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	<title>HTDBouw &#187; Cryptocurrency service</title>
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		<title>Electricity Needed To Mine Bitcoin Is More Than Used By &#8216;entire Countries&#8217;</title>
		<link>http://htdbouw.nl/cryptocurrency-service/electricity-needed-to-mine-bitcoin-is-more-than/</link>
		<comments>http://htdbouw.nl/cryptocurrency-service/electricity-needed-to-mine-bitcoin-is-more-than/#comments</comments>
		<pubDate>Wed, 09 Jun 2021 13:26:17 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

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		<description><![CDATA[<p>Content Pooling Resources For Bitcoin Mining Learn More About Security How Is Cryptocurrency Taxed? Here&#8217;s What You Need To Know However, bitcoin mining poses a number of security risks that you need to know. That’s a lot of carbon pollution for a service that benefits a relatively tiny number of miners, traders, and cryptocurrency investors. And it’s a potential liability&#160;<a href="http://htdbouw.nl/cryptocurrency-service/electricity-needed-to-mine-bitcoin-is-more-than/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/cryptocurrency-service/electricity-needed-to-mine-bitcoin-is-more-than/">Electricity Needed To Mine Bitcoin Is More Than Used By &#8216;entire Countries&#8217;</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Pooling Resources For Bitcoin Mining</a></li>
<li><a href="#toc-1">Learn More About Security</a></li>
<li><a href="#toc-2">How Is Cryptocurrency Taxed? Here&#8217;s What You Need To Know</a></li>
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<p>However, bitcoin mining poses a number of security risks that you need to know. That’s a lot of carbon pollution for a service that benefits a relatively tiny number of miners, traders, and cryptocurrency investors. And it’s a potential liability for companies like Square, or Elon Musk’s Tesla, that purport to be climate-friendly but own a significant volume of Bitcoin.</p>
<p>The breakthroughs and innovations that we uncover lead to new ways of thinking, new connections, and new industries. Current trends say generating new bitcoins will use all the power in the world by 2020. 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. Bitcoin successfully halved its mining reward—from 12.5 to 6.25—for the third time on May 11th, 2020.</p>
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" width="304px%" alt="Bitcoins Mathematical Problem 2020"/></p>
<p>However, those who have a Coinbase digital currency account can arrange to view those balances on Fidelity.com. Although bitcoin futures are now available for trading on the CBOE and CME, Fidelity does not currently have any plans to offer bitcoin futures trading for its retail brokerage customers. They are stored in digital wallets—essentially electronic vaults—which can have public electronic addresses associated with them. But they aren&#8217;t necessarily linked to names, home or business addresses, or other personally identifying information. What’s more, you don&#8217;t need to give your real name or other personal information to make direct transactions on the bitcoin blockchain; only the digital addresses of the bitcoin wallets identify the buyer and seller.</p>
<h2 id="toc-0">Pooling Resources For Bitcoin Mining</h2>
<p>The bitcoin will be valued based on its price on the day it was mined. If a bitcoin is later sold at a higher price, the miner will need to pay capital gains tax on the difference. In a worst case scenario, a big miner outflow combined with a possible BTC price drop, could give a malicious actor an opportunity to <a href="https://www.youtube.com/results?search_query=cryptocurrency+trading">cryptocurrency trading</a> try to attack and take over the Bitcoin network. This is very unlikely, and it hasn&#8217;t ever been done in Bitcoin&#8217;s history, but it is possible. And even the increased possibility of this happening could negatively affect Bitcoin&#8217;s price. The total number of bitcoins that will ever be mined is capped at 21 million.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px%" alt="Bitcoins Mathematical Problem 2020"/></p>
<p>Bitcoin is designed to adjust the difficulty required to mine one block every 14 days . The overarching goal is to maintain the time required to mine one bitcoin to 10 minutes. Since Bitcoin has been around since 2009, its mining difficulty is currently extremely high, which is why resource-intensive, powerful hardware is necessary to mine it.</p>
<p>Approximations of the grid mix and energy use allow them to arrive at estimates. Anyone thinking about entering this line of work needs to know that long gone are the days where one could just mine bitcoin with a desktop PC or even an old laptop. These days, any profitable bitcoin mining is done via computer systems tailored exclusively for the task, professionally called application-specific integrated circuit miners. The best way to stay on top of the difficulty curve and maximize the odds of achieving profitability is by acquiring the latest, most efficient mining hardware at a fair price. This system puts a premium on cheap energy, which is why El Salvador is exploring tapping into the country&#8217;s volcanos to utilize inexpensive geothermal energy for bitcoin mining. It&#8217;s also why China, the largest energy market in the world, has dominated the mining industry for years.</p>
<p>The U.S. has dollars, Europe has Euros and the internet has bitcoins. The fact that bitcoin is digital isn’t all that interesting – because, in reality, an estimated 92% of all money is digital.</p>
<p>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. Ongoing development &#8211; Bitcoin software is still in beta with many incomplete features in active development. New tools, features, and services are being developed to make Bitcoin more secure and accessible to the masses. There are a growing number of businesses and individuals using Bitcoin. This includes brick-and-mortar businesses like restaurants, apartments, and law firms, as well as popular online services such as Namecheap and Overstock.com. While Bitcoin remains a relatively new phenomenon, it is growing fast.</p>
<h2 id="toc-1">Learn More About Security</h2>
<p>This would require a huge amount of computing power and is next to impossible. With this method, blockchain is non-hackable and prevents data modification. Bitcoin is the first decentralized digital currency that allows peer-to-peer transfers without any intermediaries such as banks, governments, agents or brokers, using the underlying technology of blockchain. For many, the advantages of bitcoin are fast, anonymous, transparent, and low-cost transactions. But the infrastructure and adoption by businesses to support these transactions is still in the very early stages.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px%" alt="Bitcoins Mathematical Problem 2020"/></p>
<p>If you receive 6.25 coins and the price of Bitcoin is $5,000, your mining operation will likely be unprofitable. If the price is $12,000 a coin, your mining operation may operate at healthy profitability. Eventually, computers and chips were created for the sole purpose of mining Bitcoin. Today, it requires efficient hardware – those with strong computing abilities and energy efficiency.</p>
<h2 id="toc-2">How Is Cryptocurrency Taxed? Here&#8217;s What You Need To Know</h2>
<p>When that happens, miners typically switch to mining other, more profitable cryptocurrencies (different mining hardware isn&#8217;t equally good at mining all coins, adding a layer of complexity to the issue). This can potentially make the Bitcoin network less resilient to attacks; if many miners leave at once, it may give a single, large mining pool a bigger influence over the network.</p>
<p>Alternatively, they could hark back to an earlier version of the blockchain that was in place before a theft; this is how the Ethereum chain partly undid some skulduggery involving the DAO venture capital fund. Unlike fiat currencies like the dollar, there is no central bank that manages the supply of bitcoin or its inflation rate. Instead, this is maintained thanks to a rule written into bitcoin&#8217;s code by pseudonymous inventor Satoshi Nakamoto. Bitcoin faces a key technical event Monday known as the &#8220;halving.&#8221; Due to take place later in the day, industry insiders are debating what effect it might have on the cryptocurrency market. We have developed some intuition about the deep mathematical relationship that exists between public and private keys.</p>
<ul>
<li>Bitcoin transactions are irreversible and immune to fraudulent chargebacks.</li>
<li>The relation between bitcoin&#8217;s price and local energy costs are crucial to getting the economics right for miners.</li>
<li>There are lots of miners trying to solve these math problems—all at the same time.</li>
</ul>
<p>Payments are made from a wallet application, either on your computer or smartphone, by entering the recipient&#8217;s address, the payment amount, and pressing send. To make it easier to enter a recipient&#8217;s address, many wallets can obtain the address by scanning a QR code or touching two phones together with NFC technology.</p>
<p>The block reward is designed to “halve” for every 2,016 blocks mined. With Bitcoin, miners attempt to find Bitcoin through solving complex mathematical problems. It is a ledger that is publicly distributed and records every Bitcoin transaction. &#8220;As the block reward for miners <a href="https://www.youtube.com/results?search_query=cryptocurrency+wallet">Cryptocurrency wallet</a> decreases, there will be a time lag as miners reposition towards market equilibrium.&#8221; Currently, ethereum’s mining works similarly to bitcoin where the most powerful computers have an edge in getting the most bitcoin as computers compete to complete a transaction first.</p>
<p>In addition, consumers who use bitcoin for financial transactions, or to purchase or sell goods, may also be charged fees. Bitcoin transactions are recorded in a digital ledger called a blockchain. Bitcoin miners update the ledger by downloading a special piece of software that allows them to verify and collect new transactions.</p>
<p>Another, proof of stake, trades computational work for prior value. “You just kind of let people create blocks in proportion to the currency they hold, so the big currency holders make most of the blocks,” says Bonneau. In other words, instead of making mining computationally expensive, you just make it expensive. “It would possibly drive the power consumption down to almost zero, but we haven’t really—” he pauses here “—there’s a couple of research teams working on this,” Bonneau finishes.</p>
<h2 id="toc-4">What Are Some Bitcoin Privacy Tips?</h2>
<p>The more such issues are discovered, the more Bitcoin is gaining maturity. Transactions can be processed without fees, but trying to send <a href="https://www.youtube.com/results?search_query=the+best+crypto+exchange">the best crypto exchange</a> free transactions can require waiting days or weeks. Although fees may increase over time, normal fees currently only cost a tiny amount.</p>
<p>It will therefore corrupt the chain after it—the blocks ahead of block B will all get delinked, because the previous hash value of block C will not remain valid. No law requires companies or individuals to accept <a href="https://bitcoin-mining.biz/bitcoin-founder-may-have-just-moved-nearly-400-000/">Bitcoin Founder May Have Just Moved Nearly 400000 In Untouched Cryptocurrency</a> bitcoin as a form of payment. Instead, bitcoin use is limited to businesses and individuals that are willing to accept bitcoins. Retail brokerage customers cannot buy or sell any cryptocurrencies at Fidelity.</p>
<p>The last Bitcoin halving resulted in a massive price increase, but history does not always repeat. The very short version is that there probably won&#8217;t be any major changes to how the Bitcoin network works. I graduated from Harvard in 1973, have been a journalist for 45 years, and was editor of Forbes magazine from 1999 to 2010. In October Google sent a shiver through the cryptography world by announcing “quantum supremacy.” An experimental quantum device, the company said, did in 200 seconds what would have taken a conventional computer 10,000 years. That’s debatable; some researchers at IBM claimed that Google overstated the time difference by six orders of magnitude. Fermat, the French mathematician, conjectured a simple fact about exponents of numbers that looked true but couldn’t be proved. One way to do that, in the scheme named RSA that is still widely used to secure sensitive data, involves exponentiation and modular arithmetic.</p>
<p>The post <a href="http://htdbouw.nl/cryptocurrency-service/electricity-needed-to-mine-bitcoin-is-more-than/">Electricity Needed To Mine Bitcoin Is More Than Used By &#8216;entire Countries&#8217;</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<title>Online Account</title>
		<link>http://htdbouw.nl/cryptocurrency-service/online-account/</link>
		<comments>http://htdbouw.nl/cryptocurrency-service/online-account/#comments</comments>
		<pubDate>Wed, 17 Feb 2021 08:08:04 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=4426</guid>
		<description><![CDATA[<p>Log in or scroll down to learn about the benefits of managing your account online. Get more out of Card&#160;Membership through your&#160;Online Account Already have an Online Account? Choose to pay from up to 9 different bank accounts and schedule payments, even on the day it’s due (until 8pm MST). Log in or scroll down to learn about the benefits&#160;<a href="http://htdbouw.nl/cryptocurrency-service/online-account/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/cryptocurrency-service/online-account/">Online Account</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
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" width="608px" alt="amxonline"/></p>
<p>
<p>Log in or scroll down to  learn about the benefits of managing your account online.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/gYrqM5GV0dA' frameborder='0' alt='amxonline' allowfullscreen></iframe></div>
</p>
<p>
<h2>Get more out of Card&nbsp;Membership through your&nbsp;Online Account</h2>
</p>
<p>
<ol>
<li>Already have an Online Account?</li>
<li>Choose to pay from up to 9 different bank accounts and schedule payments, even on the day it’s due (until 8pm MST).</li>
<li>Log in or scroll down to learn about the benefits of managing your account online.</li>
<li>Enjoy the convenience and flexibility of online payments.</li>
<li>Quickly request a replacement Card online, and check the status of a request.</li>
</ol>
<p>
<p>Enjoy the convenience and flexibility of online payments. Choose to pay from up to 9 different  bank accounts and schedule payments, even on the day it’s due (until 8pm MST). Quickly request a replacement Card online, and check <a href="https://cryptolisting.org/coin/amx/followers">amxonline</a> the status of a request. Already have an Online Account?</p>
</p>
<p><img 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" width="607px" alt="amxonline"/></p>
<p>
<div style='text-align:center'><iframe width='563' height='317' src='https://www.youtube.com/embed/trKauwECMGk' frameborder='0' alt='amxonline' allowfullscreen></iframe></div></p>
<p>The post <a href="http://htdbouw.nl/cryptocurrency-service/online-account/">Online Account</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>The Real Cost Of Mining Ethereum</title>
		<link>http://htdbouw.nl/cryptocurrency-service/the-real-cost-of-mining-ethereum/</link>
		<comments>http://htdbouw.nl/cryptocurrency-service/the-real-cost-of-mining-ethereum/#comments</comments>
		<pubDate>Wed, 09 Sep 2020 13:40:13 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2375</guid>
		<description><![CDATA[<p>Content Cryptomining Costs Why Do Nfts Use So Much Energy? Why Dont Rising House Prices Count Towards Inflation? Crypto Mining Stocks To Buy Now To Gain Exposure To Cryptocurrencies New rules and policies — like setting deadlines to ramp up clean energy or placing a carbon tax on bitcoin mining — could eventually minimize bitcoin’s toll on the climate. But&#160;<a href="http://htdbouw.nl/cryptocurrency-service/the-real-cost-of-mining-ethereum/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/cryptocurrency-service/the-real-cost-of-mining-ethereum/">The Real Cost Of Mining Ethereum</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Cryptomining Costs</a></li>
<li><a href="#toc-1">Why Do Nfts Use So Much Energy?</a></li>
<li><a href="#toc-2">Why Dont Rising House Prices Count Towards Inflation?</a></li>
<li><a href="#toc-4">Crypto Mining Stocks To Buy Now To Gain Exposure To Cryptocurrencies</a></li>
</ul>
</div>
<p>New rules and policies — like setting deadlines to ramp up clean energy or placing a carbon tax on bitcoin mining — could eventually minimize bitcoin’s toll on the climate. But without a coordinated global effort to tackle climate change, miners could move around to evade regulations on bitcoin and its energy use. Bitcoin was created to eliminate the need for a third party, like a bank, to oversee financial transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px%" alt="The Hidden Costs Of Bitcoin Mining 2021"/></p>
<p>Passionate about driving product growth, Shivam has managed key AI and IOT based products across different business functions. He has 6+ years of product experience with a Masters in Marketing and Business Analytics. In proof of work, a predefined condition is adjusted for every 2,016 blocks, which is approximately every 14 days. <a href="https://www.google.com/search?ei=FRj7X_WJJ-2PwPAPk-CvoAc&#038;q=cryptocurrency+is&#038;oq">cryptocurrency is</a> The average time to mine a block is 10 minutes, and to keep the time frame for block generation within 10 minutes, the target keeps adjusting itself. To generate the hash, Bitcoin miners use the SHA-256 hashing algorithm and define the hash value. If it is less than the defined condition , then the puzzle is deemed to be solved.</p>
<p>All the miners are completing amongst themselves to mine a particular transaction; the miner who first solves the puzzle gets the reward. Miners are the network participants who have the necessary hardware and computing power to validate the transactions.</p>
<h2 id="toc-0">Cryptomining Costs</h2>
<p>The South China Morning Post, however, mentions the use of bitcoin by Hong Kong workers to transfer money home. <a href="https://bitcoin-mining.biz/should-i-buy-bitcoin/">Should I Buy Bitcoin</a> A hardware wallet peripheral which processes bitcoin payments without exposing any credentials to the computer.</p>
<p>But crews have learned to look, and listen, for other telltales, such as “fans that are exhausting out of the garage or a bedroom.” In any given week, the utility flushes out two to five suspected miners, Stoll says. They pay for permits and the often-substantial wiring upgrades, or they quit.</p>
<p>The Japanese exchange declared bankruptcy and Rahul lost every penny. Despite joining the subsequent class action lawsuit, he told me he still hasn’t seen any of his investment returned.</p>
<ul>
<li>To understand why NFTs consume so much energy, it’s important to understand how the blockchain works.</li>
<li>From money laundering and capital flight to its carbon footprint, Bitcoin is falling in the crosshairs of regulators.</li>
<li>In version 0.5 the client moved from the wxWidgets user interface toolkit to Qt, and the whole bundle was referred to as Bitcoin-Qt.</li>
<li>The U.S. Commodity Futures Trading Commission has issued four &#8220;Customer Advisories&#8221; for bitcoin and related investments.</li>
</ul>
<p>The overwhelming majority of bitcoin transactions take place on a cryptocurrency exchange, rather than being used in transactions with merchants. Delays processing payments through the blockchain of about ten minutes make bitcoin use very difficult in a retail setting. Prices are not usually quoted in units of bitcoin and many trades involve one, or sometimes two, conversions into conventional currencies. Merchants that do accept bitcoin payments may use payment service providers to perform the conversions. Computing power is often bundled together by a Mining pool to reduce variance in miner income. Individual mining rigs often have to wait for long periods to confirm a block of transactions and receive payment. In a pool, all participating miners get paid every time a participating server solves a block.</p>
<h2 id="toc-1">Why Do Nfts Use So Much Energy?</h2>
<p>The report also noted that “the number of active NFT wallets” dropped by 70%, perhaps signaling that participants may be questioning whether NFTs are actually valuable in the long term. Most NFT aficionados are aware of the space’s massive environmental toll and have turned toward carbon offsets as a short-term solution to ward off the excess emissions. This could mean donating part of the sale of an NFT to an environmental advocacy organization, calculating your carbon emissions using tools like Offsetra’s, or as simple <a href="google.com/search?ei=Ihz7X57lBK3rrgSA2KH4Dw&#038;q=Bitcoin&#038;oq">Bitcoin</a> as planting a tree. The more miners are involved, the more secure the blockchain is, and the more energy is consumed, Köhler continued. PetaPixel spoke with digital artist William Murphy (@wgm_v) and Susanne Köhler, who studies sustainable blockchain technology at Denmark’s Aalborg University, about the relationship between NFTs and the environment. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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N8Yx4/1rtWi3XVmE0/EuzVsLkcSJJYsRIayR3FOOEBSsk7Z8qtrQrU5vjko9MJ8vshRnaVIKEYyqZ3Ta5+7ZaLNbNSN3XUUu6Wx+c4+tIixFPFUBTiUKwtPgeXmIxgAjferXqHhZqO7BmRFscG04IXJQh5XZOL3/AC58AAQBv5b71kMaNNmXidG1Jr65otrYHyioshptx8n8wUlor5MfQ1ZZmgxNabkp1RKkuciy8h1lxxWeY8qUE4B7uM5x51OlCnHNOVbCfk2QrzqSkqsLVyae2Wumxd9CtytBcQrFrm7zrItuw3BmcIvzaedxLSgeXKSSCQPHFb+W348OHb1iXfbpovVzISrlSIVvXMbcOMnlcASMYxuQPGvOONo2dZLhBuNqjLmrYcS881cEoYaUAc8uxXzZ9cbVPDvxD8Y5mmIVmbtMGzMRW0sKfgOlKFtJ2CeYpWkDBwdt/StetC3g1GlJz/B6NpVv6kW68VT7f9v7o2Jf/ER0hKU43pvhbqmatp1DakyezjqQFBR51DvYSAk7nFR/r38Qfirb0qmaQ4X2Z2Dgn5p5910oAzkkJKcgAeOMetarXe6ocSqLN1PaLdFMn5lce3y0rU6c55XeQrWsZ3wcD0FdF/UnD5p1chTz7q3Ecjim23FFSem+Bj0qEKblPihTbXuQr3ShDhncRjLyx/smRn8R7jxeGX33VWCE02sBJjRBzKT5jvlVbx/CZxfv/GjhDD1pqp+Iq5SJclopjoDYDbbhQklOdicV5TnVWgYjgRA0xIkgrylCg20FHOQcd8k59RU3/D43qC+3prUOjdXWvRwgupT23zJWtR5sKQWwoJUM4yFDBqVa0qU1xSjj1LKGq21eXBSnxvyTx9+R6pBSSMg1xPSY0ZBckPoaSnclagkD65rzO4n8aeLlivkWPL+JGXfrc7N+WdFlgGOlL4IIjqKd0qUM8u++DURTNTatv0SbF1rfdRaqfD7sTs1yFIdYwUhXOVEgYwRjetXC7m1G4nKLag0+mWt/tk9Ybrxn4TWJZau3EjTkd0eLRuTSnAf8gUVfavjSfGvhZri7GxaV1rb7jP73Kw0o8ywkZUU5AyAAfDpXizJ0De4+oWlW2zTlQUcpS8+oJWVZycYO+/hU/fDZqJPCrjLaNfaviOR7ZDblB1tDgLmXWVI5uVRA8VAnHlWZpQlhMnb1KlWmpSjhvoer/vT3qO9D8feFHEC1zLtp/VkURraUCWuYTGSyVhXKCtzCT+VX5SfCrff/AIoeAWnZIhTeKFiekqUEJZhyPmlqJ8gGubeorfkWupCP1NL3JU96EgeJrWa+/iBcCLfBdm2E3rUAZKkrTBiYwpPl3ync+X0qF9Q/isQkyPl9L8HpbjaiAHZ1wCVJ+raEn/xipxpznHjS2KndUVUVHi+bsegOd8Zp71pxwG+N/V3FHitaOHN80Zbo7V3cfQJDCnEKZS2ytwKwSoLB5QPFPjW4vMN+6dqi1gvUk1k+venvVNulfJUkeVRyZPv3p71xrebbTzLISB5lWK4Y9ygSiUx5bLhCikhDgJBHltTJhPJ2venvVAUkZp3ayZK+9Peqd2ndoArx8aVQ8uaUB9ZPSqEEjHhVd6oQdqA8V/j9jszPiz15aUMOpkBEJ0KU5ll1KmG1YKf5hy7H1rXV29TIa0wdPLeQ+tQRzxwrtXV52Sjl9elbI/iPsS7b8Xmr3EAJE62W0oUPHeOAr/T9a1i01qbVmmNaW6doGIJN5h98NBgPJKfBQII7owcZ2Iz41s2tONWrGEs4b6bv2XVlFzOVOlKccZS6vC930RLln0R8QbVlVeLxE7RlxsKZi3FDUhz050qCin6HBq46J1HxIlvTLUvQulZsy3tBa44jmIt1GSCUcuU7HAxjzrYjg/r+3cULStMqAbRqOGkftC1rcCsZP942R+ZBz6EHY+Rrtan0XAt+p4GqYsZMZ9Ci06U+DiFd0g++D7V9Lh4V0xxjxcTz1bw/t0Plz8YajTqyjUUVjlhbffqay3PWGh5cl5jWvCV62PsoUteG0OJcAG/IUgEn0Bq23nSnADV1jXJ0VfntO35Ke0Yjz0OmHKOP7tSt+zPRWSOorYDifoe36gguFxgIeSNnE7EnyPtWpl+tTem7lIgTG5nZlfZZikJcQT4KSVbAef69a5jX/DctKj8ei24Z3zzXY6/w94jhq/8ATrJKpzXZlhlaR1TbbqzZ3bU61IkN9q0qPLbWytH8wcCuTHvV6jK4waUZROtMrUcZKV8hDPabHGcgJJCk+ua6yblHF8nRptxmxo7zEdthTKA4tpeFn8qtsEjBIqrL7umA88uS60644pTQYdUnmycj2wd65XnsdSZZbfiX40WhCIcvWKJoSQflrtHDmMdQ4nlq/wBt+Ji8B1T164Z6eurrxCi9ESWnSRvlPZkBJ9QKi1HEnWL0v5CK6u7vLBIhKiJlpA8+6sGs94WOaz1NNmuWzh3opi4QEBxyM8lyNJeb81I7Mcmx2PhuRtW1Q0+6u/loQcs9v88jSrahb2y46s1Feb/jJJg/GFwvuExpevuGN1Mlkp5Vuz3JAQR4YDnj9Kz1jj98Mer2Cym7T9OvOnJcLJQUbY2CFHPuMVEd51zbYKjF1/wXSnGylIIcA9RzDf7VZkSvhovim37ppyVa0OO8hKUuIIURnH7sq8uoFYubCvavFaDj5vkStr6lcpOjNSXkyYL5w74f6yYDug/iOvMhby+VyPJuTKS2k+BSlSWyT5Yz4eddnSfAprRDki4DWerX1Xfsoc9xlpuWWGQsKLsdbThKycZ5FJA6589c9ccMtGR32Lhwm1VGvUKSSF292X8vNiK+q8JWk+RGFdR51iTU/iBp64uWyBI1LElxU9otloKdLaD4KOPLbx/StGpBVI8LNvpjuejyWuBVt0nftO6cs7ca5wYjjkK73pkMTpEzlKmnFkhJUAojxwnAA8MkwTZbLr2+vGfcNSXR1NuKkhcRplDJWpsoylbZVuAs9fOtfLV8RfGWxhoxddOSwDyhEk9pyEeSkuZwfWpF0/8AG1xghpS3cLNZbwgDB5GgFn17hH9Krha0VJzkk5d2k3+2xhrbhTaXZNpfgy272rh7ZiiPqnU7ZCeYrZuV4dGColSiUNqbOcqPWrdJ1/wStBS7FvkF3sUp7MQrb2pRyjCQFqBJ2H81dn/7Z2h7msPcROB0OS6oYWpxlK8jPiErSr/Sukzr34TdTzHJj1tiWhx5wr7CRZQlhKT/AAfuXAcf4kpCthvW3xSj9Dx6FLt6UucU/Xcyy16ijXm1sXOzftKQxOADSUqcDjqynmSkIbQRzco8Ccjbwq9uWCNHU67qt1Nsc5gppDsZXaqQUJUCrtVJ5TlZGN8cprvcL+IWi9K3eOvRGoNCXO2sZVFhXOU9HZYdCAhKklSVq2SABk5x5+dc+ttKPcZXId7uWmJFxvERtbOIt1ifJOBS1Oc55HefGV4/KDgDIrzKlK6rPhVThXdb+nM2o8FNZUeJ9uS+5iybnoiA1EfmX5S+Z2St9tpbbaewRz9nslKlp3SnKgrxJFWe4cR9IPsXF/R9pW7Jat6mmFJaekJTIWtPKsh5SgTyheCBtUiw+Cl2t0NPyunLJGWWA0uOhpDxSM5KeZ/OTnO4xmsS1M7fdLIkW/8A9G+srl2WFvJt8Hma2G2OVXhjoKU9PhCXFVqznvnd4XphFdWrcTg4QjCOc9G392YFYrbxEvhj3m8SpiLQX0peHzaIzixnB5UZC8bjJA8M1zSILNvvCnbVpM3fnZUlSrtMEhCVFeUqHLzeCdsH186xu98apsF91uNwmurDzKCtSbg06laE+qQjIFTHoiwax4iQLI/Y2Y7Eu+OJjNNLXyJQssdsVFKG3FJRgkAgqOcbCvZuNT4WmkorsuR41HQ6UYf1XKb7vd+xh9zs0m/2lNoY05AtqS4h1x6PDbDpKehAGAema7twjXl6Qyq9TIZjRmnGWo7gbbbCXBgkgb83hgg7Vm+uo+muCFxNr4gMplz5i1rjdrLkvDswhCVpCUhoY5ys4WjwUB5Vjtu1gmNbYL+muG8gGIudcEyjBQylaXVvhpIeUFH8q0YGdgkAda8WWqX1SP8ARoTks7N4SfvuenHTtPpPM5RTxhrm/dIxyLpO2hh+32a0R5EhxlS+0REdfebb2BWhZJCMEjvYGObrXal3WFHgot8p+JGDSQhtv5ttvkOMfkbPabnGe7mua7al4i6vttwZukKDb4kqMYSu3n9o4kFxtZHKnJx3PIedWfTejIFjei3UTbjcbuw6FtNQ4P8AZAM47y3i2onlz4I2OPGvUtVVrQlU1GXDJcop8T+5515VlbVI0tMpZi+cmuFL0W2StgnZXJg2uVMvSnCl5yJFhuvtIKTsrv8AKQQSRk+GTVxuup9UWO0i6yNN3GPD7VLPbLDLHO4rwG4WTnf6dautw0/qS8qTJSZdrHZqZccalhrtW1L5ikhKf5jnINdC+HTTMX5XV2sbNHbZAUWnnw7y4GxCFKPTxAFWJ0E18rafPL/wYdC/mmlNRa5YSx/f9zpXRziBFW3FXZrS9JeYckBgzjNdCEAFRUgrKAd9hy+1YqbtxGkKXIEWdFYbHaOKZiJjpQnHicJGBisnh8QOGxWmLp6832+OrBCWLJb3lBeBk45EgYGBneuZ+6ap1ZATLsnBm7TIsloKbm3m4NRv3R2C8FRXjHljNZnqVtapqcYJ92R/4W6u5JutNrsjMOEN70zZX4114j6NXqVMnKh2ksPfJJSrKVdmVd/nB3G5BHh5VaeIOo7ffLtDZ4S6H07bJbUtb0oxWeUpjFQU0rsFkkKQcgqBGduu1yTpS+Q9H6t1Hc9YxYaNGmIzLYg21T3bLfOEIS66tHeSNyQg+PnWHtWac9HZvC4VyVHuAQTKlXJDCQ2tQALoYAWBuDjOcVXB1rhKrT5S65wv7EqjsbPFF8480ll8+uzwc0GxXzT0SdEiXeHZW3JS1fONlDbj7AI/Mg7Iz5gdTvVhn6Ns15u/7XGpjMkkBPZ22GpxGEjA/ICPKsyjactf9oFvvWm0ux21lJt0BU95awM4Sp8lfnuQatsVtM20MKvuobs3dJCwl2MpwMtx2+bclKiM93fH2q2NGWGpVEvuyp3kOJSp0W+bTzg7ug1X7hnq+Dr20S5cK720rcjPT32WUpK0lJw0skkcqiN0GtteE3xxa2uE2RadVaaa1VIW0n5FrTsZYfUrPeU8pYSgJwRulIrS+Vw+Q/2iXtUJEV1Sw27GivPvJSD3SoYSlJPooipI0TqzVNlhRnLDBbgy4EduC04uOMOtoABcWk7lShknfANQqQpx3jLif2Ny2q3lxL5oKEfuzZ3iD8XvH3TaC7F4CJs0RS+VuZdpfOlQzjZKeXPn571COpPjH4+aoTeYc7VkXR0WG+tpqVFjoAe2UEYUUlYyeU7HzxWFcR9R3nX0Ru2aw4iqixu0StyNHdCQpKAORGNykAjIx51hseXw3020puF2814hAVyIPIVJGObCsDPqB41TJptNLGPc2Y0JpSUpt59semC0cS+I/FB6fGiXTihqK6PutpecdFxeUlXNuMjOBt5YqRfho11+y+OWlbldbtKjWmPLCp0l4qDaAG1DKleYKseNYHceJlnQ1/YNNJU9zbl7HLjG2Mb59hWLT+J+q15RCkswEHP9w2BgfWjlnoZoUPgpJvOD2zsWvNHanUlGndU2u4KUCQiPJQtRA8cAHNZBk9K8m/w7J10v3xUxn7pcpUsxrFOcSXHSoJJ5R4H616yb1E2Bk9KZPSm9N6Aoc58KUVnNKArt1+9CR/8ARpt0qhPQVhg8avxMAtPxg3ZliOt6TJs1rMZpI3dUW+QJHqSBWRcIPh9j6M04hpxCVXaekPXKWoZUpZ/3aTj8ifADz9atX4nt5l6O+Mu26stkRh+bC0/BlsNvpKmy4kupSVAEEgEZ8RuK1YuHxM8f5E1LyeIclhaiChqMwhtGSdgEhO9dV4c1Sy0dyr14t1HtHCzhe/VnLeJNLv8AWIRoW01GnzeW930Wy5I3bvfBm92GbH1ro1YTdrartkKSOXtU/wATa/IpUARUlzpcXW3DsX2OwWZDbaVuMq/M04PzJ9iKhD4TeL3xBazNxi8Q2YDtqhR+Zuc4wG5ZeWe4jCcIUMAk5G22+9TjKtziIUyLEkuRUzOYuqaHLzKPicYr6LTunewjUnFx9Vh+6PlN3a1bKq6FSSk49nn8mA6mfR+wvnHFDKmQv7VC2rtGxdTcPod0aCWp7bz7jLoGzjZUQUKHmDjI9qkDilcHLFYlWFt4PylIbjt42Uoq2ScfWrRqcMWjTkSyJkJHyEdDJUP41JHeP65NerXtKd1RdGqsxmvwQsLirZ1YVqbw4s1GeDr9/KnWFIWhDBcSR+QJUsEn0q52u2w9X6og2m+aji2OHMcCFzpagG2Gh4gZ25j5DYZO9NTPJj61n9mvuPwkJV/i/eb/AHNWd7Td311fo+kLDE7Z9aO0dUvZtlI8XFHoBXw1WrpX/wCljHjak1jvh8vc+6SuI1bP9Q5cCcc57ZXP2N/tA8J9CaQsLVv0VaYZjuthTk3IdelnyUtzz+gOOgqxas4Yt6fvkfXGnmRHnQVlbjSU915o/nQfqM1BfDKJxe+H6Qh6wXh6+WRs5l2x5P7hY8SW98tq8cEefiD4Vuno3UuluMGjBfLDvkdnIjuYDsZ0eKFjyI/Q+VfYKEqlGjGM6Pw8dNsL0aPil8nTqutCt8WL/wC2+d+66fsYPedO2i/W1JkMIeYkNBTSikKIBGRk+fjWsuueDU43S6PaYaakyIkft1Qj3fmWwrBA6KHiK2q0+FNwplrdRvAfW0hJ8Qg7p/rj2qP4p/7d3hHMctwfHPmVj/oaturOnqEHSrLMWiOn6jW0+XxKT3iajRpdq7VtidJlRyvK0pQz+8Xy+Lbg/g8xnqOhrtRbrcX5Lyo94aTKYWEIDr6kOKYAA5WiPEgnYVn/ABf06w3cl3yC22l8KK3sJ/vD5n6/9Kh9Aa/bbcgkDmStxK99h3TkdNjXx/WtJqaRdu3byuafdf65M+z6RqcNVtY3EVh9V2ZkMfVuoP2U2/fb0qehPcKLiw3JJP8ALhwKwfpVim6508l7luOiLNICiAgNNrZc+n7op/pXSvM1uS+JtweEaO64E8wSVdmkndXKN1EDJ9a3K4EcM+C6NONXjQYgalddSEv3aRyuSOc4ynkO7I8e7gHwzWzo+iT1WXDGaWOff2XU1tc1uOi0lUnBvPLHL3fQ1c09rLh/a5Tci4cM9QtK5gARMKm8ejbo3H1NZzdJnw+yFf8AavRF+sTrgB51wilO/nlvbFT7xM+H+zahgPybfE+VlJSVDujBI8PvVv4fWSNfdFHT+q7e29PsijBf7RPeU2BlpefMFO31Sa6ePgyjJNKq/XH7r/ZzD8dSUPiKknh7rO/89iDYnDX4d784ly1cRZduQr/eePJnqFAY/wCaq6w4JXzRttRqHhlxKGrbalOXk26QPm2D17EKJUn1SSfSrrxU4PR9OuOXiwxmktuJUFI5e6tJ8UqHmKii2Rre0ltyKlUcsrKFBOedhXQkb46Hp65xy2saJV0lpy+aD6nV6PrNDVYNwWJLoy827jbxn0s4lmJxDvDPJsGpKnCMjywrIrNtP/Gbx3t7wSqXbLsUAqKVso5iB9ME1huo7peGrM3YLzcmLlHuLyGnWTIMhuOCtQQptw+CilKTkfzYqzyLvBtsqNCVom2LLK1MgzIq47ik4HfQttSVKB65rwj2G8E0W340WJjxkai4auB1Dpf7a23N9kpdPisJJUgH0xjernbfiT4fv3du9W7VWptMTu0UtXaRI8xolX5lFK0+OPMAGoJMTQj4U9NtF2sylDJcgXbLRPTkdQtR/wCarU7adEuhRa19OjEnYzrWlSB6FSVnI9cVngclsgptdTcmPxO4b65Sy5cOLdmkXBK1lm4zYb0eSnnJKwrs3EhWSc7FIz5VmFm0jpC8shcfiBbrnJUAjt0vocLmOqSrmT9Mk+prS3SvDrhZd2+zunFiyyHljuJZKopQf+NODWSt/DcF/wBp0dxTiPg5KEh8E+xSrf8ASrHGUVuSjJyexs3qjh5xajJDOgW9IPMuE8qpXbJVn/EAOUfqahvWWkfi/tDKn5UW1sxivkCrfKitpJPgE85ByfIZzWLQOG3xK6fcDWlNdOOuD8jSLkprP0DmEn6A1y3ni/8AFNw17OFr1kLjPbJ/aLbLrLnpzbjPod/SocDSItZecHd0bw44m3K9uy+L8C6LsyW0soVLnqDbUxS0AIcSlYP5C4rB7px41P8AYfh5slp0w7qwWG0LjokJDKG4jLgCQvuLPMrmwpOT4eA6kVri18VVwfCE6k4W2aSjGC5DSqOpQ6d08uNz5Vd9PfEfwuj8sW4ta5trCHQ/GjNXQKjwVjwLTQSEgDooKrXnbwrZ422n0LI1FHeOzRKJ4h6ncnwLzZ9BIgM29p0sG5vBhpaV8o5QlXKCNvBJNWBMziC7aYlgXq63w4YZQypEJhTrie6OYZ5ceOQMn3q6weOPA/Vie1vPE67IcQOdbkm3x2VnByVLU21lW23Qjyru3zidwZYj8tjTd5K1t5Q/FShCFAjZX7wK8f8ALUKWnWdLHBSTfnv+5XVq16u9StL2+Vfgtlog3UIuyJci53eBcXEuTLdKfMeLLdR/drcQgqUso8u8K+JtqdLAZuEiDb4ITypi9qpTSUg5ACXFEYHQg+FRlf8AX+oJVwdbhXue3BUQppslKFJT0JRjf2FWdM1T7hdkvLdUdypaio1uOcmlHOyNenaUaTcox3fMlV246TjxvkP21IlND/7tHBSz64QgBH2q1TddWDTjYELTGQoEh1ag2kAHfOM/pmsNZmp2AUAB5VjWply75d7ZHccWi3oeBeQkY5sHzUcDHpUJSb3e5ekoLETIL58TSLbI+UbLUEr8exjKWAOuVDw6EVdbDq6RrK0Lur2pHrk2pZSQ29hCB5ApH+tQrqu0i+q/aLCEqZJWxFcVvkIWrzHjhIT5eBHWurYb2/oHVEBCYxZgvsssXAJJ5XFqG6vqM0jJoRXUnZ5TbaSlLaUAeQG/61bZLoGcAYNfcuWhKijm2Hn1q1Spg8BihI4pDuSd6tchw4VvXK/JHMd6tkiUMK3oDbf8L2P8z8Rl2lYz8rp5456cziB/rXq7t1+9eWv4TzaZPGnW8kjPY6dbSD0KpCP+hr1K26UA26/em3X7026U26UB8qxnx+9KE7+FKA+t/Sm/pT3p70B5A/i2W4q+JvT5aQVOzNJRcJH8WJT6R/Soe+GjgtZb1Dk8UNXqaZt8XnMdT5AbZaR+d5WfoRn0rbD8QjR67/8AF9ou7SWCuBA0WpbhI7pd+ZkJbB9159q1C+InWCtHcPdN8E9NPKZZdhtS7oWzhRZ/3basdSCo9e7mui0B0LaVS/uFlU0sLvJvCOb15Vrr4dhbvDqPDfaKWWbK8HeKmh9fsXr/AGDt6o1qs0tMMPOd1UwlHN2vL4gHcDJ/6CS37uz2JGfLwzWgXwnankaRnX9+fMaj2O4ORYCFOHGbgvtC0AfAAoQ7k9QmtnZGsXEgoWpQV+XB236V9C0a6nqtrG4qfXl5+/7HzjXdOjpl5KhS+nbH2Wd+/c++J02zx5kLUsxBW9BUoNpH8SvEE/5fEfWoI1zxHbnsuJjvY5s8xNZfxDvX7XMSzm8RoL7nM7/aVkJUnwxtk+1Ypp/hjoa33BN+1TcVXx5B52oDRLcNKgcgrJ7zv0wkdQa9u4qVo0owoLMvN8vM1bKhQi3UuXhdMLOSFdRvPJuyZ0xp5r5i39q2VpKSpHaApUPQ42NbX/DBw5tsDRJ1tfOREu+/2p91ZCQiOnZtGT4DGVE9T6Vrhx3m/tnXxlc6VBy2BJ5AAEpSrZIHkB4bY+lYzrTifrnWFnt1hnXZcayWthuLHt0VRbZIQkJ51Y/Mo+ucZ2r5fb6hQ0PVbivXXHNNqONt2939j6PeWFxrelULejLgg0nLq8Y2WOu/7HowzqvgQXv2XK1xplL35eUzmwQfrmrxpHh9Z9G6sk6v0pPkNsTmeRcQH9xJ2ylw9SD+UjxB6GvNbg7wTvfES7R7iYSk2eM+hT7hSf3iQsc4BPljO9eobN1YQ0220EJbbQlCAkYASAAAPTArs9N1C81Cj8WvT4IvlvnJwGs6VaaTU+Fb1XOXKW2MeRZrrAfgXWfqBU1oxpYTzNJbKeyIzk56b1D1kml686mvKt21PIitkbg8uVEj9RUyXe7slCwsoUlQIKT4EedQJrzUsHSBet8RjEcrU4FA+Kl7jP6j9K6K1k5R+bmv2PCUJxfDHfiMI4o3RlTi20qCSUnYVDMww3ypLCE5LgAUkb8nIjKfpnepC0zAlcU9WKKkqRZ7f++uMj+FLedmwfDmV4AeOMnyrANcCNZtVS41pY5Y5mLZYaR/BzoRygDoFHb0rgfHCdanSq01tlxT6vbp5H0/wd/60p0J7PhTflv1K6U4Z33ivfXrdblGNabYR87Nx3Qs78if5l/08alm0cN9U8G7mxqjhnPkIksJ/tLbjhLUtG3ccb8FDw9QdxU48O9KaM4WaHttov17ttsSlsOy3pcltkPSFd5xRUojJ5iQB0xUjaYuvCHVrxhWjVen7k55tRp7Lrn/ACpUT9q9vSNHsdJoRjXSlW5t9U+y9PycxrHiO9vriToxfwVlJYypLvLbqc3CXXlg4waVVNYYVFuUX9zcYKz347vmMeaTvg+Y96xF2GLDr6VAWOVM6Moj1KDkfZSqu0/hRM0RxFgay4eS2+WSQxdYql4SuMTuTjxUk7jz2qvFNwf7XafvMOG+kF1bb7nZ4Ru2oYyPqK9ag3KsuB5TObqcEc8Oyl07eRgvE5phmzv9vunGQFeX/SoD1vwmjuaTtWu7EFokS4am7tDBx8yz2hIcT/jSCDjzAx51MnHK7BNkRFYUFPSnA2hPmok4r61Uhm1adiWhjH9hiNRs+YKU8pOPqM1be6fR1OhKjXWz/HZo37C/uNOnCvbvfPs11TNSbkmKzCitx0htSJbQ7u2AM4NfHzbi7THcu8l6U802kR3HVlSknx5RnwGPGrxrOAyi6M8jhHazGUKCR3UglXeH6/arBHst31BdIGlNPR/mpsh1MOKPALV5rPp4nPkBXxC9sqtpeStGstPC8+33PtdC8pXFqrpPEWs+nctMuZcbpOTDgxX7hOe7rUaOgqPsB5etZDp3SOqNG6hhan1joyPd4DI/f2uYzzIUg+OPLmHkT51uhwd4Eab4aWVMWEy3LvclCRcLo4kFx1eN0I/lbB2AHQE+WM/u3DY3KEWHoqXE4/k8a7/TfCtO2hGpeyfH2XJdvU+d6l4z+NUlStYL4fJt836dl+SIWOD3CjiTp+Hd7HZY0SLOa7RhTDQR2Z80EAbEHYior198L9005GXcrDcHktj8vKrG3oRUuaIiucK9fO6VmBbdh1C6TGDnhHmAeH0WNtvPFTFqi3Jf03KC0BaC2VDO+1dBeWdGpTWYLtyOfttTuLS4XBNuL3X88jQGDZOMGmtPJ1labnPutnbfU1LZiSlmRH5DvlOfMbgjI+lXGLxk4i3W1Lt901DG1BaZZUnsLnEQ6lQ/kVkcwUkeufOp64YW4RrbqKC0eVtu4l1CR5JW2Mj/ALtRPxS0RbrRPkXu2Rkx0yFD5tDIwFHycA8lDrXMav4PiqX6myfzY3i+Xt/g7PSfF/Hcfprtekl590YOzB0VLXifpJcZKcfMKtct1HYoUSArCysb9MjwOK4Rw0kiyaq1KniDa4cPTTjHyUKfzKk3NDqsZbRgpJTnvAn23zVYt61F+z12l1cZERt4L7NCDzlGRjmXnvD+IDrWH8SLfJjaxXIltLDcllt2KpR7q0AcpI/4gRXz5J9eZ3beVsdS7yGJj7bjUZlnt2QV9knlQVY3IT5fQbVNdqSBZ4SeXHLHbH/dFQShCnpMVttYC1oCEgjzINT3Eb7KFHZP5kNISfUgVmOU8lc+RYbtK7G5rT58qD/WqNz9hvVq1TJLV8cQo7hCP6V0mp5O2arZauRk8iRcJECU1anGxM7BSme1ICSoeW9YwnX02/xTp+Ta/l7itPZiYwAtJWMd3kxtkZGQfGsh07Z2tSNv/MvqabikLU5zcqUAblRJ6CuGzQtJyr3Lumn5/wC0FsIDSnQ1yJKjnvJ67DGawZO7ZtNFUeNbXeUOlPZAk/3aDus564yNqx7WenWbiqQGeUdmVKJICQgbnJ5Tnw9DWapJSoKA3ByPrWN6kRNhWiQZCcFaCVF1XeUfEAIWASnPQj3qMl2B3rVdTJskGQ4sKWqO3zq8MqCQD9xXG9Mzk833qw2x8x7LCZ8D2CVY8MZ3/oa+XZqiMZqQO+/M7x733q3yJWQcGum9KPWum7K3G/nQHoL+EJGD+uOJNzA/urdCj5/zOLV/5a9Pd/SvNL8Gxntk8V5yvFMi1sg/8L5P+lelvvQDf0pv6U96e9AUOc0orx8aUBXKaZTTJ6U36VhrIPPj8QHUCLN8RXD+1PAJRftOS221E4BeYfC0p/RasfWtAPiV0WbffWNUw1OGNcmhHcK+8EPNjAG/gCgDH+U1uj+LzDmReIfBnUUJQbdjsXcBzmAKVJXEKcZIycqO32qCkSrFxm0C5G50lM5tSFLI/wDV5KfBQzvsrw6iroNuLint1IqlFy4lzNYr9Hdg8DbHICOwcvOpJjriU90ERmGkIP6uL9yayVnjRqiz8OrJdrepE95DjkC4u3FJWUvpPOnkKSCUltSPzZOQryq96/0BdXeCmlLI9HUm62S43JtxvGynFFKgPXmSkEe1bG/B7oDhSzwO0FrvUOm7Iq6J1RMYvaLm2l9MgDtG2VrYcykcmUgEAYySc10VK4rWVwqdvNxcqaxjvjP77HOTpULu3dS4pqSjUlnPbix+xp7rRWoNZ2WNxGsUyTMgO9y5tIQe0t76UkkHA/u8AqSsbYyDuCKx+Fr7UFmiNPpuXz0RSijC9nEHp6/WvXninq/gvqXR0rSDy7HCWkFy3yLLAShcd7lIwQlPItChlKkKOFAnwPKRoTG0PwQ1EudfLvpY2eUmPJTKiDtG2CvkUntksFQKFp/MnlUE5AyCMg7Vo7rVJu5sq2KyW8W2sruv7plV07XTI/Au6OaT5SSzjyfX0aIDud6VqFyJclNFClsPNgE5OQoVmOrOEktnXGmNCMthD16hRVKIP5Ty/vvccprHNHRrbY9U6WVdn237emY484okAdnzJKSr2CSRW4z9it8zXOmdUyigu2xMlAWRtyrbyd/P8uf1rw7GH/IahGNy/rks/fc9K+rysLOTt47Rg8e3ImPQvB/TGnuAOsL1cX41qtVmsMpuEt50MpU8hoq7UqyPA4A33UajDSHFCLqfS9t1FCf5mpsdC/ovGFJPqDkVqjqrj5qrWEC5aS1HKXN0mq7yp7cJAUlxwK5vl2CtJCuyCyDyg+JrjtXEKVwkt2l7W9B+Ytl0tCZ8hlBKVturdcHOk/5QkEHpXW6d4iUtRr1Lh4o7Jdo4eF/s5e/8Of8AxtGhSWa+XJvrJtZf+ja66ay7QEFYyfCot1ebNqe7vxr3qD5WMG2w6w2kqeWeUHAzsnpk5rEbvxp0hZlMGUqepcpLbrSSxlIQsZStW+4AIOBv5VG3ENjWkSSu+PKEu3yj28a6w+ZbD4Uc7EDunf8AKrBHSuovdes7OlKdL+pjGVHon39Tn9P8PXVarFVPk7N9X5ehPStW6asFgGn9Mx2oMBoq5WkHJUo+KlnxUo9TWv8ArSe+vULtxiuFLqJCJDSx4pWlKCkj6EViY1vfIrakOvdr2Y3U4jG/TH/yq+W4ytQN2xkBK5dxeaYSEjzWeUf6Vw+va/b6tbQo26cXF5XkdroehVtJrzqVXniWG+edzG70/f8AU90Dt1uE67XCSvkBddU64snwAyTUxcK/hh1Ze5MSVNW7D53UBxbJIUwhShzKz/MBv41lPwucL2L1fLlqO6sBXyEkw2QfEFH5yM+GTgZ8cA1nerPiiiw+Ido0Dw9TFa0/CuseJe7kUA9vzK5S23nYIB8VDc422GTs6Vp1naW8dR1RuUqj+Ve+zfV9zR1TVb65upadpMcKmsyePLdLt275NrYi4dsgR7fD5uwiMoYbLiitZSkADmUd1HA3J8a6U6eyttbboSptYwQaxd/UiG1rShwYHgCfKrPcNUDlI5013dKi4Yij5q06m8jAtV2WTcOIcRy4LzbrMPnCojuuK/3SfqT4/Q1juv8AVrMWO4O2BcVkjJ33r74q6rltJbEKQEKKCrHN+YA1ARumqtd39Wm9J2iXdLko95KU/u2QfFS1nZKR1O1X3uoQsoKVTnLkl1Z6Gm6fUvXhP5Y887JLuzh1DdDLcS4VAKQ+2rPnuTjasWvN0mQ40abbZb0OSolQfYdLa0YGCAoHI8cGpK4g6BgcPNMWq3i5C43aVODlzmJ/IV8n922P5E77+J8elY5wl0GriTrVi3yGiu22tAkydtl5V3Gzj+Y5J9EmvlepWd1e6yqPKpLG3bPV+i5n1Oxu7W00n46eacE/f08m+Rw6C4tfELp9TcvT+o7xIj55gieO3ZUOv7zJ9xW5HAj4x4F4lRtNcV7ULBcHSG0TEqzDeVkAAk7tE/4jj1q42LhBbnmwqU2lsYwEIbHdHpXZv/w06SvsHkW800XTylRZHMkeZGPSu/t9FdhT4f1Ep91Lde3Nr2Pm19rlpqcsVLdR7OO0v9/YzvjnoOJqCxJv1qQFOskSGXEb8qxulQx6ivi035rUHD9FxdPK45FIdSd8LAIUM+igRXe0/YbfpHR8PQ8CdNl2yC32aBLfU4pYJz3s+XQeAGwqxXZv9lWSbbdNw2Gu2QsBnJCSTnOOisnPSt6jHjp/CfPOx4E5KEvleYkS8Mng5G1DJGeVc7kH/Cgf9axPis+w3HWArdWxHnWSaKZOn9Lr+acKXZMl6QoK2xk4G30SP0qI+Jmozc7imFCSp99bgbQhG5Us7AAeeTt716VVfBp5n0Nm1h8W6+TqRiiWP2g9bmwtSo5QVI8f3ajt+h/qKzzXtmb1xwuclWyEVTtHPKcfcSMqLRwV5/w8pCv+E13uK/DCPpK0aYvFvZSm6W9PYXkoGS/2pJyevIo8o9AKufCWY3F1pMs8xJXAv0ZTD7SvBWBjBH+VSxXxbXbKdjfTUlji+ZejPr+mahC9sIVKTzw7P1X82NdLeea729AHmj+tT42v92jIwcAVCpt8az6qdsakrckwLgqOl/nylTaCRjGPE7HOfaphW6ocqTjYAbfSvHyexnO5HmtpITqaQkK/K23/AOGrS1NwQc+fWq68lcurJYH8rX/hqytyzzYH6VQbCJI0rEut7s0i3RJHZwn3wX+Ud5zAGEk9N/Dzq4Q7NYtH6tl6Vt04OyXYbcmQ1jusuDJ5AfM8qkkj1rk4F3KM6LhAewVIdbcSD5pIIJ+1Xri+bdFsS5tu7H9ptTm3EzGkDtEZzkc3jjyx4UMN4ONcmHDLbtxlIisqWE9o4cDPkKwrVt0Vd2XIEN9lCX5ASVFYBUkeGCDg7geVW6eZ2oOylvzy8yEDukhOHPMAAeJ8at6bZJtTrtynt9k2ykpipzu4s+BOOm9Ank70yUwh5bURSuwbPZtFXiUJ2Sf0FdRyVtnmq2qk4RjJPqfE1wOSzsM0Mnedl5866jknP8VdRcgE439q+Qh5w4CAkHbmWrFAepn4MUYnh/xLumNnr9GZB/yRwf8Az16N5TXm9+FDrbh5w34K6htuqtf2WDdLzqVyYmK64ptxpoMNNpC+dIG5QojlJGCNwdq9DbRqjTt/3sd/t1w2z/ZpKHCB9Ek1lrBjJdMpplNMnpTJ6VgyfJxnwpVTnPhSgK703pt1+9Nuv3oDWX42fg/f+Kuy6fVadRQ7VeNNLkGN86ypcd9t7sypCinvIIUy2oKAPgRjetBpHwhfFF8M5lX7UGj4d+0pCSt65T7ROQ4huOkZU+W18qxyjPincV7J7dfvWA8fonz/AAQ15DA5i9p2enH/ALhVZTa5DzPIjX2pdOaqs0JOndSWxQEhEqQw+otqKeVSQpCsbKAOCDtsOldjS2vY1ptD0CRAt9wawSzJSoh1lXjlJBAPhk5zmtdYbSg1G7M4HM3sBjbmGR6+dcytVOvSrlFUh5MGA72Zbb2ckqAUFMpzkDmxnOCRy+tXq5mpxqZ3jjHtyKpUacoyjjaWc+/M2on6k07Ihw5bUhmIia1zh4KARz+YOPsaiDiteoCIbkYXmLdpryViImMocw23yobEeORvUYQNSmHCaj3+ZGt7iyShn5pxxaUn+FxKUkJ+hOfpXG3JYjXjmuL6XHJS+zjvFXc5f5Wz+UHfwyDnxqy5uuK4dxQXA3vs+WeZRQtXSt1b3D48bZa6dP8A9LHfIPy4tzBeLpfbkOOqA8VqSCf6VtLw11EjWGiI9unPkzYLCIzyk7L/ACkBQ+qdj65rX9FremXKDHhrFy+TTJVKcCQeVokcpcxsD4jHVJq6aS1HfND6uZuBHMylpSVMtZbbfaKzvg/xgAe49a1YScJcUdmbcoxkuGS2MP15oG56Lvr9uDrqHYjgdjPD+NvxSsev+orKeMGkP2grh6W5oESXpdpK5/ZqLYKFKyVfr96nDWWibVxg0e1JtM9CJYTzwJYP5FebS9sgHzGNjvWG6kiITwl0rF1MHYD2mpblmuqSOZTHPktLI82zypAUNu9Xr2MPiW1xHrwp+vDJZ/B5+oZo3FtNcuJr0zF4/YjCfpVrU+j24LFxakTdEyUR5stKSQq2O95L3L4ns1lST6FHSr/YdRNcLICl2nV1wuTclQUIEmGQw435lII6eXhUgaL4VzrBORq61KiTY8mOpl5sPh1EyKoYU2oAkHIrjl8ErNBgS9UWaU9JtyTzpiJHaSWgVAdmechIAKvzEjYVfSqXEaMdStX89PEZ+nR+aa2foatR2rrSsLnHDPePr1Xk0916lbfP4SXltubdeHliLjyQ+hxpjkQ4CM5wkgH9PGsU4LWKPe+Jb10+WYaiWlx+azHQkJSjmUtLYAHQHNdK9wmtMWFc0921vvENRlSWnHm5A3PIG1EJSseIBIBO/iK6PCrV0nSGuba/c1JDFx5YswgY7ML5+QgeiuXJ6Cs6trdLU6FOEaajJPfCSzsUabo9TT6lV/Ecoy5ZbeCXNeaqa4V8HbjbtOq+XumprtOiMrBwtlBdWXV58jylIHqrPlWsuj9OXjUzzel7e1yqnT4rK3yd08yuVOBnfOSdv5TWxfxEaIXdbA3qW3BZXanFqkIScgtuY5lgdcpST9TUd/DNbJd44uWx95wJi2dC5R33dIBCNvPlKyalK6nrF3b27WIpRil6c37ijbR0a0uLlPMm5Sb9eS9tieYWtGprkq3sqcS5bH3YSA85zuPNtqKUu58yoAH3rgkXt944Chg7mtf7hqZLrtvvSEvNORZ6g8hWUrQtKhzpURv1/WrdxD1trHSur12sXh+dAjvlxth4Dlkx14KAvGOYKbUPOussfGNOnRbuoN4lw5XbfDa6cvM5q98I8VdRtppcUc4ffrjvv3wSBf8AiZo9y/Li3qGidHbHZtL7ZSE7HvE48s1kFu4nWe221ULTsWLAiOHmUiE2Ehw48VqG6j9c1D8nhoxqu3u6t4asrn2+SOeVaucKl29zG4Sk7uIBzgjJx4io7UbnZ33IZckQnmlcqkLynB9Umqq3iu7ta7dxRTi/pa7eUups0vDFrd0lChVakvqi+/mun9yYOIt9cvjEYNklKZaVf901Inw3XfSvDvhdeeJerZiY8Zy5rYThILjykNp5W20+KlHKttgPEmoEjzSuwtKcdW5I7VKnVFBAVsrHKfA+HlV04g6QvGn9D6OcmrdDM1l+X2BVlttxwhYIT4cxRy5+npXPLxCoanU1KEMtxxFPknjGWexW0BT06Gm1JYWcyx1S3x+xKV8+KjXmvLvAgaZU9p61TJamENMKHzKm04wVrwcE58E4x1PjUl/Ci5dDq/X2pb3Pmy1KTEixHpMlboKDzFwp5lKz3kgZzWtnBDQl013qeM0wtxuHAUVurTuVE7cnp5/atk7VxN0jpXicjgjYWGkLhwz8xNGB2s0BKiwnHkEhWc5PMSPLf1dHt7m7uI6vqFd8L+WEc7OXfHJLsebrda0trGWh6bQXGvnnLG6isbN82/c2Bl3pKUEBf03rF7vexnKVDY9axqXqFWClK8b4G9Y9cr8V5HMCetfQIUXjB81jHG5beKk+f8i9dre73ktBZT/+IfBX0OQT9TWL8JtESbXK/wDSNrWP2U0jmtcF0d5rPg+seIP8oPh4+OK5tTcR29LSWg9FaeWlAcS4r/dkkkHHXesMunGBc1KnBIBWvclRyTWLqpSjNSryxw9M833N+zoV1QcKMfq/7eXVe5kPFHUJuHbNKfKlOqSnx8TzA1jkCb+y7jCuQOCwsnI8fAj/AFrDbhfZsq4xkS47w+YcQQVpICkk4Ch1HqOlXm5SUIhrC1EHO1fMvF97TvbyLpvKisfls+keGbGdlZuNSOOJ5/CRGkRantYKkKJJdklZJ8STvk/rUzrThLZUnPh/SoWtPf1S1yg8vbY/+v0qaFKy+MEY8q5Q6MhniE7y6znDPh2Y/wC4KsSHhnxq5cRXFf7b3PBzyqbz/wDDTWP9ty7k4+tVGwjLNG6nVpnUDFwLhDDgLD4HkhX8XscH9aka+OO3ayT4rCC4tYbfZCd+YBQ8OuxqGIMefc3PlrbCelOKIwltBNTXoHQvGBi3NRokX9noAOHbgQnkQTslAIKwPYUMSeDBY9uuLalQpcJ1TbgwpKgWw3/iKvEGrdfrqlt2PaEOrdbgNhHMskrWrzPX6VspZPh6auikydaaymTlKIUqPAb7FB+qzkq+oAqTLRw/4U8OEonJs1jt7iN/mpy0rfI68zmTn6VlJsipo1C0fwb4t8Q1tjSugrm8y6RiS+12DGOvOvA/TNSWx8FPF+HaNR3TUkQsP2eB81bosHlkquj5UB2CeVQKcDJJIrYSb8Q+m7UQ1Z40+7lAwhTSOwZP0WvBx9Aax2+fE3xCuKOys0eDZ2/4V8vzL36rASPZNWKCM8SNNLvpzV+nVBu/6NulkWe7/aoi2+Y9MqG9fFr0hqi9uBcC0yFpPg6sciB7natjb9q7VWrCleqdQTboEK5kolOc7aVdUo2SD7VbVPEoAK+VIOBnYfpWVTTZCVRY2MN0ppLiHp2OtUPXqrX2ismPHQHQT1VzDl/Spa4N3SRrrVGnNN611lNs8Kc+6xPuEFIbUoNIcV5HCSstpRzHYFYPlWJLltL7RHbY5UkqVnZIx45qw2iI8rRTUWNcHGlKQopfABURzk5z61ZwrkVZfM9tPhutjdn4M6dt0e/yL0w0092M6RIL63mi84UErJPN3SBnPgKkzeoy+GOGYHw88OIqk8pTpi3FQ/xGOgn7k1Ju3X71rPmbK2RRWc0qisZ8fvSsGT6z6GmfQ039Kb+lAM+hrHOJLKZPDzVDC0khdmmjH/uV1ke/pVq1YwZOlbzGIBDtvkI/VtQoD88ttT/Z4pcwO+gfTfFdS8W92LMcbhs/2ttJlRxjJcmSXihvx6IA/wCWrohkMOrYzgokqQPTC/8A5VcrhHek6gjPsoLilO2oteZ2LzY//cUn3rGCLbMbs+mLrerglGk4ttkMuqeD762Q6pb7Z/ehRUk8qR+YHYcpG+a+Lpw+vVpYUi72sRG5C+aQ20vtIy0A4VKYcBIQto450Z8DttnF+4cao1Tw+bam2Yvx2lQISSAwFKSVc+XBzbEdoXUnwzkjxArPbbetCjS8mLew/wDLhs3JthhO6pXMlLrSkcx5EKSQf4sDPmazgZZC14NxtqI78aU98vCnMNXBAWEqkPuN8zMv1Q62Fcqt8cpJ3Vv071qqel1n5ZSy2+TyJCsAkkAZJ28aySUhiK8/Y2Gg8FxLhYlLcGVOmDKTIjueig3yJ28hjwqxam049MSPlBzBO6RnHj4j/WhlM72leLGrtIuyYlmlIbcGS7HUgFBUk7q22Bz5gb5FXzUnES76+sxcvk5xLaGz2wbZSFEIPMEL5cFQBAUAemRWBfI3RD6ee2NwYzMVLK+zzh5QSAVE+ZKhzH1q6MwltxJUgoCUriqTy4xzHBwcem/61JTlHkw0pczitq4zbna2DVIhO5KgESVR1ePQ4GfDwNSBZtca+ssB+U/qJi5xHUKVMamRA/2wJyebfJP0NQeoJUgEgH618NSZcFztYUt+Ov8AmaWUn7VZSuKtBSVOTXEsPHVFdWhSrNOpFNp5Wej7km3CbPv8h+9XJkrTy9pHjx2khSSnJyEJwBtnuiuEx0S54mOOMJYbbYcUVuBscqg4BgnbO486wqNrfUUFaXPmW3y3uC62Cf1GD967sHiCHJ0peoLe29Dmsdg400nOBvg4J/xE+OQcEbiqGi02t4Za4gaysT9knntZluzEkpcGzzeMc4z4jxBPUVZOEuj/APYDjq4yhIXAuMF4W1zwz30qUgnw5gAfYZqE9L68tdluSblZb2hqSh0qbS+ktgpJ3bVnYjG3j032rY2x600nrG1R7lHvcS3XCMsONlakrLD4B3GPzDcg77gkV6elXcbG7p3EllRe5p6laS1Czq20XhyW3r0Neb9ambNGdtqHlvvImSPmnlk8yngrBznw/Lj2q96o05btccPtN68chS5r2nnUWe/sRFhLq4gV+6cTnPeAITk7flrrcQol0e1HeL4uPE5JUpTzqI0lDjZcVuVp8wCd/DbOPKufg3raDY9RS9P3yODa78wYsll0/unBuDv4DIz7gHyFbemwo1rydrOWIVcpPs85i/vs/U0tRVajawuoR+enhtd1jEl++PQwWy36TonU0m46WmviK28UobkqDbqmebulxOcJVjGfKtg4uutMaqQ2jW2nbRd1NoALz7LbqwMbfvE7e+aibiroux6QuDDF2lO3e2SFlcGWxNBkhnybWhWSCkEDIODjwrHbPY4kEi52OZcBGUFgw5LYQt7bOEnO59q39N1q40KUrK6ipwT+l74fddMM1b/SbfXKcbu3lwya2aynjs+pc58i2T7o/JjJaj2d+5oMe3skpTGjd8bA+GcE1sPxo0wzqjhSqTAbC3LWy1Mi8oyShCcFI+qCf+UVrbKjgWcyHgjtpTgUvk8EjlXhIHkANhWxXBHVgvuhG7BcXEqk2xlMZQVv2zOO4SD4jGUnrgda5upV+JUlPH1N8uXM9p0VGEYp/T/g+eB6bfwu4F3DiUWkLlfJvzUBQzzuflaT9MhAxWo8O6XZ+9J1Eue8Lo/M+aEoq75eUrmKs+Ocn71s/wAV5CLT8OiNJ2oKaCr3+zFtc3eShCnHUjrjlCa1thQyibCcda5UJksp8MDPOBj+tdJr13GpO0tqLxGEIvbu8HO+H7aUHd3NRfNKclv2jyNmnuK2nol8maT1LdkQLrb1pacceHI0/lIPOFeCfHwJFdbVHEjTOl47js24JlSUIDiI0U9opQO6SSMhIxg5Pl4VE/xH2hUXi3dGy33Z7EWSjbxKmkgn/mCv0q4xNOw9X6YizImLlftINtszGWe985BTuCB/EWwCg48U+Hhv7/8A5LqFOpXtKcE5028Pulz2zzS389zyafhqwqU6N5OTUJ44uyb5dOTe3llGYWDT+meI7r2o5WrGZkeThSLcrLKkn+Vas4wPDGRtWVT+DsPVjH7OuNlZRH5eRuVHeaSpnbAKSFb/AE8Kh+/2A2C6W7XWiGFxtPagd5FxUElMWTnvtDy5VYJQfXFZtbdUX+3QvnmEuSbcNi+2D3MeKXE/wKHnn9a8+1npfiCSqXc5Qq9k/lfplfjoejdU9T0Km4WUIzp+a3Xk8Nfc6164V600/Fanay1HbpqbQUR7fyOlyQ5HDhCArGwxzZ3J2OKxG7S0yLgYSc4Cjn9Ky2860e1I01F+YDhU82rA6A//AOVHDtxS3PuVzcX3WHHEgZ8Tk4/0rxvEFjaafcqlZ8mst5zlno6PfXl/bfEvOaeEksYXYs1hUE6paTgqJdO3vUwcxCgoHcb1D+lnCdUsuLT3lK5t/HNS72gVzBJGQMnrvXiI9c61v+GPUvErUUnUruoINrtc5SVNE5deUkJCfyjYbjzNS5pr4PuGOnVoduaJ1/fQclT7nZs5/wAqN8e5rH7VxW1Rpy0xLRYYdriCO2E/NyOaQ4o7nKWxypT4+ajmrJfNZaq1WtTmpdTXK4t/+zqd7GOfTsmuVJH+bJqPD5FnGiZZMrhXoJtcCC/Z7atAx8vBaDjx9OVsFX6+9YXeuKIlKU3p3TLpSNg/cXQ0D6htPMs++KjptzskBpltDSFb8rSAlOPoK5u1bZQeZxCRnO++9S4URlJSRfpOsNazElMrUao7ZGOxtzQZTj1WcqP6irW/EiIcjymVKXJWhRlOOZUpK+Y8oC1Ek7DJ38659PWbUetLim0aM03c79NVjLNuhuSCknYFXKCED1OBWyOhvw+OP+u2oLt8ttq0LEQzyvu3B8yZTpKieYMNnAITypwVJ8KJqJFLsa4zlSPkIbjjAQwyVhL2MFwqI8f5scu3Tevi3sXC/TE22xWybc5q8JTHhsKecJ/ypBPTyr0u0F+HBwdscOGjiDd75rN2JuliRIMWIFHc4baIVjJzus+ua2W0dw90Nw/tqLTofR9msMRAGGrfCbYBOPE8oGSfMnc+dRdQmoZPLbhr8DPxG8QEtTJunI+kre6Mh+9u9m6R54YTlwHz74SPWtnOHf4aPDe0luXxL1XddTPADmjRVfJRifMHlJcI+ik1ub4eApj0FRdRvkZVOKZoj+Itww4Y8Ivgz1BE0Foq02T5u5W+MXI0dIdVl0eLn5icJ3JNeetpHY6Ot7KSAEREHH1Fei/4vlx+U+FmNAOM3DUsFGOvKFq/0rzqhR3FWqBBTt2iGWdvUAf61bTba3K5rDPczhPANp4Y6UthTgxbLCZx05WUisrz6GrbpposaetjGP7uGwj9G01ct/Stdl65FCd/ClDnNKGSvvT3plNMpoB71wzmBJhSI6vB1paD7giubKaocYOKA/PhK0/f3599uFssNwmQbXLfemvx4y3G4rIeKQ46pIIQnO2Tjeu5Z7l+0mXLNGt7Lk9Mt20NySvCipxbcqCU7jBEhp1HN4AOprLrXxe1PwklcUtGWWDCfi6pmzoUl1zmDrGFPNEoI2KShxYKSMZ5SMEVh8ORZrDLXNulvVJt0pr5SchvlDgbURh1HNt2jaglSD5lIByKEWjq3u+S4y4rr5DVxvKJDkYSlcjaYbshTj0HfHYvtSlPKSnKVDtR/Mkn5Ri8WKRa4VsWjVLDSy0jt/7235T2pKVHJW2AV53JQVZ/KKtWtoEmZKecltsS3LgEyHmnl9mzciO4Jsde3ZvKASFpzuQrOfyjGbZGkaUuMO62+1CA604l+TJuTodbbQk7t4wArmGQRgkgkbUM9DIJEqE9dbbcIy+aO/MvkzmAx3FxktIyOpUgj1qsmZEiuJRJdSlTneSPSvvW4tTVt/bOm0MptV+jJTp6KxzFcVkuZktuFRzlCgEg75C+bwrE7yVT54+ejodWAvla5jjII329KEmkvpMo5mZCP3akudB0rhlNFUZ5JwSW1Db6ViDyBAUpy3THkKQFK5OYqR3cZBzuPGswhOpmQcn8/ZkK/TxoYIxKf3Yx5VwubJ+njXaUklGcVc9E2KPqbXGntMzW1qZutzjxHAglKlIWsJIBHh4mhhtJZZjDq0BWCoDzrgUnzUPtW3+p+FeleGluROgaXt5W5I7AJWntnAMKPNzryTjl3qB+JlusrjCrpAtjEKQh1KVCOgoQsHP5k5xn1AqEKkaizFlFtdUbymq1GWYvr+CNHG+YbIG4zvRl2TGVzxn3GFjwUhZB+1cpSQcbe1cZR03NTNgvMPW+p4qOzXOTJQNgJCA5t9SM/erlF13AVzIvGnkL5/FcdzlIH0OaxJKSrONyDjA3zXeg2K6XJKnIsU9mg4U44QlI9zWU2mmnyDSksMz+1an4ep76VPxnVg4Mpg8qT6qTnIz6CrrbHWZjyJpuMOdJbBSgx3UkNJz4JQDkfpWFW3TsW0OGRdHo0pTjCilsNlSUKx45UBkj0qzO26c3iQphTaVHI5hy5A8wD9fKpTnKpvJkYxUNkiUJ9uebYjR7mttaXp/Il1AKO1QQvBx5EDxrvad1XO0pqGI7EiSECKtcaW09uXGAEnu42OQQQfLAqI27jc2VMuGZIIYVztZWSlJ9AayFjXsmW7HM+2okPIJbbU0She58PMHP0qC2JGy2rbBC13pxE60y1Fp5aJSUIOxdA5QT0ISSKhObZocK5qtt5Z+TcLza18qAlQWk5BzjcHFXTRXFxjSM95qU498gpwNvMuI5kJV/MFDqP1rMNV6r4QcQ7d2DxmiS3/cvRi2Vs7eqgSN/ykH61bH5sSzuv7ciPAvmS2z+SvxFWx6c3pLW8OP23zLP7NkKCObkWg87ZIOf5lfpUVaAvj2idTsXOJeGGflFKQ8Fr5Q4k+I9dxUqM69skvQkzQepbm5DnRmg7abq7HV2S3W8lrmxnkJHcPiME71CcBwsFbtwsbEx1RyObwz5+FdHrF7Gnfx1Gyn9aUnjpJc0/wCdTntHt5foZadeQwotx36xfJp/zkbZ3Z62650M8bNZW53NH/e2uGtLbjg8QtjwAUDgjzz4ZO1RhpW2K1lGRbb81dbZJgupcvdpQeyXPijPI9gDJI7vOB0x44rE9CcRrpo8lUeC+tCP7ltA5cf4cnyrm1Fr7V2sNTM6ju839nzEtLjQmIhKCG1DBStQ3IUNio+O3QVLWqmlXVON3atxqS+qGNl39N/uY0iGo2taVrcYlTj9MuvkvMyriJfdGTNb26y6Qt8RKIDWHJcNIDbp2AHd2UEgEBXiSVb+FQffZ5ckOW+Oe4JCluKHmeY7Vl9iZMSYl10ky1L5nskDGB+XHkB4YrA5CEi5PBs5St4kb7jf/wCdc1xym92dDhRWEXnTfOvUbfZ/3mTyg+BO2M/pn2ravUuqeFcn4fNI6TtFtjta3iyzJubzUQoXlQUXy8+rZYKi2EIBwEgeBzWrGkg6nUOUKCXAruqPgDkY+u+K2h1pxksGoOA9h0CNPNo1DZ2Yzfax4qG2kKbT+/eKhutx5e5xthRzuKEXDLyRvIcjIK1F7CSlKhz7K/KM598j6AVdtDaH4gcT7ibTw20PfNSyOYJX8hCW40znwLjuOzbHqtQFekXwu/Cj8JcrRmnNW/s61ax1LcLZFmzTcp4mfLyFtJW4hMfPZt8iiQO5zYGCT41t3bLRarJDat1mtkSBEZBDceMylppA9EpAA/SjqMKmjzB4dfhncdNUrala9vlk0ZDV+dAUZ8wJP+BBS3n/AN5t61tJw8/Di+HnRhal6ig3PWE9GFKcu0ohkq9GW+VOM+GeY9Sa2L1JrjR2io7b+q9S2u0NO55FTZSGefHjjmIz7VifDz4iOEXFbUU3S+gNVou0+DGVMV2cV9DLrCVpQpxl5aA28kKWgEoUoDmFQbciaikZnpzS2nNJQG7VpnT9stENr8keBFQw2nrhKABV396oMVXKaiS26D3p70ymmU0A96Hw8aZTVDjG1YYPPv8AGXlFvgdoiCF4ErVrYI6hMd0/1xWj9ia7W9WCEkbLnxGvqC4kVuF+M5N/7L8KLQD/AH+oJD/L15Gkj/z1qnw4iKuXFDRduSnm+Yv0BvHXL6BV8Vsma8vqPcuM0GGG2U7BtAQPoBiuT3qicAb1XKapL1yKK8fGlUOM+FKGT6yelMnpTB60wetAMnpVFc3KcDfFVwetUIJBHjQHi1qThPoeXL443/X+r39OXzTeoJ6rXbHGkpW+ntipKlNqwtSHeYhC0ZTlG53FQHbNQN3KzMmchDy3WcuhSe4vI3BA/wChr3+1hw50Jr+ELdrnRll1BGCuYNXKC1ISk9QFg4PqN6164gfhsfC7raOtNq0lL0lJ5SlD9ilqaCTnx7NfO2fdNAeQ8ZuK7EVbO0cegqXzfKSf3rYX/M2od5Kup2ztkGug/pawtyA83pwT3Gzzdi9PUptPqpvlSoj0zW9HEX8JjibZ+1l8LeJVrv7CSS3DuzKokjHkntEFTazjzIRWr/EP4c/iL4Sh5zXfCe+MQI4JM6Ox85ESAfz9o1zBA/zctAYZAN0fskyx6i5XmTNauNu5EoSmC+lPItLaeXCWnGglKkADJabP8JNcTnD/AFJrV55ejrW/NmxG/mHmmUBS0JGBzYzk+QIG+9dKNf2yrs3ivI8U85Ch9QrNT/8AB3ND3Ea7oQod+0KKStJSdnEH6UBqlerXqq1POWm52FdvkOqw4XkqRjqeVQz5CsmsMJ8IMlZwhbfKkfzeGTXpNe7Bp7Us6NEummoNwhiO4iYqWwFF9ZKeQcpJGUEOYUADgjatCtU26Na9ZXy1RA2iPCuMhhltB7qEJcUAkdAABQEHdmojFZPwhQUcXNJL3y1do7gx491Wdv0rH3AEOLGf4iPvVw03NuundQW7VdsiLW/a5CZDRKeUcyTkZNDDaNuOMT0qTpsXG4wZEOa/cQ46h91K1coSvdISSkDJOwxvzZFasa5izLjb3HLfDlPssvoL7qWyUN5zjnV4DPl9DUm6o+Iy28QFOL1VAetsxbiXB3eaOk4Vsnl3Ayok7Dx8sVkOl+KVq0NplhfDJuHdJtwU27e0rcBWpwc/KlpvJyBvlWMYUAUnc1KtCkqmaOeHpn8/krpQjCKUEkvJYNVFxi2tTbhSFJOFDPn7VleguFOoOIkO83GwiKWLEhD0z5h7szyKCj3RjvHunats4COBfGGwS7zrbhVEt0pjm+bk29r5VxhQIwtxaCElKsq3KQcpIqJNPah0zwslcQLNZ0S5VrkvCLCdTJbSUoRkpCypPezzHcY/WoN4JzTxsQ5Is8GPp9F0bSUSmp/yqQBhHKnc5z49KkbTWhNRcUFTFaZbssBMSOyXWlupb7RQ5gV5SC22M+JcUgHyPlVxl8KdNWNxoXtu7qM8CXClSIziI0oOJ5wps8oQob/zHwPhmrjoKzW/U+kOKWmNPO2yyOy4VuSiXOm9hGWoSwQkLOEoJxyjJxk4NWTpyp44uvmmYpTVTKWdvJ/z7FnRoqLo20tXXiALmYrryVtKgJjSIEhIzyYkId88L7oO/Ljesja4UwNfaYRxG07w01TLsLiVstybc8ghTjfdVztDKkpyM7CrdedD604f/DXNha8t7YS7qSKi0vpfaebXHLDylFpxBVlPOrOM+JyMVMvwq6Lvd84Q2O6xtYphW9t2Wy1AUCSxJTIKlPoUPAlBCSnw2BrEEpyw3gjWqOnHigsmrj+mtPy2C6ZsOE2glJCirnyPLkGVe+KwqWxDiSu1gyipTS+ZCgOU5HgayaeC5NfZedwTIcBWr/Mdz9asC4TbSnFNqSvmURk+CqiWJ5Ljbno+op90fmstoXKQhYYQeVDigMKOP4ScZyPAn2rpo043FiqlvpkLGAtDLTfO92fhzkZHKnY97fP0wTbVIeRKCglTSkjyxtjwxXMq9XES258ZfLISAnnBwrAHhWU2jJedNaptdmvkCXIjzZ9tZcCpcCQ7yB5AO6UlJ8cb5OPDxqT+Js/gRIateoeHMqelVx5zJsyk4MNKUg84cKgQc5BSrm33BxUVtXKzzJDb98sykkZ7R+KUpUo/4k/lI+9dCY5DEhYjOoWypfMlSchI9jv6VlSwsNGGt0zJf9sbIAUORJzQIKW5BQh3lPkSM4OK7dvn2dSS41c48hxz8zjqihah/wAW3tmsMdUYyUhpCEBWCT45r5L7a4yXHUEOBzlU0kYBR5nNHLKwEyUW2mA8lUSQ6+y+UBrnPMvtDsUpIJB38AMVYbjZmoUyVDfhFl6KvdtaClaFZ8D61jL8CG7FRJtKct7BSASFoV9TV8t8iUICWjJcWHUguc6uYqIO2Sd81ANZOXS8Bce6odcUCtaiT0HpWeK5XieZW5OVetYnaEqTOZJHiTWRzFBDCvDJ2J8wKtjHbcrk8PBnPD6Hx0u8lL2k9Lz5sNtZQxLlNCMyEg4HK+soyB4bKNbfcPNMfGD8gkTuOV1sEJ9vkXAtifnAlBHlJmpVyH/9JBx5Gp70HYLPbrDZVs29ovt22KgOup51pw0nwJzj2xWWvRlup71Vk4wUeRrbG4K6SsE83+/Qn9U6i8TeL9LduMnPULeJCT/kSmsq4Y8W9BcIeJYl67/sLEu0PxY0qPGW7ylbzKigoRlSUnss7Jx3azPUFtyV5HnWkvxltmJqqycuU9nBKwsbEHtTUoLLIVZuCyj1L0tx44Qa0dSxp3iPYpEhw8qYypSWniegbXyqJ+grPkqz4HO1fn5h6pvcQJLdycWgf7t3DiR7K2qVNCfElxW0OllFi1ddYbCPytR5i0Np+jZKm/8Au1JwK415Pmj2zyelMnpXmTo78RfirZwlq+OQLy0CkFM6GArA8cOMlJz6lJ+lTZpb8SnQExTLeq9HXGEVnC3YElElCf8AhVyL9gDUXFl6mmblZPShzjwqGtIfF78PWsAhMTiPAtr7g/uLsFQlj0y6Agn6KNS1CultubCJVuuEeUytIUlxlxK0kHwIINRaaM5R5nfjJSEval4KWoq3VKuTqh6ZjAH+tQR8P8YzviC4aRkBJzqm3qUOqUvpUfsk1Lf4vU35jjtwhtOchi2yZJHTnkAf/wAdYL8IEBN0+Kbh1FO/LcZEj/4UV5z/AMlXp4jgpazI9kEZ33zX1k9KfTamD1qgvKHOfClDnPjSgK7dfvTbr96Z9DTPoaAbdfvTbr96Z9DTPoaAbdfvTbr96Z9DTPoaAbdfvXyUg+e1fWfQ0z6GgIo4i/Ct8PfFZTj2t+FNgmyXOYmW1H+Xk8xO6u1a5V59c5qBR+GFwt07drvO4e60v9sgXy2SLZLtkx0PoSh0jdl4BLjZTgYKu0PrW6OfQ0z6GgNUk8ENecPbeWounGNUNsRxEa5HkrUGwnCVq58L5weU90HO9eUfFe33TSHFDVjOobBOtLr19muNpnRVsdpzOqUClSgCRg+INfoIwOhq0ak0fpTWMFds1Zpq23mI4koWzPiofQUnxGFg0B+eaGnTyFFxm3IQVqyVE9oBv67/AHq6yXoM6H8q2pHMfFJPL/WvW3iP+Gh8LmuFPSrHpmbo2c6CUuWOUW2EqP8A+XXzNgf4UhIrVniN+ExxXsanZnC/iNZtRsJyW4V1aVCk8o8g4nmbUo+vIPWhHhTNELlp9LeVLZJSR442NWF7TCVKL0RSm3B4LbOFD3zU46/+Hn4huETrqdccKtRQI7R70yPHMuLgbk9o1zI5fXOKjmDe4iXkvmJDceQrnClNDxHVJBSr3SazkyljkWWy6t4k6S5xZNQPLYc5e1YkhL7ToG45kqyDXbb4hATZ12vGmeWfcATIfaw80tZJyrslY5fHw5jXcVGt8lanESi0tzcpcSOXPpy+A9MVb5VlnZXytJlJzhPYqC9vp41HAbwS7a+Owvlik26HrthIkwlR3bHLZXGRgo5eSOpxZaHjkA4IxsatfDyLbLVpbiI7qvSs+bapsSCn9lRJKkPu4kjBbcSFFeNlY8NtzUQSrMwodm7H5T5gpwa+IsW62tzt7HcpkNxPgqO6UY/SrZ1JVElLp5EIU4xba6+eSXtUR+H6+Ad2Y0I/qKLFGqIy5NuvYT2kJ4RnilCVD8wPmSAc+VTv8HtltM3g5BubuoHIE5bcqE/G+ZAQYofUtLnZE7K5uZPa48AU5rUeXxF17Ptn7F1K81freXkvlmUlSVFxIKQsqQRlQBIBVzeNZtw6+Ie16GgM2WdopHYsoWwh/HO8GVr51NF1PKot8/e5SDg/WpUI28pP9Rnhx07ka3HNYpYz59iPnbY5OuMhllvtgX3AUhWTjmIz6+FWd+DIjNulqOh1pKzzIKsLRjxBBwM+PrWd206clS/2jZNTRnnlnKI6JXyqgtWc5LoB5Rnpvjxq5jR+sdK226XS2NftFc1TZQ9HQh9S3VlQIHio4APht4VTnfBalhERyHSlpTaeceCwFDvJ+h6VmPBfS1m1nq1+DfLO5OixoK5SmWpfyy1KGMFKiDn6bZ612Fadl3DUEizQNLy57/zCm3S00rtCU90dAnJ3q78KHrlp6/XM23UEOwzHUrjCNcI5UV42KVKCClJBGDmhFSbIvvK4rlxkuMN/LMB1SWo5WT2YBxyknxO1dNtpT4UEISUk7jFZzf8Ah5+z4k+9XFC+SOol9xhxuQ2l1R8TylKkJOdsgnfwqknhiiBZXZ72oQuQWQ60yw3sSVKTgk7n8p8BvkUJmDypHY4CUpwkbg7mu9KjKbbYQ4wY7jqcgL2zXYk6LusFyMLo0YyJmC26/wB1PhvnpjP1GKvVvu1utd2k3DUlriz2HUKSGnnlBTah+UoI8j9PDFDHIxiJcU2wkuNFaFZQpINZXaG2lRWloPMhQ7pPj/8AW1YhcLlEkOu/Jw0NMrOOROSAPLc71mFgQU2WIoDGE+B+poE8l3g4RNbTjfcir3ISl5lKN8qIB/WrHCyqcg9BV8bw4/GaT+ZbqE/qoCrIvYpqfUj2E02tCYcRlJ7rcdtA+gSBWYsspW2kEb4qO9MzRlpOf4E/0qS7cEuISr0FVsvMbv8AbAUqIT4+laIfHu23Duumk8oC/l3jnz/OnA/rXovdIPasqIT5bV5wfiJOKa4lWW2qCgGbOhxPQlTq/wD+oqcOZXUWUaqsuk4FXaM4rAyfDwFWZpKjslYB9auMcklIJq0qSwXZqWkq7Lfm+1crjqVpKFHyxscV1GieSvvPmRmhLiZztSpEZIDUl1IAAwk/fHhWT6U4m6z0jK59L6nk255tXOUx3Vs79T2ZTmsQ5ko/OrGP6V1Jeo48FKnUBKikEqUN1HH2NYazsVvc7fHbirrPixxP01eNbXqVcpNmgfJNOSnAtQRzrcO+x8VHxJNTt+H08q6/F3o7xUIca5yM4OP/AFJ1v/z+fWtedBtRtTcTtMtOaNuWqkOXBlydb4DLj0h+NzALR+7GUjB8a9Lvhb+E7VukPieufH93SjWj9Iv2d2FbLFIcT84l90Nlay2jKWmxyrAClc/hkCj5EoN8SWDeYYx4/eq7dfvVBt5VXPoaoNk+VYz4/elVJ38KUBXf0pv6Ux6mmPU0A39Kb+lMeppj1NAN/Sm/pTHqaY9TQDf0pv6Ux6mmPU0A39Kb+lMeppj1NAN/Sm/pTHqaY9TQDf0qmPQVXHqaY9TQHyptK0lK0JUFbEEZBqJeKHwnfDzxeS69rfhTY5E1zKjcIkcRJhURjJeZ5VLx5BRI9KlzHqaY9TQHnzxI/CI0Fce1mcJ+J1709I3UmJdY6bhFVtskKSW3Eb+KiV46Vq3r78Oz4tOHodkx9GwNVxGjnt9PzQ4spG+eyc5HPYAmvarHqaEZ86A/OnfI2otNT1WPWVguVonNn95Du8Fxh5Gf8LiUqAq3totjil9myWwsYJbVzD9Dmv0Qan0PpDWsBVr1hpe03qIr/cz4jb6AcYyAsHB9RWs3En8Mb4YteKdl2Wx3LRk9zcPWKYUNg+rDnM3jPjhIPqKA8d0WyOhBajvpVnwBwgn65B/rXXkWVgIJeYIV1xt7K3BreziL+Evxd0+pyXwy4g2TU7AOQxcm1wZJH1HOg9PEZ9K1f4h8AOP/AAhcUdf8J9R2mOjYzmY5kxFZ8P37PM3nAzjOeooYIfl6ZgvEc7eUEd7lPerqQ4d8sKw7Yr5NhODcpZfUEqPqPA/Qg1k6bnElIKHUMOD+IpJSr9RXC/bYjyeRiU42VfwOJC0n3G4oRwz5g8WuKtoe7f8AarcwhHIpxxkc6kfy8wAIHoKu7/HNV0mR5l30+3bZbOAp9iM2subDOV4CkjI/hGdzvWNqs10ZUfkktSUDxS04Ob9DvXVeYb5gmTEW0vPeS4nlNCSJH4oa+s2pdVQ9Rv2/T1slWyCyyGo0VDSpZCN1Oo3So94nmIUo58sVG1x1hb1PpcZZfuC204aLiylCD4g+xyfDzr5nQoVwf7d4AuYSM+JOBiqJscdCedtrIFDDyWifftQ3VBRKnPOJBKkha1OcuehUTj2rpogLUrtHCpSgPHcmr8qCArCWyB6eArrutKZKgUkZ8KBZLb8qkJUkDbyGKzezZ/ZscDyR4VjCWeby8fOsptaeSJHbKgMpAOTQkd6CVCcFHGAPKshtbaXL1bEcwHPMYH6uCsegpJkZHrWR2IBeo7Gydgq5RQT9XUipx5FNT6keqGmpYS4nJGQBUv6dkB1tO+c42qB9PyMPhKVDu486z6TxR0Hw7gfPa11TDtraE8xaUvmeUB0QN/c4HrUC3ONyYFR+1aIHmK8zPxNm1wONFgYK0lL+n0KCQe8nDzgOR5ZqauIP4i8daHbdwX0i7N5SUqu00J5EjqhP5Mjx3K8Y3BrSPirrLWHFvV1z1XrW6/OTZnZYwE8raGwoIRz4AyAs+ASn0qcU8kJzUkRw0vHlg132VFSOQKIyMbeNdZ1MCIeVyQuQsf7qOOck9Cf+lfEe6TZ0tq1afgPPypKuzZjQ2lPPuKJwAAMqJ9AKsRXxY5F250QGkpkSFIAGQVq7xH08TXRnakSygmK2lSQO+44rlCfoPOti+D/4cHxI8VVMXTVlvY0FZ3gFF285VOWgnxEZPeScZ2cKT4bVvZwX/Df+HjhOY11vFmd1vfWgFGdfsONJWPNuMP3SR0yFHqTR1MbGOGc2eXXCngLx74/SUo4b6Cuc+FzcirlJT8tb0df3y8JUfRHMRW73Bf8ACbs8VDN24+64kXaScLVZbETHiI/wrfUO0cP+UN43/N416FxIUaAw3EgxmY7DSQhtppAQhCR4AAbAVzAVU5tl0YKJhvDnhBwz4RWhNk4b6HtNhi7dp8pHCXHSB+Zxw5W4fLKiTWZcvoKrj1NMepqJMb+lN/SmPU0x6mgPlWc+VKqRv40oCu3T7U26famT0pk9KAbdPtTbp9qZPSmT0oBt0+1Nun2pk9KZPSgG3T7U26famT0pk9KAbdPtTbp9qZPSmT0oBt0+1Nun2pk9KZPSgG3T7U26famT0pk9KAbdPtTbp9qZPSmT0oBt0+1Nun2pk9KZPSgG3T7U26famT0pk9KApgb+tUW224kocSFJUMFJGQR0r6yelMnpQEQcSPhG+G/iw25/trwksUiQ54zYjJhSx0w+wUOexJHUGtUeIX4QmiJRelcKeKt7syzu3FvEdE1lJ6BaOzVjy3yeua9DcnpVMDOeWgPEziJ+Hl8WXDh1chnRUXVsBG4l6dmdurHqysIdz1whQHWoCv0TUek7gbNq+x3Czyk+Ma5w1tKxnBPI4nceoyK/Rhyjx5BVk1XobRmure5adaaTtF8hO452LjDbkIVjwyFg0B+dV+BbZCv39sRGdP5VxXshQ8jg5T+mK4F2syGVC3XlCiglPZvpKFZHlkZBP6V7J8Svwwvhj1yHZGnbPc9FzXNw7ZZig0kk5J7J3nR7DArVvib+Ezxls3NM4Z8QrJqtlpOExLg0YEpQBwEhQ5m1YAG5Un6UBoKbZPiDmft756rQedJ9xXWVDXNcIykkeISolX6AbVMnEL4f+P3CJDr2veE2o7VDj57Se3HMiIMfxdq1zISOnMRUdN3ODOIElqO+SN1KGFj6kYNAWMR2mh2Su7y+O29XqDEZYUiXs8lTJbLSuYAHyUCK5FW22yGyULeYJ8CAHEj+hrvpgz2oTMkwnzDUosIldmrsXFJGSEqxjI6ePWspZBxW9BS8STvjpV7tMtEG+2ye40pxMSaw+UAZKuRYVgfpVmh8yXDk13WZaI0xp1YCig9oE5wVY6VNLCNeclzNjL98QPE+/LDWlmWdPQFL5CtbYW+tJG+U/wAP/P8AUCsBukvTMJf7S1dfZeobk4SspfXzISegQAEj2GfU1Gt41zepElmCy6W0uqKeRk5WMkcqQBuSc+VTlwi+Af4meMi2Zzmlzo6zPlKlXLUXMy4UHxKI+C6o9AoJHqBvWOHG4XE9iMNRcUX5bKodshMxIycd0jHMPXzP2rg0Bwv4ycdJ37P4aaIvOo+/yKdYZ7KG0c/xPKKW049TmvT/AIM/hg8BOHqmbrr8TOIN3bKVKVc8NwQob92Mk4I9FqX61tzZ7FZdP25m02G0Q7dCjIDbMaKylpptIGAEpSAAMVhy7ElS7nm1wZ/CVus0R7vx34hmFzYWqzab3WgfyrlODx3weRGBvhR2Nb28Kfh24LcEoKYXDLh7abMoJ5Vy0sl2W71K33CpxXj5qx02qRgkA5CfvVcnpUW2yagkfIQACN96qAAAOg6VXJ6UyelCY26fam3T7UyelMnpQDbp9qbdPtTJ6UyelANun2pt0+1MnpTJ6UB8qxnw+1Kqc58KUBXB60wetMJphNAMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAMHrTB60wmmE0BRSSRjNQ5xI+ED4b+KzrsrWPCOwuzHiVLmxGPk5KlHxUXWeVRPqSTUyYTTCaA88uJn4QmkJ7Uh/hDxTu9iW5lSYN6ZTNYSfJKXEcjiE+qu0PrWHcWeBXxG6A+GxnglH4Mu6lRES0l252GS1KjpLTqlJlNRyEyEPLSrCgEqzvvvt6fYTXxyA/mVv8AWsp4B+ee26E15dr8rSFq0FqeTfXCWxb2rY8ZKV+G6CnKceZOMVtvwY/Cw4u64XAvPGS9xNGWxIBchRuSVdFo25klQJZaJA8crxnwPhXq8IzIe7cNt9pjl5+XvEdM1ygJAxWeIr+Gs5Ig4OfCbwF4E9jK4fcPoDF0aTym7TAZU5ROyj2zmVJzk/lwMHGMVMGD1phNMJqJYMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAMHrTB60wmmE0AwetMHrTCaYTQDB60wetMJphNAfKgc+NKHGfGlAfXtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgHtT2pv6U39KAe1Pam/pTf0oB7U9qb+lN/SgKK8fClDnNKArj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oBj1NMeppt0+1Nun2oChG/jSqKxnw+1KA+t6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAN6b0wetMHrQDem9MHrTB60A3pvTB60wetAUVnNKHOfGlAVwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UAwmmE09qe1AMJphNPantQDCaYTT2p7UB8nGfGlVV4+FKA+ec9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAOc9BTnPQUpQDnPQU5z0FKUA5z0FOc9BSlAComlKUB//9k=" width="308px%" alt="The Hidden Costs Of Bitcoin Mining 2021"/></p>
<p>Miners have agreed to pay heavy hook-up fees and to finance some of the needed infrastructure upgrades. They’ve also labored to build a case for the sector’s broader economic benefits—like sales tax revenues. They say mining could help offset some of the hundreds of jobs lost when the region’s other big power user—the huge Alcoa aluminum smelter just south of Wenatchee—was idled a few years ago. In the zero-sum game that cryptocurrency has become, one man’s free money is another man’s headache. In the Mid-Columbia Basin, the latter category includes John Stoll, who oversees Chelan County Public Utility District’s maintenance crews. Stoll regards people like Benny as “rogue operators,” the utility’s term for small players who mine without getting proper permits and equipment upgrades, and whose numbers have soared in the past 12 months.</p>
<h2 id="toc-2">Why Dont Rising House Prices Count Towards Inflation?</h2>
<p>By the end of 2018, according to some estimates, miners here could account for anywhere from 15 to 30 percent of all bitcoin mining in the world, and impressive shares of other cryptocurrencies, such as Ethereum and Litecoin. To profitably mine bitcoin today, you need an application-specific integrated circuit, <a href="https://www.youtube.com/results?search_query=bitcoin+price">bitcoin price</a> or ASIC—specialized hardware designed for bitcoin-mining efficiency. An ASIC can have 100,000 times more computational power than a standard desktop computer equipped with a few graphics cards. But ASICs are expensive—the most productive ones easily cost several thousands of dollars—and they suck power.</p>
<p>In 2017, China shut down domestic cryptocurrency trading platforms and outlawed launches of new cryptocurrencies, called initial coin offerings. Chinese people can still trade via foreign exchanges, but at the risk of the policy climate becoming even stricter. But the winds have changed, and the Chinese government now wants to reduce energy use and related greenhouse gas emissions instead. According to 2020’s figures, 85% of Inner Mongolia’s electricity is generated from fossil fuels. With the central government looking to limit coal consumption, power-hungry Bitcoin mines are an obvious target, says Yang Zhou, China advisor at energy and climate policy think tank Agora Energiewende.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px%" alt="The Hidden Costs Of Bitcoin Mining 2021"/></p>
<p>Though only a fraction of the size of their commercial peers, these operators can still overwhelm residential electric grids. In one instance last year, the utility says, a miner overloaded a transformer and caused a brush fire. And, inevitably, there was a growing tension with the utilities, which were finally grasping the scale of the miners’ ambitions. In 2014, the public utility district in Chelan County received requests from would-be miners for a total of 220 megawatts—a startling development in a county whose 70,000 residents were then using barely 200 megawatts. Similar patterns were emerging across the river in neighboring Douglas and Grant counties, where power is also cheap.</p>
<p>When fewer miners are mining BTC, the Bitcoin network automatically adjusts the difficulty to mine BTC. AFP via Getty Images In early 2020, researchers predicted the cost to mine Bitcoin will be at around $12,000 to $15,000 after the block reward halving in May. The low breakeven price to mine Bitcoin may leave it vulnerable to a correction. With as much as a quarter or more of bitcoin’s hashrate reduced and Bitcoin’s mining difficulty at an all-time high, blocks are coming in at a slow and scattered pace, with multiple blocks taking an hour or more to be mined. You could instead just choose to invest all that money into your desired cryptocurrency to start with, in which case you would derive profits without the operational headache of running mining equipment. Depending on where you live, electricity can greatly affect the profitability of mining. In the case of a miner in D.C., you would just barely break even if you sold all of your GPUs for $150 a piece.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px%" alt="The Hidden Costs Of Bitcoin Mining 2021"/></p>
<p>Buying real-world goods with any virtual currency had been illegal in China since at least 2009. In 2012, bitcoin prices started at $5.27, growing to $13.30 for the year. By 9 January the price had risen to $7.38, but then crashed by 49% to $3.80 over the next 16 days. The price then rose to $16.41 on 17 August, but fell by 57% to $7.10 over the next three days. The word bitcoin was defined in a white paper published on 31 October 2008.</p>
<p>Less than three hours east of Seattle, on the other side of the Cascade Mountains, you could buy electricity for around 2.5 cents per kilowatt, which was a quarter of Seattle’s rate and around a fifth of the national average. He found an engineer in Poland who had just developed a much faster, more energy-efficient server, and whom he persuaded to back Carlson’s new venture, then called Mega-BigPower. What separated these survivors from the quitters and the double-downers, Carlson concluded, was simply the price of electricity. Survivors either lived in or had moved to places like China or Iceland or Venezuela, where electricity was cheap enough for bitcoin to be profitable. Carlson knew that if he could find a place where the power wasn’t just cheap, but really cheap, he’d be able to mine bitcoin both profitably and on an industrial scale. No one yet fully understands how cryptocurrencies will change how we transact business with one another, but many experts predict they will spark a revolution.</p>
<p>During the week of 11 March 2020, cryptocurrency exchange Kraken experienced an 83% increase in the number of account signups over the week of bitcoin&#8217;s price collapse, a result of buyers looking to capitalize on the low price. The process of validating and verifying the data stored on the blockchain is energy-intensive and generates greenhouse gasses on par with that of small countries and has been blamed for power grid failures across the globe. China plans to dramatically crack down on cryptocurrency trading and mining in the next four years, encouraging the country’s financial institutions to not get involved in the business. Industry experts and academics who study energy uses say there are fewer than 10 large-scale Bitcoin mining companies in North America that run on stranded natural gas. Many cryptocurrency miners run smaller operations in the United States and Canada &#8211; some fueled by a single well. In some cases, cryptocurrency miners pay the oil firms for their natural gas wholly or in part using the coins they mine.</p>
<p>The solution to the environmental havoc cryptocurrency wrecks on the environment could be as easy as upgrading the technology to make it more green, and energy-efficient, or disconnecting NFTs from cryptocurrency and crypto-mining entirely. U.S. stocks shrug off a weaker-than-expected reading on second-quarter gross domestic product and other economic data, while Robinhood Markets makes its trading debut. Information, analytics and exclusive news on financial markets &#8211; delivered in an intuitive desktop and mobile interface.</p>
<p>Following the first delivery date in January 2018, the CME requested extensive detailed trading information but several of the exchanges refused to provide it and later provided only limited data. The Commodity Futures Trading Commission then subpoenaed the data from the exchanges. According to Mark T. Williams, as of 30 September 2014, bitcoin has volatility seven times greater than gold, eight times greater than the S&#038;P 500, and 18 times greater than the US dollar. Hodl is a meme created in reference to holding during periods of volatility. Unusual for an asset, bitcoin weekend trading during December 2020 was higher than for weekdays. Hedge funds have attempted to use the volatility to profit from downward price movements.</p>
<p>The post <a href="http://htdbouw.nl/cryptocurrency-service/the-real-cost-of-mining-ethereum/">The Real Cost Of Mining Ethereum</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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