJcx5LcUWu5tspLDrkq9SShMiWVokglTQRGaCW2mFqAy0yhAQHEoyp19TjY4bJqy2sw3nFfaNufmiOvuSUIQlLrSdvpUtG5CG1K9IbYCspQNyjuVis/sM+ZcHUQWXMvrS2+tcdCnlxWRu7Rb35K1qytEdBGVFT0hWe4Eh65quVG/wCzLXbH2vUlqFbwdzj7zpG0ErVlxxZVytRzyVZxXNndlyV8G1aYtlhuoRMtujbskNulKXSxHBQ4kBX/ALycK9aT+orQVSr5Dc7bzGpS5jKt0hJ5zySA4r+4rG+nduK7hZNJXy+sptszvzpb63O2i4tRXm3ZS0EqIUHZXw6Ej1D4aMrxvq59QdYIXOg60ut/u9lcjJkN2S5tIQ9A+IfUlHwUpBQpKHCltsAujhT7qdyCATln95pC+pXOs77Grpdt6ZyJTiL1qmfFtTKHUkSxBcWDLcQ5sZXsDKF7kpckIOQFtpB3VlPW6+jVXU+/aiYZaTG+0Tb4pb5SpiKAwFZxyFKbWofRQqzxdX3a89Qb/wBX7gY8mT07tDelbOuOwWmXr9NI76+0VL2FnehlQC1AhCjnkioG56bjxIEKG1lSYzaEJKuScDGSfcmvQ/6f0kss5ZH/ALVX5v8AshMmRYuPdE9p17FnQtR8AURpHeeK1HjySaZW0duEiOn2FS8dsNt+ME17mKtJM5PYWRxigKOT4xRlHjignzVpBCjgcmhHn3pazzihnxxUAwSuMmhOZI8URWflihOHg8c1BQSs+3mhEHOM0tSscDzXkpJOTTJivsLQnCfFIVgHOeKMQQnjIoLmPFM+wPQHg/OvV7aK9QFIZBPkUdPPn+1ASOeKKgHOM0haHTgHAyaMjyCaCgHFFQTxxUIHBx8qMk5HIoCSCMmjN+MVAhm1HkU/jjCQTTBobjUiyAEjNMgDoKz+VLQc/lQU5xk0UD2FMvcgdHyA8UYqG00BHjPzr4tZ5x5qcEMF1iw10o6zM6ift6JGk9fJXCusVTZUyZCk7XELAIyHkE8ZGVCsw6k6O0p04sV+0jI0lqO/sLEWe5d4ToK3IqpR+FkmVhXodYU/GcSUqQl5tCwPAPUfUHRdt6h6Um6XufoTITlh8DKo7w/A6n6g/uMj3rJdDpkautC+nmtrYyrVml1vw22H1IDdxiuo2yIJWoFKUvt4W05jDbqW1ZARz47q2m+zZvGS8svr/c7GjyeLDY+5XP4buqVn00hzp3qi6NJsUxDSY64ss4QhS0ONJbeWlCTMiOraO4DAUMeCanIN3hzZsyPbGJcRUC6OWxLCWxDkW+cmQtaI6EKOGQt3uSIalYSh12TEWShwGsy1deNEXyw6m6SQbTmJabeudHS3C7DzFziOdhEkMHHwjrzZYakoGUrW2FgZwpO4dMdVs6psA6X9U7SYdyjsdhDkhKpyvvdqCMoUpU2G+W0ZCFEhaErbIcQk1ynKONuaT5f6fP5l9OPBG3mFoROhC+w7DipDa0XG3vIeTblxXpGVLASCqNBL5A8B2BJAIwO4gUi6Atx5cG9Xe6W5T8lCU3pmUmHOjy1Jy18U8hSW25K0DIcUfhZyBvC2nsu1NwdQWm4MyZ1uuUhbcKauM7LkuIakRJZwwUTFupCW3VpAaEt1IjTEbW5YbcBUlhKgvWtCEQWO1GbWqCIKmxH+F3+tcVlMnKGgv1KVappLLpyYriypJF+Nbe/JJOyFlSOoNg0/27j1M6g3S7QnTHdD2oWYkd9zkobSZMVZakYBJjSFNuEAFsugg1IfxGJulu6EOQLt9oGU2zaJC3Zy0POvyDNuDCn21dtGxDiWhtCfLewnlSiY9oO29iYbIsqhQGVwJkKU3ISmEyACuOsKC5lua3L5YltvwSpRIXjwy1nYdT6/6a6utWnrNMl3Fx6yKbjpkNvtuttqlKUqK42+5HcaSeMsdtsEEdtBBBtfGSMuysWLbjKPwVb+E24Nsan1zeXnkNSYGnlONuvyEsttuqlsJyVKkMAH1KHqcHn38G4dftY3G9dHXFyLrGltsajt6GlMvNOpacLElR2rRIkBJ9Cc/eDj2GeYL+HDQnUPptc9aStUWi56fduNmZiQX/iVRS+58ayNjbokx/UeBjvJJz75ANj6m6d1p1F6Uzrfpu3XbVdwY1DbZK2WJhuLyY3wsr1ZEyYdmVj/AL0D1D0jOTY9rz7l7r6FeNSWKmvRlY/hGRIEnWN7trPxT9uNjbcBcS0kR3JX+0BS1elI2BR3nG3HkAGtzv8AYrZ1Suz9t051d1rYoU2In7PaYlsyoT8lDSQoKebKUrO/lTSSVgqUEp2gYxzoHoDXPT7SfUJ7W2mp+mVykWxURy7tLhIWUOOk7FqW2NyfSrhYxnJKc7qcG5QblInvx5z93kISY8p2Aku7W1jGH5bTykqa5x99cVJGOW8DBz6hOWRyi/39ESHEEmWfRv8ADdboWvLhB05qP7eehKCH7vLIbTFeUjhpafWGndw25X3HeQUNNnDouOh9DSryu5olOMIVbG1IdeWdjClbgTHSVKIUo5LpYytx0o3PqPCBkTV9u8GEtDNzbtdqlEtLagyO2w8ElSS2mQyhIcTlagpq3tEKCjvc8qGp9P1lnSYgyWZidpcQmPISGTGS6v1IDSCr4cr5KklSnjhRVlRBTztQ595MZPiki96Nt8+wXOD1EsqmZjNvlSkoamqClOTFJQlU5vwHnkElCnDlDaAUDGDU5LnTLzdo13uiJE65qV8PELRCZKu+EtgMlIGxxxCQ2yMgttlx1RSpZqtQmZEK1x4rr776I7DMNgLQpwoQR9yyG8HcQCkJYAyVKSVHKjWn6htFisfT6NE1jcJFtv8A8YZ1uahFK5oecT2md7vqHf3Lwkp9G5QQnKUb658psb1ss2pkWu36dsmj7jY7dftYyWkW62FLAXCiPqUZCWkNhJIQ220tW7hZSy2FqJWnOTal6hR1Wu6X3TLUprU0y5xdPzrI6sOsy7p8Ov4cOMKTsWEqKZHeSStJaxhrCRSJ+uYN9tl0U9rpbTNiYck36Lco4cettzZWhyJISWx+Fx4KSX8BIz2nEgFsCH6dzrxqBTfW3XcJg6guhcb0va0pKFB5SUd65PAnPqCQTkk7doJJVkrjxSlXHP1b7Iirlvsi4t6cVpZix9NIctb8bS8cS7q+s5XOvEhO9x1wnlRSlZIzz97z4p3dIwcSFH2HFGtsNcKLtfeU9IcUp195X4nXFEqWs/UqJP60CS8p5e0eAcV9K6VoF0/SrE/vPl/LZy8uR5cjmN4MYpO3HHmpE+eKSy120/U15SgK6SjSKXyxLgPsRQVKxS1KyaEvkkUxBCjmkEY5r6r/AJUgqJqVRGIUc0Fzz+QomcmhrOT+VAQCoZP/ADpbScnJHBpOMq4o6EgY+nioiM8rO0/+VN14yM+1OFAckH86bOe/HmnsD7CM/WvV8wflXqHIlEMD75zRkEADjmopu6xyQN4/enzUtlfIWDn60lov2j5vnzRE+aaocbA3bx5r6u4RWh946B7eaPYWiQT7HzRUe+BzValaytUNJ3vA4+tQFw6tWyKSGiCRVUs0Id2WxwZMn3UagwMAYp6hYSBkiufbj1vuHKYLJx7HxVef6saskK9L+wfLNZJdV0+P1s24+lanJ6UdTB5Gcb0/vSH7pb4Y3S5rLQH9ShXLA6i6uVn/AG8jNRc+7Xm7rLk64vuE+284rPPruGK8qs1Q6Fnk+WkdTPdRNIxMhy9McHwDmmTnVbRmfTdEn8hXLSI60HhRPzJp/GTz6s8Vgn1/IvuxRvx/6dx/7pM6XZ6n6Qd4TcDn/wCU1U+olttupXI2tNGXBDeobYkbUZ2fGMg7u0T7LB5Qr2PHAORlMRztkEe9Tlvuj7XpQsge3NYNT1rJqMbxZIJpmzD0DFikpwm7LBf+ndq6vyk69iNzrXqF+ImDqSLCQhp+9wQQco3YSJDakNKKCU91KNu5JCaxDVDE+3aJV0611cFXKHJua29K6pcaksMWZlp4JkKKg2p0skbSuKASheCnByFbpa9SzGFAhw5HvUpcX7XqeBNt16hsyWLlsMpDjSVhxaSCl3Cgdrg2p9Ywo4wSQTnj49VPG1u5r9S7N0ncnsZVOknW/TcqEjp91PDZnx44lOPuTmnJW15hKlyWpCtyV9xspLsd8KSrJS4jIOA/Z1xkTr5H05pycuy2BtKGJawg26Rbnu4ptceUgyEMMr2KCo0kPwwrf62DgBGmv4d9EWCBcnIEOJfnrnK/22JfIyH0S4Ctm9lDyNj0Z9JClpebVkk7VADkstOw7x0BShvQb8p+A3J3G2yCYd1YcdcQ2lMZ5JKJqFKcQlI9DnP4MBShfHUYot+E7b9H/wA0cnLpM+H764G1xgRXp0KE+0pM+M0pVuYeQtmW0BjaqKpL3eQ3kqIMGVNaPkR0+KgbvYXbg9PhtdqbLddDUpEhh1UoNkAlTr1uDU5wk4/3q3nx5NTE3qRpjqt1JhWYu3HS7IS4m7wXbdA+BvKQFAvKjPJLSJSXCUFQbUpaRncgirlq7puLdpeXdNLT5moGbcwO1ZGGVKdCSoDczCnInsuqSDuKWXI/CVFIHitcc0bjCTpv0ZkcU+UQVm1JCiTW7nL1bbrNc5l3jy5zUCYIxZbM6Y66kIekxnFoCHWiAth3I2gt5TROozwuGvY+qY97tWprexadPq3xPgoRdVHuYXJaQ2XQAe0D+Ig7VYyQCaa6e0v1BvGl4cy32i6uty2kupQ9FmMbErGRlmLdnEII+RjJ/KqpAj6hn6qnaNhNtu3y2/7/AARAuBejHOCVpMIkDOOSseRzVkYQ3NxZG5UMZxaS/CgONW6cmM0zHQp96xtPqS0kJQpSELnuFwADJQ2FHHzpzcW7s7LRIvUva7vSqH8Qh1aiDgAIXc+3tIycGNBUf6c1Oaut+vtI6cF31RaL/FhyJSYKX4tvuchsvlBUErS5cmmx6QTlTOPNXPRH8Pusb+qPBl3WHp9uSQh5S30padBHBcj25EdRJ4wHJK/r70MuSEFy0rE2u+TMDGTEuDhJl/azzbgeBckPz3mgcHJOJZTt3ZBTBbI8kjg6X05tt2kXiFpKFFZaucxhS2YhfQlKGE8KcUpsdthI3JO1kOKUHFetSk5qk9PdSdGNFxr5bus99h3G42G4rifYltiuMQlLQeR8OG2i6tKwoFx7d+Z80/6v9VdZdUbzGvOhbA3oyVpizRpTDAuAYem22QyQxL9AS0EstrwfWSkPAYO1eMGbFPLJxSpL1fYKpdjd+qN40JobQKrA3q953VGnnftZ523sJKIqyUpbWoAHZsUs43FRVvO7aSgDGrl1W1detR2+bqdi42JOq7dcFW+fcVBpiSyq3vtodS6cbVfEJRt2Y2gpSnGPWwtNu0h07u+muorTtvv41Fa1MToDNzku94qZQhxbbRSlx1Eh0K3dw7E7X0DBS2up6Lo2ZcYMeBq2A4mE3cXrrbtLPyFSDHlPAbnZjvCh4B7CNhXgZCRlVY6x4mk+X+/whlB932JBz4DV8teutXNOSIMxuIw22tkIn6vlsNoSS4kf+zh1KlqcKU78jIUvOde0zZ5SFLv18Wly5ykBvCUgIjsgkpZQPZIyf1P61HaZ0S1Hmf4iu/8AtFyUhLaXFgfctgYCEJA2oSBwEpASAPc5Jtq3Etp5PjwK9f0Xo7wv7VqF5vRe39zFqNRv/pw7CJjvbbIB5NNYqNx3keKS4VSHM+xNOkpDaQkV6RcyMnY8TmhKyTycgUShrI5prFBk4FCUeTilrPpxQjjNFEELIxg0M0tZz7UI+TUIfFHAoR8UpR54PFIJyalCH1AJVnFGAwMUNtJxnPvRD4qIghfP7UB3xj60ZXg8/wD8oDlFojEbvoa9Sea9Q5Fo53Y1e5wSs8VLRdZOJSPvD+9Z2wscCpWMtJxmvFR6lmie3l07DJdi9L1y6G+F/wB6grjq+4yVFLJVg+Kj0IbPG0UVLDefajPquaSoEem4YO6I6Q5cZhPdeWM+2aCIBzlQJqcDCT7UlbIT4H6VinmnkdyZrhjjDhIh/hAPCRgfSvCD5IT+1SyWN3FETHScjHik7ll0yMbh8eKMmKcYxT8NBPAGMCloQkDJTQoujPaiOTEUDjFOm42MZp2Gk7dxxXxohxW0ckUyig+LYRiOOABUrCgbgFYPNNmkJRjNTVvdbAwcUHiRPFaXA4jxNifFPG2nE42jg0tl1s4pygJJHiqXgoK1FD+2vvskFKjkVao7luu8dMW+22POYCgoJebCsEHIIz4IIBzVegdoAeAamI620Dg+TWfLp7Qss29Uyh9Qf4WtBaxTGl2G5y7e9DabjsRpLyn2GmElRLbYUdzfK1qGDjconHNZ/rfoVb9PSbpb9Q3mbcbJdri5LtsA3d+1NQkk/dtNEpkNFSS5hO9WMJ5I5B6MbfQnHrFPGpz7OS0+VIUMKTuPI9xVUM+owuk7Xz/Jzp6XDN9qOUE33rjp66363aYegSrBaW1KsSJSYsidJa77bUZt1DSm1pK0rSQstpB8gYNNLZq7qtodEnqb1Zv1wgquZTETElWx2aqGpTiw222FSGwGyGTg7iBtAxxkdD6i0bbbrNgyrXeZdidt/aDCYrMdTaUtnKEfetLPbBA+7BCfSOOKqM7pJIiwnYsrUtrctcgNkQXbHblRkrbUspUhrsBCVZdX6gkHn6VqxavFKNZFGN1fe/4MWXRODtWZ1rrXl21d8X0quuu7oJL0WZdbY9ZbSmI2+WGXVspfK3SvCwkFSEFQG4ZJIwIXohrG4dUm3rX1Hut0vrUeO66iN9pPshS4yC8Gw3GQkbVpbW2VLdGd/AyAa0aTbNKtqW1qDqzfDJQXtjUKNB7rQcTtWhtSWg62kgYKU/pQ9EdOOmlsguN6V0TqS9MvPKDra0PrjOHGCpTbmEk4PmtniYlj2wVv0pX+xjcVu3XwVi6q6J2jTmrdA6TiyJj7U+bEUw3DM0KAW3Jjr+Lbx3o3xEUNpWspWG5iwc43KsMHp/rvUR0lckdjSjulYUu0C5y2o7bkmA/nbGVHSgo2JDj4SDv3Bw5XwK1+xdP71DaQm3WG0adYjNhlpRw68hr5JIB4z7E07mabgRnEqlS37lI5BW8r08+cI8Y+hyKuWj12q5jHZH3l/BTl1WHErbv8Cv6W0habM87I0nFMq5uNpakX6YkF0hKdv3QxhBxkE4K/mQfVVpsunmre4lZBcdOSpavJJJJP5k8k+SeSSeanLDCSlghSNqR7YxxTiS4y0olAya7vTOi4NEvFn5p+7/b2Mc9ZLLd9gzjyWmxjHjxTBTi314TXwF15ZJ5py22lscDn512uZGU822Gx45pRPua+KJxmhlWRzmrEqBZ9Ks5oale58V7nOc0NSweMZFGrCfFL3cihkjnNKUckmhFWfFSiCVK9qQrxSlc0NXnzgColwQQqvgGfevH86I0gHmpTFXcIhISmvh8Uo42+aQrOODTUFg1/TFAc84zRj86bvKwCSMHFChRGD869Qd5/qr1SiHJAWQrinbErHGai1On3PivJeKec185o+hplmYmA45p0iXznNVliUfnT1mVkAZoqN8DWWNiRn3oylbjwM1ExHuQakkLyOFU6gUTbscpTX0Z+WKGHMgADivoUARk0WkBNi8E+AAa+pQokJx7V9QCTz5ow4FTaNv8AcazHO02c8U3gSEqcznmg3uR22TnzTGyyO44STQqmPF3FssjsnaoDPinDE7BGDVcnzS26ADxT2M+C0FkjxUTthXCLVHn+PVT5u6oTgFXNU9q4pTxn8q+ruwH8/NWpWDhsvrN4SgA9wU7GpUJHqcHFZmLyvZncQMUGRc35CAQ4UpJwTWfLjbflGUUnyaS/rhlo7d278q9D6gDucKOPfNUa0v25A+8O9XuSc1aLaLK9jclCc1nfT8veyxzxR7qyXf1emQTsWP3osqYzc7cWZLTD6UYW2l9pLiUqHg4UCP7V9RYrEtPcZU0FH2IpncYAtjfxEZ4ONDPcSP5frVL0mWLuXoK82HItqNB6X3TTV5jPxVadtMK5QcBzsRW2w6g+FjA454I/L51oJfbQnO5IA+tcvWHUrtm1MxcmHShvf23R7KbPkf8An+grdsXB9GFbsEce1e46XrFlw8rzI8d1XSvS5qXZ8oeXu+JQCyyfpUNb2PjH+88SoZ4FOW7A8+4Fvk4Hz5qYZtyIyNiQE4rfU8krfY5Dx7nchBdLbfab4GKD2C4QpWcU6WhI48n60gnHv4rQoe4912PiUhIwBxXsgcA0kq9xSc8GnpIApSsDGaGTXirNJIBHNRBXJ8UeaErzSlHmkE80wwlR/tQyflSlHz8qH75qAs8ceSfHNDUR70pRPgUgjHt5qURsT5PApy0jHg+1BabJ9XsKcgkJI44qAQhXv/ehlRxz4pSuST86GT7fOoBsQrjk0zlrGDinS1bRUdKUVHHFQC5A7z8z+9epGR869UtBORnASMigglJz496cL8UA/iFfOvU94m0GQ5yOeadML5AJqOBOactKOU81aixSJ+Ks8c1JsO5xzUJFUcJOafsqUFeahTJ2S6XOQPFe7uVYBpqFK+fsaSFK3DmiSLJZlYCd3yPvSnHeAfamaFqCTzQ3FqwOfagCyMvzxX6QabWsllO8nFAvC1938RpLa1BjIPtS+pcpVELcZgU7kGn8WbhkA+AKrDriy6MqPkVIIWr4fz7UqBKXFEi/NA5Sr3815uUCdylcDmoFLiyTlRNELjmMbzjFNGTRFJkq9cNywy2fxGp6MWzE7SiDkVRWFK+MSc1Z4zi9uNxxWzDFVuZmz5WnwCEkx5BRkjB+dTkC6kFPqOaqE1a/ileo+afwlr9PqPNGUbZojkco8miRb4UoBKz+lIXf3GXt4dUpJ4IPgiquh1wJGFGgyHHNh9RqicOCuKVj+6upS8t1vgK54/5V1bpZ9M3TlrmqSNz8Jlw/mUA1x9JWsxEqKjk4Ga680193pq1No4SmEwkD5Dtiut0Beef4I4/WZuUIX6X+xM7sfUZoDzmMgGvi1Hb59qauqVk816bsefPpV7qNJUqg5Jzk0kKVt8mlsAVR5PzpO760JalZ4NB3q+fvRQLY4UsDxXwqwMZpupSsefnSFKUTjPtRIuEHKxg5pBUPFBJOPNJKjjzUDdhVL9hQlEEgHIFC3K8Zoa1HOc+1Qgcq/wBVeBCiMmmu9WfNfN6goYNQKJNBSE/lXxake3vUcp90DhX9hTF+fLSDh4+PkKgCbK0pOCeaE44n2NVV+6T0g4kqHPyFRcm+XUeJix+g/wClQXcXOQ6kDk1HvOp8+azyfqC8gn/tBzx9P+lV+dqO+JBIuTv9qWUq4H7Gt95H9f8AavVh/wDie/8A/wATd/t/0r1LYD//2Q==" 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