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	<title>Catalys &#187; Cryptocurrency exchange</title>
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		<title>Beginner&#8217;s Guide to Trading Dogecoin in 2024: How to Buy, Trade, and Invest in DOGE</title>
		<link>http://catalys-interfaceculturelle.com/beginner-s-guide-to-trading-dogecoin-in-2024-how/</link>
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		<pubDate>Wed, 09 Feb 2022 07:14:23 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency exchange]]></category>

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		<description><![CDATA[Double-check that your PayPal information is accurate and up to date. Compare the various offers from our trusted providers and pick the one that offers you the most favorable terms. Provide your bank transfer details, such as your IBAN and bank name. buy bitcoin litecoin and ethereum 2021 Fill in your card details, including the [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to buy dogecoin/images/how_to_buy_dogecoin_(1).jpg" width="453px" alt="how to buy dogecoin"/></p>
<p>Double-check that your PayPal information is accurate and up to date. Compare the various offers from our trusted providers and pick the one that offers you the most favorable terms. Provide your bank transfer details, such as your IBAN and bank name. <a href="https://www.crypto-trading.info/buy-bitcoin-litecoin-ethereum-2021/">buy bitcoin litecoin and ethereum 2021</a> Fill in your card details, including the card number, expiration date, and CVV.</p>
<h2>Swap on-chain assets to Dogecoin with Bitget Swap</h2>
<p>It is important to note that buying crypto can be risky, as the prices of cryptocurrencies are highly volatile and subject to rapid fluctuations. It is recommended that people do their own research and understand the risks involved before investing in Dogecoin or any other cryptocurrency. It is also advisable to only invest what one can afford to lose. Like Bitcoin and other cryptocurrencies, Dogecoin can be bought and sold on various online exchanges, such as Coinbase or Binance.</p>
<p>Besides being visibly appealing, the Uphold trading platform allows you to place your trades with great ease. With just a couple of clicks, you can make trades directly from your deposit method without even having to wait for funds to clear your account. This one-step ordering is another innovation from a company that prides itself on the usability of its platform.</p>
<h2>What to consider before buying Dogecoin</h2>
<p>For transactions of $150 or more, you might need to complete a brief KYC process for added security. The fun and friendly internet currency also offers its own simple, intuitive wallet option for both desktop and mobile. Getting started with the Dogecoin Wallet takes about 5 minutes. Simply click on your operating system, download and execute the cryptocurrency wallet and start safely storing your DOGE online. You can also download the Dogecoin Wallet for free on the Google Play store. <a href="https://www.coinbreakingnews.info/icos/refereum-ico-review/">refereum ico review icos</a> You can purchase Dogecoin directly with your debit card on the Tap exchange app in one smooth process.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to buy dogecoin/images/how_to_buy_dogecoin_(2).jpeg" width="459px" alt="how to buy dogecoin"/></p>
<h2>Why Is Zengo The Best Place To Buy Dogecoin (DOGE)?</h2>
<p>Dogecoin was launched as a Litecoin fork, using the same network with a famous cryptocurrency LTC. Thus, providing the same hash power as before merge, Litecoin miners can receive extra rewards in DOGE coins. Zengo works with purchasing partners who are regulated and compliant and follow the AML and KYC rules.</p>
<h2>7&#215;365 Support</h2>
<p>It&#8217;s crucial to keep this key safe, as anyone who has access to it can control the funds in the wallet. Although some cryptocurrency exchanges allow the use <a href="https://www.topbitcoinnews.org/how-to-buy-sell-trade-bitcoin-diamond/">how to buy sell and trade bitcoin diamond</a> of credit cards for purchasing digital currencies, you should realize possible consequences. The bank may classify the Dogecoin transaction as a cash advance or similar to borrowing funds from an ATM using the credit card, which can result in high interest rates. This could potentially lead to paying significantly more for crypto assets like Dogecoin than their actual value. Cryptocurrency as an asset class is riskier than other more traditional investments.</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/kglx2WNPNyI' frameborder='0' alt='how to buy dogecoin' allowfullscreen></iframe></div>
<p>Open and top up LiteFinance trading account, then use limit/market orders to execute trades; withdraw purchased coins to a secure crypto wallet between trades. Given Dogecoin&#8217;s extreme daily volatility, investing carries tremendous risk, especially for cryptocurrency newcomers. While the prospect of Dogecoin prices repeating the explosive rallies seen in 2021 generates excitement, expectations need to be tempered. On average, each year, DOGE still declines by over 40% at some point, even during bull cycles. Dogecoin&#8217;s lack of real-world utility beyond meme status also means projects with stronger fundamentals may be safer long-term investments.</p>
<p>Once you buy your Dogecoin using your payment card or a bank transfer, it will be automatically sent to your hardware wallet, and thus secured.You can check the full list of steps here. Once you&#8217;re at the machine, the process is similar to withdrawing cash. You&#8217;ll need a crypto wallet that supports Dogecoin tokens and enough funds to make the purchase. Simply follow the on-screen instructions to deposit money into the machine and scan the QR code of your wallet address to receive Dogecoin.</p>
<ul>
<li>You can store your DOGE safely on your Bitget account or on our crypto wallet app BG Wallet, the most user-friendly and secure mobile wallet.</li>
<li>Investment returns and principal value will fluctuate such that an investment, when redeemed, may be worth more or less than the original cost.</li>
<li>Overall, trading Dogecoin derivatives or pairs tends to involve more leverage, margin, and risk compared to a straightforward investment.</li>
<li>Cryptocurrencies are great for investing, paying for goods, exchanging, trading, passive income, and so on.</li>
</ul>
<p>The main principle behind hardware wallets is to provide full isolation between the private keys and your easy-to-hack computer or smartphone. The only people you can trust for storing your crypto assets is yourself. Utilise Kriptomat Recurring Buy (DCA) feature to automate your Dogecoin purchases over time. DCA allows you to spread your investments across regular intervals, making it easier to enter the crypto market with reduced risk from price volatility. With DCA, you accumulate Dogecoin gradually with a specific amount rather than making a single large investment at once.</p>
<p>It has grown a strong community that supports various causes and enjoys tipping on platforms like Reddit and Twitter. Dogecoin functions on a blockchain, processing transactions and keeping track of balances like many cryptocurrencies. As a part of your investment portfolio, it operates on its blockchain network, securing its transactions through mining, a process similar to that of Litecoin. Unlike some other crypto assets, Dogecoin has an unlimited supply, differing from coins like Bitcoin which have a capped amount. However, for risk-tolerant crypto investors, Dogecoin may be an attractive option in the portfolio given brand awareness and network effects driving increased adoption. But position sizing should match the elevated risks, and holdings must be prepared to weather temporary 80-90% drawdowns during inevitable price cooling periods.</p>
<p>The best way to clarify that issue is to contact your card issuing bank directly. While the process of setting up a wallet and buying these cryptocurrencies is similar to Dogecoin, each cryptocurrency has its own unique features and uses. There are various types of crypto wallets, including online wallets, mobile wallets, desktop wallets, hardware wallets, and paper wallets.</p>
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		<title>Search results for &#8220;【tron-gas com】波场tron coin price prediction【tron-gas.com】Where can I buy tron energy【ID:rtogimmn0c7】&#8221;</title>
		<link>http://catalys-interfaceculturelle.com/search-results-for-%e3%80%90tron-gas-com%e3%80%91%e6%b3%a2%e5%9c%batron-coin-price/</link>
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		<pubDate>Fri, 05 Mar 2021 09:05:24 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency exchange]]></category>

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		<description><![CDATA[Content How to Buy TRON (TRX) on Binance – Step By Step Guide How to Buy TRON on Coinbase – Step By Step Guide Step 2: Deposit funds Market news The overall best exchange to buy Tron token for beginners is eToro . Those tokens aim to fulfil the requirements for issuing securities. There are [&#8230;]]]></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">How to Buy TRON (TRX) on Binance – Step By Step Guide</a></li>
<li><a href="#toc-1">How to Buy TRON on Coinbase – Step By Step Guide</a></li>
<li><a href="#toc-2">Step 2: Deposit funds</a></li>
<li><a href="#toc-5">Market news</a></li>
</ul>
</div>
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0Zen7445JahjJ89xJB9xU9LtqjJ27yN/ivB/1K3maSwslnZ+Gf0NORBHeNl8W2HPeiY4Ra4hN3gvx9o2mHqIrTYrTST1A9ZA4bdNvsFYG4jeiS7S2kZDJpzF4rVVbYn1uJvsDmjyMc/q37/uh3xXShi9pbTi7cVmvK5A6dsr/Y8Losra97MXGvhrMYdZ8OtQYg9dnW6EkbHAeLXEcrh7wdljizg8nUcWzVJG7e5SwxNKbspZmHCS3FAi5uikZ9dhHxC4KZNPQ0CIiyAiIgCIiAIiIAvoJB3B2IXxEBMKc8Gtce3FX5Gsy9Vv+izuO3rmj7Dj5/z5qKWK89Sd9axG6OWNxa5pGxBC4xSyQyNmhe5j2EOa5p2IPmpdI2HXWOM8LWszlNn6xg6fSWDxHv8A58UB0ZY/pbReOyReXTY+V1STfqeU9Rv9w+9W7R9P6dqShCW8zWyiV3ls32uv3K46Ub9Oxea07Kw88kH0iNp7w9h7vj3fcvmiy6jTzOcA2NWoY43bfbd3fiB96As+oLxyWbu3N+kkzuX90HYfgArcneiAIiIAiIgCIiAIiIC4YLDWM9kY8dWexjnguLn9wA71f7ukMBhZRDmtSPZJtvyR1nEke49Qo1jMlaxN2K/Tk5JYjuPIjxB9xWRLmdqZ3CtysmNjv04+luuektY7dXNPkgI1z8PKg6R5O84eZDGn8ivg1Npyt/qOj65I7nTyl65S6ToZeN1rSWRbY2HM6pMeWVnw81GrNWxTmdXtwPhlb3se3YhASN/EDKtHLRpUKbfKKAdFd7Wp83S0jBesX3m9kZiYnBoHq42nrsANuu34qE42jLk79ehD9eeQMHu38VPszQofSxksueTEYlja1WEd9h7R12HluNvkgK/S7r+ZoMn1THUnjtbis18LedwAJLifAbBYxviAXrArN5YhK/1Y8m7nb8FM8TnLmSdmNSWdo46VQw1oh9WMv7gPu6qCk7ncoD4iIgCIiAylwC11ktD63xmaxdl0NqjajswPH2XscC0/eFtJ7fsLdV8LeHvaU0wAxtqrDXuPadnhkrPWxb/uv9Y3z9oLTnhLz8fkYbDHbcrgtw3ZPvVO0z2K9X8Dr7xJk8HC+XHknc7O3lhI+EzXg+5wXme08JGpVnRkrqosv4o5r5q5eoVHGKkvZfky5dn/AIpaI7bnCS32d+MzDNnK9YvxmSLd5XcjSGyhx7pWb9fB7d9/HfWH2oezrqns9cSsnojUUcbn1nCSCeIgssQO6xyN8tx4d4O48FV6R4iam4OcRordC9Yx93HWw+KRpLXxSNd/AjuWznI4zhx6SvgV9FmNLG8T9N1ueGYAAuO23U7bmB7j1H2Hnfx9qPBV6lKUac3eVvRfvx91/Et3FG1WEZJtab+T49GaUe7ovrXvYd2uI+BUz4q8MNT8LdW5HSeqcTPQyGOndBPBK3ZzXA/iCOoPcQQQoUvS0qsa0VKJRknF2ZWV8vkKxBisvG3vV8x3EPUWPI5LjyB71F0WlXC0aytUimZjUlHRmWsDx/1RiJmzQ3p4nt22dG8tI+YWeuHvpEONGkhHDS19lXRN/srUn0ln3SBy8Vr6CR1BIXNn2DhL7VJOD4xbX0J1i6mks+ptk0R6VjUs0DaetNK4XOQu2DzyOge4fLdv/wDFTd3H/sJ8ao+TidwOrY23L9azWoMPU95MkBZJv/ulaa4chcgO8Vh4+ayFwtg19rPU2P05pivcv3r87IK9eBpe+V7jsGgBU8RgsbhoOUK20lumlLz18ySFWlN2cbPlkbS/+j07FnHitJd4P63y+JnIJ9Sxxka0/wCznaHkD3O+a8tdqb0Xev8Agbp2xrrS+crap09UHNblii9RYqgnYF0RJ5m9e9pO3iAOq9uaTo6O7AvBaPU/EG1XynEPMViIqweD6t239Ww94jadud/2j0HgsHcKfSZ5ulrG3W1y9ufweTnd9Jqybc0LXdD6nfpy7dOQ9CPLvVaHaMsMo08THZqe04XcYLdtJvfvSu0bugql5Qd1uvq+NjVdex9ihM6GduxB2VKtu/HjsF8He07pifi52Uclj6uRlb621gg4RwukI3LWtPWCTff2T7B8Nh1WrXiFwy1dw21Dc01qzB3MZkaMhjsVrMRZJG7v6g+4gjzBBC9Fh8XGoltNZ6NaPoynOm1oRJERXSIIiIAiIgCIiALvp3LOPtR3KkpjlidzNcF0IgMkYZ1fM36urMZE2OzG8Q5GuOgcHDYvH5/JUGpaTtO6bnx7Rym/kXu6eMTerR+Si+CzlzAX23qh3H1ZIyekjfIq46w1UNTT1zDA6GGBp2a47kuPefwCAjqIiAIiIAiIgCIiAIiIArjgs3awN9tyueZh9mWI/VkZ4gq3IgJPnsVFDHHqjTUrxSmdu4MJDq8niDt3Bfa+sIr8LaOqsey/EAA2doDZme/fxVv05qB+FsPjmj9fRsjkswO6hzfMe9dupdPsxjo8jjZPX4y37UEo68v90+8ICT6exencM+zqypkvpdOtEeRhb+sjcemx9/h81ENQ6guahumzYPJEzpDEPqsb/j5lXPQzm2pchgpHbNyFVzW7/tjqP4qNGN4l9Ty+3zcu3vQEmlBxugImE7Pylsv28eRvT8wPvUWUo11y1JMZhGO3GPpta/8Afd1P5AqLoAiIgCIiA+gkEEeC93+jF41t0DxmxWOyFwx4/Ob4mzu7p+sI9WT8JAz8V4PU24Valsad1NVtwTOifHK17HA7FrgdwVze1KUpUe8h60GpLwJ8PJKey9HkeofSc8FpeGHH/MZOhTbDjdREZml6sbNDZSfWNAHdtIHjby2WIezb2hNU8INZ47UGCyj61qlIC0k7te3ucx4+00joQVsR7bWBrdpTsZ6O490K7Zsvg4WsyBi67RyERzgjv9mZjSPIOcfFaf7DJcfdexpLXRuVKFCljacqO7KUXvSeat0f0JHOVKSl4PwNzHHLhJw+9IdwWZxU4a16tTiNhKwZaqBwDrGzSTA8gdSdt4nn90/3dPWr9J5bSOatYbL0ZqtmpK6GaGVhY+N7TsWuB6gg+C9FdkPtU6p4I61pZnGXC6PcQ26sjj6q1ASOaNw+XQ+BAK9sdsTszaJ7W/DMdpjgJWjlzrK5lzONhaPW2Qxu7iWt/t2AdQPrt2I3O2+uFxNSjUdOr661XvL3lz95eJmcIyjeOm7ly/BqARV+YxNrD3JKlqJzHMcWkOGxBVAu/CaqRUo6FRpp2YRFc8Dgr2fyENCjXfLJK8MaxjSS4k7AADvKxOcacXKTyCTbsip0lpTLauzNXD4ijNas2pWwxRRMLnyPcdg0AdSSStwHZ+4H8OvR+8JHcZ+Lletb4gZOuWUKJLS+sXNB9TFuDyv2/rJPAeyO/Z1q7KHZo0H2MeGZ7RnHyvENUSwc2IxkgBkqFzd2tDT/ANYcO890bd/HfbxF2tu1Xq3jhrO3lcjccI9zFUqxOPqqsO/RjR+Z7yeq4OKxVSrUVOkvTei91e9Ln7q8WW6dOMY7UtPryX3LD2oO0vq3jNrG/ns3k3SzWHFrGNJEcMY+rGweDQP4k9SvP1bJXa9gTxTP599+hUk0jw31txFzMWK03gchlL1l20cFWB8sjtz4NaCV704FeiT1dkKseqOPOpKei8MxglkgMjJLfL5O3Pq4vi4kj9lWcNTo4Sm6UFty3vi97b/JHOUqktp5LcYC7MXaC4qaB1VSuaNyF2K2Xtj9XGC9tgb/AFHx9zwfIj4dVth1LwJ0v20OFVW1xt4Y2NK6oZXDKuTjY1lhri3o5oPtGPfqYpB8D4rG2k9Y9j7sz2ItK8BNDwan1U9zKv6SP66SSTfb/WHAnqfsxNDSfJZc7Q3aJyPADguc5qu7UGtc3C8UqUOwjquI6kDvLYwR1JO7/d0HFw9fB0sRVlCpeCV5Rirwu9M37TeijnxLc4VJQims3o3r8uHU0XdoDhVPwb4oah4fz3Yrj8HkJqRsRDZsvI4gOA8Nxt08FjZTPilq+zrHVF3L27D55rMz5ZJHu5nPc4kkk+JJKhi9PgXOVCLqKzKFVJTaiERFbIwiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCkGms/DTbJh8wz12Mt9JGnqYnftt8lH0QElfj5tH6kpXC/wBbUMrZIZx3PjPf89iqqfAtPEMUGN/UyWBZHlyH2z8u8Kn05l6l2qdL55xNWY7Vpj1MEnh8lNLmPfjIRqG5y/SKONfWc4faeOjXfPr96Axvqa6Mjn71trt2vmIafNo6D8ArYvpJJ3J6lfEAREQBERAF30bDqtqOZp2LXBdCLEkpKzCdjbz6NLWuK4rcJ9cdnbUkvPDlqMlqqHHcBr2CKYD3g+qcNvJxWsvjpoLIcO+IWZ0vk4THZxl2apKNtvaY8tJ/DdZh7CHGSbhVxj07nnWHMrQ22w2wPtV5PYkH/C4n5BZ59LjwajwfEqhxQxNZjcbrCmJ/WM+q61EGtk+9ronf7xXnMM3hauw/Ydv+ss4/J3Rdmu8jfivNa+Rrmq2pakzZoXFrmnfova/Ye7ZWb4KaqhitzyW8Jdc2LJUS7+sZv9dm52EjfA+Pce9eIyNiQfBVWOyE+NsssQPLS079CupjsF+qipwdpxzT4Mgo1e7dnmnqbQ+312OdMa/0se1D2f4YbmHyUX03MUqbRtET1dYY0d3Xf1jfsu3Pntq5u05qNh8EzC1zTt1Ww/sEdtWTh1kRorWsj7uksu4RXIHjnFZzuhla09CNvrN8R7wF3+kA7CVTSWQj4x8IoY59Fahe2Z0UJBbQll9pob5xP33afD6vlvz8Jju6UnUWzs+suHxL4X5E1SltW2c76c+XU13YvGWMpZZXrxlxcdugW2LsTdkLSPZ70M3tN9oaqyvarxNs4TFWI93REjdkrmHvld05G/Z+seu23b6Pn0eDcFPS4zcZMRG4MbFaweJl2d60lrXNsTDu5evssPUnqdthv6045aI4e5JzNYdobWbaum6B5Mfha8jo4ebxLi0c8sjgO5oGwGw3HVZx2Irzpd9Tirbtp2ivik3uW5avpmsUoRUtmT+WvRGuvj3r/jp2zuI0mM0RpjKZCtAXRUMdTjL46cJPe93RoJ6Fz3bfcABkDhZ6K3Tuk8e3Xfan4i0sJRYBI/H07DGu37+WSw8coP8AdY1xPgQppxO9ItoDhdiZdJ9nrQmPw1WHdjb09ZjOYD7TYW+P955J82rwFxh7W3EDiXk5r+f1JeyMz3EgzSktZv4Nb9Vo9wAC5WElJ3VBOrN6y9WN+ur8LKxZqJaz9FLRav8ACNhuoe2N2Z+zJhp9L9m3h1jDYjaI35OWMsZIR9pzifXTH94tHxC8Scau27xR4v5F8OZ1NatQueTHUid6utH+7G32fmdz715Yympcrl5S+zZe7mPduvS3YP7K2Q7RnFOpj7wfFgMby3cxYB2La4P1Gn9t59keXU+CvVezqk4J4yW1fSCyjfpv8bkMayT/AGlbm9T2R6P7g7W01pS/2r+M0v0bEYqGSTDRz/ac3cPscp7+vsM83b+QXjftpdpzOcbeIWRzVmw+OsXGClVD921qzSeRg9/iT4uJK9R+kb7TuJx9eDgJw3dHT05pZrak7KxLWSzxDkEQH7Ee23vdufAFau8nfmyNuSzM8uLnE9VjA4OFepswX7cH/NPe+i0RmrVcI3frPyX9yme9z3F7juSuKIvT6FAIi+ta57g1oJJOwA8SgPiKryGKyOKkbFkakkDnjmaHjvCpEAREQBERAEREAREQBERAEREAREQBERAEREAREQBSC3rTL3cEMHZ5Hs6B0x353NB6A+Cj6IAiIgCIiAIiIAiIgJJoTMvw+dgma8tHOFty4uUYO1b6PTHaxiJmz+gmCSblHM54gaI5gfIGFzJfiwe9abYJDDKyRp2LTutqPopOKuPytjUPBjUlgS4/VGPe6CvId2PnY0iRgHm6Jzt/P1YC4faFLZxEZaKa2X11i/n9S1RleDXDP8mrfL030b81d425XFUSzb2s+E93hDxh1Ho61EWjG35Y4nEfXhJ3jd82Fp+awkunhKvfUVJ67+pBUjsyaLxpzUFvBXo7FeVzdnDuK3Geja483eLmmbXBrWtCLN42hS+l1DaY2VsUbXtBicHbgt3cC3y2Pu20uN6kD3ra76HvFCl/TjV1gfqcfiYoiT4czy89fhGVz8dQisVSqwybdnzjbNPkTUZvYlF6fcy32k/SOVOGlvJaS0Jha8NmhNLSddtEP2dG4sJjjHQD2ehJPwWtLjL2utf8T8nLezuobt+QkhpllJDB5Nb3NHuACiPaD1FbzWrL1uaw5zrNqaVx37y6Rx/isQqhgOzn2lBYrHzc280tIrhksvHUmrVu4bp0Vbnv+ZdcpqTK5aRz7Nl5396tZJJ3J3K+LuqVpLc7IImkucdl6OMIUI2irJFFtyeZf9BaNy+ttR0cFhqUtq1dsMrwQxt5nSSPcGtaB4kkgLcRPHpr0c3Zej0/RmrHiTqqHnszMc1zopeXZzgfFkW/K3wc4k+YWM/R09nbTfBzQN7tacXoo6tahWkfg45wN9ti0zgHvc4+xH7yT5FePO2J2ks9xr4g5PP3rDmxzPMdauH7srQD6kbfgO/zJJXCxVepiKihS9aWnwx3y6vSPzLlOCgry0Xm+H5MK8Stb39XZyzctWpJnSyOe973ElzidySfElQtfXOLnFzjuSvi7eGw8MLSVKCyRVnN1JOTCIinNAq7ByNizVCVwBayzE4g+QcFQrsgcWTRvB2LXA/igMsauyVSOoZbeNivU4ZvUWmHo+IkAhzT8/yUNn0nRy0Trmkb7bIAJdUlIbMz3Dfv/nqVfrdqD+mF/CXiPouYgY3r3Nk5Ryke/f8AHZQKxFdwuRkg9Y6KxWkLeZjiCCPEFAdE9eerK6CzC+KRvQte0gj5FdalMGraeUhbS1ZQFpoHK21EA2Zn+K672jXywOyGmrbMnV36tZ/Ws9xb/J9yAjSL65rmOLXNIIOxBHUL4gCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALP3ZD4kXOHXFTT+o6tv1L8bkIZySNwWBwDwR4gtJBHkVgFXvSOUfis1BO12w5xuqHaVB4jDSjHXVdUS0J7E02bKvS/8OqM2c0txUw1Lnr6hxnqprLDu2WSLYsPzjez4gLV24FpIPgtzMUTe1j6O23i4yy3qPQcfrY+fq8is0uAHju6u5zR5uaPlp31Bj347JzV3N25XFV+zq6qSbWk0pLxya8Hc3rQsumX4KCEc0rB5kLb36NKIYTsv8XtQberLabv1n+ypzO/DnWomgz1lyJnm4Lb92Y2nRXo4eIeoXN9W/JutwsP7TXRwwj8XOHyWO0p7NWL4Kb/AKX+TNBXTXFr6mq7ihYM2bf7W/tO/MqFKRa3sGxmZXb7+078yo6rfZ0O7wsI8iOs9qo2O9enuwn2eLXHfjRhMDbw9mzhYJW3MxLGeUQ02Ec5Ltuhcdmjx3cFgLRGksprDP08LiqctmzbmZDDFG0udI9xAa0DxJJW4vGY7TPo5+y36oCqeJeroA6SQBpfFJy9x/8Ahwhx28C9x8D0r9oYiEYuEn6Kzl03Jc5aI3owbd1ru/PgYy9Jvx7oYs0OCOicpBWwmnK7GWalUcsYsNHK2Pp0IjZsNvAkrVVkrkt63JPK8uLjvuphxS15kdZZ+3euXJJ3zyukkke7mc9xO5JPiSSoKsdmYea2sTWXpzztwW5eCFeayhHRBERdYrhERAF9HeviICU69c9mZqW43FrnU4XtcPMeK5a0Y3IVcZqWJjf9NgDLDm93rW9/8fuXHW20lfB2R/aY9gJ94XLSRbmcbe0rNsXStNiqT9mVvh8/8UBFFfdK43PW7zbGHdLA2Mj1k4dysa3x3J6H4KSYThw2vEL+oHtcW9W1mvDW/wC87/BcsxBJeiFO3qbFYygwbNqVX8w29+22/wCSAqNQ1sBqivZrYuWOxlqTA/1jAGmXbvG46O/5LGrmua4tcCCDsQfAqe6awGnRlI5MXnL1meA85fDDyMaP7xPgrFrmbEz5+STEFpaWj1zmfVdJudyPw+e6AjyIiAIiIAiIgCIiAIpOMfoCP+sz2Ql/2cHL+YXIP4dQf2OWsfEtH5bICLIpQ7L6Gi/qNMWZf9rZLfyJVwxGer2phBg9DxyP7uspcB8SRsPmgIQGuPcCUIIOxGxWYqeVhr2YaWQioMuTu5W1ajOdzfe53cAPHosf69uU7mo5jTYAImiJ7h3OeO8/w+SAjiIiAIiIAiIgCIiAIiIAiIgC5RvMb2vHeDuuKI1cGzb0TvGGOlrq3wyy08Zx+rKT4PVyHobMTS5g6/tM9Y3bxJavK3bi4Mu4N8ctS6XgqviowXHTUdwfaqye3FsfHZrgPiCop2auIVrQHETCahquAmxl+C5GD4ujeHAfgvf3pWuH9LX2jdE9oXTAMuPy9BlOZw72hzTLCT79nPafe1ebh/ta0oe5K6/hnk/lLPxLz/cgnxXmv7GrDARetytdn98Lb5qDbSHosMRCz9XJlpGcx/a57sj/APuxgfJakdIVnP1FBCR1DwPxW2jtby/0S9Hrwr04/wBl1+DH2S09+5qvlP8A+VSdpyvOf8DX8zSNaCyXX6I1Fagl9dk5nb7+0fzKo6taS1O2GNpJcdlzvv8AWXJHDxcfzXo7sTdmDO9oninQwMMcsGKruFrK3A08tes0jm693M76rR4k+4rqTqfp6KS10S4srqO3LM9f+jf7Nen+Gmj73ay4v12VcdiYJJMHHYYNnkDZ1kA9539iMeLiT4NK8pds/tMZzjZxCyObtTuZXc4wU6wd7Neu0nkYPft1J8SSV659Iz2j9OaYwFDs6cOXQx4XTMccVz1Z3BmjbyxwtO/UMHefFx/u9dVWWyMuSuSWZD9ZxK5GHo/rcRZ5wg7t+9Pe+kdF4lmcu6hzfkv7lI9xe4ucdyVxRF6PQpBERAEREAREQEn1IfW6Z09P3kRSRk/Ahc9HtGLpZHVEmwNWMw19/GV3+HT71xyoMuhsPIOvq7EsZ+ZJXPUv/ibT2M07tyzPH0yyD3hx7h/PkgI1Pct2nF9mzLK49SXvJ/NXXAaZnywddtSipj4esth/QbDwb5ld+E0wyav+mc7MaeNj67n683uaP4rr1HqeTMNjoU4RWx1bpDCO87eLj5oDuzOpoGVTg9Nxmrj29Hv/ALSc+bj5fz7lG0RAEREAREQBFVU8Zkb7gylSnmJ/YYSPvV/qcPcxI9gyE9WiHkACWQFx38A0d5QEWRS+xovBVZ31p9ZVo5IzyvY+LYg/8SIDpl0XHfa6fTGXr5BgG/qXHklHyP8AkrZX0pqKzZ+iMxNhrwdiXt5Wj3knorZHJLBIJIpHxvb3FpIIWRcLLk9U6Is1v0hL9MglLWPDyHPAAIaT477kICxjDaY077efyH0+00/6pVPsg+Tnf8lSZDWmRnh+hYuKPGVBuBFXGxI97u/8lYHtcx5Y9pDmnYg94KrsDiZc3lIMfHuA87yO/ZYO8/cgL7hB/R3AWNTTje5c3r0gT1AP1n/z5e9RNxLiXOJJJ3JPir5q/LRZHJCrS2FKi31FcDu2Hefmf4KxIAiIgCIiAIiIAiIgCIiAIiIAiIgLjgL78dlILDXbcrgtw3ZysQdqfsNaq4N2eS5nNO13OxjHEc4cAZa+3lu9r4/g5aaWktcHDwO69/ei340/0K4yY3AXrHLR1I39ETAu6B7yDC7/ALQNHwcVxu0qcYVYVno/Rl0ll5OzLVCV4uO/VeB5OwGmrFLiIMe+FzZBPycpGxB322+9bKfSr3Wac4YcMtEVjyw1MdKeXu2EccMbOnw5li/tDdnYaN7asGHxtVzcdqfM079P2egZanHM0e5she0e4BS70u1yTI690tpuvuTVwgfyjw9ZM/8A/wALkyrOoqiqaxcIvwk2/oWFHZtbfd+RrU0LovM671TTwGFx81y5esMgggiYXPkkcdg0Ad5JK3BXW6Y9HR2W4tOY6Ws/iPq2H1lmw0DmZJy7Od+5ECWs83knbv2gfYF7M2F4CaLyHap42URSZSpixg687RziNzARYAP2n8wYwd/Unp0Xivth9pDPcauIWT1BfskNmf6qvA13s14G9GRt+A7/ADJJ8VcxFapiJqFLKUtPhjvl1ei+ZFCCgm5aLzfD8mFuJOtr+rc7Zt2bMkrpJHPc57ty4k7kk+JUMX1zi9xc47kr4u5hsPDC0lSgskVZzdSTkwiIpzQIiIAiIgCIiAyFpLGMzWmqcEv9XUyRmk/dDSdvmdl1ZOtQrX59T6pBe6d29THk+25o6N5x4Dbbp/yVj05rK5pylYp160cvrjzsc8n2Hbbb7eKs169byNl9u7O6WWQ7lzv4eQQFVm8/fz1j11t4bGzpFC3oyMeQCtqIgCIiAK84jSWbzUQs1azWVzv+uleGs6fifkFZlNtGazipVxgsqWtru3bFM5u4YT4OHiN0BRDTem8cC7Nanje8f2NNvOd/j/khz+k8aAMRpv6RIP7W6/fr+6Nx+SumcqabZbFfPYp+OklG8dymeaGQefL4fDYq0T6HtTxfSsBkK2Uh8o3Brx8WlAdNzXWorQ9XDabUi8I67AwD59/4rt0U197UTb12R8racb7L3PcSfZHTqfeQrBZqWqUpgt15IZG97XtLT+KmugsUbGCyll0jYW2CK7pT05YwN3kfIoCwx4DP6lknzFSmZGTzPPMSBud9/H4oq/Ja5u17P0TTsgrUK7RFC0NHtAfaO/miA46hxtXL0RqvCR7MedrsA74ZPF3wK7dHXLEGCzQqvLZq4itM2/unr+Ssunc7NgrvrQ31teUcliE90jD3j4qY4fCQ1MpYmxbvW4vMUpWxOHXkO2/IfeOqAsGrqcF2KDVeOYBXv9J2A7+rm8Qfj/Peu6sP6LaVfdcC3IZkGOLzZCO8/Pf8Qu/QkM0tW/WykA/Qr2800kh2ayRvcQfP/JWHU+Y/TeWksxjlgjAigaO5sbe7/H5oC0oiIAiIgCIiAIiIAiIgCIiAIiIAiIgCnXCTU9rTeqKlutYfDJFMySN7HbFjgQQQfAgqCqooWXVLcc7TsWuBVbGUFiaEqT3o3pzcJqSP0ER4XFdozEcFuOePjjmt4+3XkvuA6tI6yA+5s8fT3O3UL4hdnqLj12ub+o9XwD+iGja1Ntp0hAZO9sYlbD1+yXPcXeTR7woX6KPjLDqPQ+V4X3rjTPj3DJUmOd1LHbNlA+BDD8ypL6Q7tOYzhLoy7w00jdigzueYZcrLC4B8MLmgcrtuvO9uw9zB7wvL1KVOeHWKqPNzTlHfKUYuKiuTdm+Vy+pSU+7jwyfBN3v9jzR6RLtkUdcvZw70HYMWm8O97N2ENbbnaSwPAH9mGj2R7yfJa0shdlv2X2JnFxcSequ2rNSWs9efLLIXN5jt196sC73Z2FnTTr13epLX7JckVK1RS9GGiCIi6ZAEREAREQBERAEREAREQBERAEREAREQEjwepK4q/oLUMZsY5/Rru98B82+7+fcunM4O/pueO7RtukqS+1Xtwu6EeRI7irEr5p/UrsYx+OyEP0vGz9JYHdeX3t8igKmtrm+6L6LmqtfKQeU7RzD4OCu2oMjE7RdU6dgNahNM5lhnNu5ju/lJ8if4KyZ/TTacLcxh5vpeLm6tkHUxH9l3kqnRj2ZGDIaXn6tvRGSHc90rRuP59yAiyLlJG+KR0UjS17CWuB8CEQHFSrRWsGaffJUvte+pIeYcvUxu8wPeoqiAkGp9Uvzbm06UIq4+A/q4m9Ob3uA6fJR9EQBERAEREAREQBERAEREAREQBERAEREAREQGROGnFvPcOrjMhhMlbo2YvqTVp3xSN+DmkELp4i8VM3r67Ley1+zanmPNJLPM6R7z5lziSSoCi5/+mYbv/wBRs+kTd/PY2L5H3v6lfERdAhCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAvWmtRy4Gw9ssX0inOOWeF3UEeYHdurjcxDcVYr6q09KbOObKJPZ+tCd+rXD8FFFdMDqC7gbBkg2kgk9maB/VkjfePP3oC7atwVixmHZDGQumrXo22WOa3u5u8feD96KeafzunZMXGad2KCIEgQyvAdF48vXwG/REBhlERAEREAREQBERAERVtHDZXJODKOPnm38WsO339yAokUtocOMtYlbHft1aZcN+QvD5D8h0/Fcf6Cw2H+rxup8ZYeTyhjn8p38um6AiiK45vBX9P3BSyDWc7mh7Sx27XN8x9xVuQBERAERfe5AerOGfoze1HxZ0HheI2ksLgX4fP1hbpusZaOKQxkkAuYeo7ipN/0RXbG/8AcWmf/wB8iVBwo9Jtx44WaGwfDnBmi7G4SBtStzwsLmxg9Bvt7ytr3GHjdqrRHYym46Yox/p6PTeOyo5mgt9bN6nm6d39oVzY42qtvvKUlspvWPpW4Z/K9id0o5bMln1y8voaceN3o+O0d2f9E/0/4g4bDsxP0yGhzU8nHPJ62Xfk9kddt2nqpzR9Er2wchSr36+C036qzEyZnNm4geVwBG48DsVZ+LXpB+M/aHwNHhzrJ1NuKnylWzI2KFoJex/s9QN/Erar2z+N+suz72ZaXELQoacpFNQqgOYHgsfGd+mx8gtY42tsSnOk00so3jd523O3mO6jdJS8c/8A01fZL0S/bMoVH2YNIYK85g39TXztfnd8OdzQfvXlfXvD7WnC/VN3RXEDTd3BZvHuDbFO3HyvZuNwR4OaR1DgSCO4rZV2UPSS9oTivxz0vw81Dp5uRoZu62tYENXYwxn60hIA2DRu4n3K6emR4fYXUmq+E1jFRQs1PmJ58QSGgOlhdJF6vnPfs173bfvOUlHGynFyrU3CzWTs9d6cW19zEqSTtFp/P7mvTgH2Y+MvaVz8uB4UaUkyDapb9NvTPENSm13cZZXdB47NG7jsdgV61m9Cr2i2Y42IuI3D+S2Gc30f6RcAJ2+qHmDbfw7tlsJz7uHvYB7KFi3pjCVYhgqEEZLYg12RyLmNj9dKR3ucW7n3DZax8d6VztHQa0bnbWVilxpn5nUi0cnq9+7bu7lricbWpT2KNJzsruzStyz1fLzMwpRkrylb/PoeaeNvZ+4s9nfVI0lxZ0lYw1yVrpKspcJK9uMHYvhlaS17d/I7jxAU57PPYj47dp7TmR1VwsxmKnoYu59BnddyDK7vW8gf0Du8bOHVbZe0nprR/bT7C1jXsWOjF+PCP1JiJg0GSrbga4yRtcevK4MewjxBB7wFjj0LwMfALV7XDq3Urgf/ANPGrEcQqig46Ss/Bpv7Ebg1e+41HcUOGOs+Dmustw51/iXY7OYab1NmHmD2noC1zXDo5rgQQR3grK3DXsOcfOK/By/x00hiMXLpfHRXJpXzZBkc5bWYXS8sZ6noDt5r3t6V/s7Yvinw1xvam4cwMtW8DE2tm/o7N3T0S7ZsrtvtQv8AZd5Nd5NU57CA/wDNqZz/AOm6h/8AwvWrxScFOm7pptPirXT8TKp52ZpRc0tcWuGxB2K+Luuf63P/ALR35rpVtO6uRsIiLICIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIC/Y/ROfyEDbRrsrV3DmEth4YCPPbv2+SqzgdJ40A5bUn0mTxipM5vlzdR+Sk+mtV1M9jW4i3WgkuRRhrYZtuScNHgTvseisN/C6XyVqSKtdfhbodyvq227MB9zvD70BTHUum8cQMLpiJ7m90tx3O77v81SXtbajvbs/SDoI9tgyABgA+XVdeU0fnsUDLLTM0I6+uh9tu3n06j5qy9yAleknyVqea1FPI5z4K3qmOcdyXv9/wAh967MDUh05j26mycQfasHkx8Dh1Lj9s+7+fEK66fwsJ0dA+/KI6stk3bJPjGzoG/Mgfeo5eysmptUVnsaWQmaOGCPwazmAHRAVHEaw+bPtje7cw142n4kbn81FlfdbyibVN8jua8M+5oH8FYkAREQBERAdlf+vj/fH5rez2lf/VjWv/sjC/8A9ZaJoOk8f74/Nbqe0Nxh4X5P0cc+mMfrjE2MtLpDFVGVGTbymaP1HOzbzHK77lzsbXpUWlUkk5JpXaV3lkuL5E9KEpeqr2Zpk01/6RYz/wCch/74X6MeNXGTQfAvgxj9dcRcW2/h2CpWfE6Nrxzvj9k7OBHgV+c3Tr2R5/GySODWttxEk+A5wtwXpK+LnDPV/Y4qYXTGtcXkrz7mOkbXrzBzy1sbg47e7cLTHVo05933ihKSSjpe99yd034MzSi2trZulr/iMy9nnt09m/jLrqDQegsXHisxfY/1AbWZH63lHMW7tA8AfuXj30kmI1DoTtmcMdY6h1RZyenshPVvVILAH+g+qsgSRN26Fv1XDx9o77958mdgjV+F0N2rtBaj1DkI6WOgvOZPPK7ZkbXxubuT5bkL1p6YnVWktZWOHOp9F6vxWV/RotV546s/NLEXOY9jtv2TsRv5j3qrKMacv02IrKdS/o7WypWas7JWTtnmkbpuS7yEbLfa9vO56x9KFpfK647HOeyGnI32m4qepl5REd+as07Pf7wA/m+A38FoYAJOwHU9Fuc7Cvb44b8ReH9bhJxfyFSlkKFOOhE+/s+C5XEbWereHb79x7+hB6qeY/sN9gTC6/PFmNuHcGy/S2YqXLwvxcb99+YQfW2B68pcW+G23RT0e08KrurNQn7UZNJp+O7g9GayoVPZV1uaK3s8425wu9G1TOrY31ZotG5G9JHYGxY2cSvjaQe7dr2dPesb+hrc13AfWrmfVOp5CP8AsGKC+ky7cWg8jw/l4FcKstHkJLzmDJWqri2KOJndE3bbcb7E+HQbKq9EVxU4daH4F6txur9Y43E2n511lsVmbkcYvUMHMPduD9yihi6CtXckqSslJuyeTzTeVruye/cZdOecLek87fIr/R6do3Gaw1Pr/ss8RpY7dTIXMi3HRWXbsmheXtnrkHvDmE9PcfNek9C8D/8AweOyhxE4YV7Dp8fRq6hnxsryC99SWB7oubb7QB5T7wVo+r8Rb3Dzj/Y4g6euESY7UElyKSJ5HM0TFwIIW7/Mdqrg7xL7M+b1LDrXE07ma0pdDqMk4Esdh9Z7TFt58x2HxCgU6OBp93Wkoxcbwu0lms45880tc7LJG9pVZbUVd3z/ACfn3uf63P8A7R35rpXdbINqYg7gyO/NdK9DH1UU3qERFsYCIiAIi5MY97g1jS4nuAG5QHFFXRYPNTjeHEXXjzbA4j8lVR6P1NL9XC2f95u35oCzopAzQWqn9+M5R5ulYP4qpbw6zobzTz0YR488/d+CAiyKUHRMMXS1qrERHy9dufuSPSuBMjY36wrPc47BsULnkn3bFARdFkGfhnSix81sZeUOjidIPWRco6DfqD1Cx8gCIiAIiIAiIgCIiAIiIDlG98T2yRuLXNIIIOxBU1sSVuIFSP1b2V8zVYR6s7BthvuPmoQucUssEjZoZHMkYQ5rmnYg+YQF5w2ocxpS5JDyOPKeSSvMXbA/DfoferxcymktWOY7ICTE3Pq+sYwOjd+8QNz81whtY/W8DKeSdHVzMbeWGxts2fya73/z7lF8hj7eLtPpXoXRSxnqD4+8eYQEx13d/RmJx2lqx542wMkdMOgkA3A22+G/3KPaOiM2p8c0eEwf9w3/AIK5Tj9PaKisBu9rCv8AVP8AMwu7j8v4FdPD6Lm1E2cj2a0Esp/4dv4oC05+YWM3emHc6xJ/3iqBc5nmSZ8h73OLvvK4IAiIgCIiAKqfk78kArPtzOiA25DIdvu3VKiw4qWqM3aPoJB3B6hVE+SvWYhDPblfGO5rnkj7iVTIsOKbu0L2OUcj4niSJ5a5p3BB2IXfayN660NtWpZQ3uD3l233qmRHGLe01mLvQ7K9ierK2avK6N7TuHNcQfwUifxF1c+p9Ddmbfq9ttvpEnd/xKMoo6uHpVmnUinbiZjOUfVZzlmlnkMs0jnvcdyXHcld1bIXabXMrWpYmu7wx5AP3KmRSOMWrNZGLvU+ucXEucSSepJVVHlMhFB9GjuTNi225BIQPu3VIiOMZZNBNrQIiLYwEREAREQBSfh9laeLzu90hrbDPUtee5riRtv9yjCIDMWZyluSxJjsZlatW20AiG0wt5we4tfv1UDz8mtqMhOSmuxM/aileYz8wdlU42eHWGLbg78gbk6rSaU7j/WNH2CVbaWptR6fldSdYe5sJLH17A5mj3bHu+SAtEly3Kd5bUzz/eeSuolzj1JJUtr29I6kmirXcY/F25XBglqn9W4nzb4fd81UZOXCaHtGjRxBtX2gO+k2+rW7joWj/kgLNitHZbIx/Sp2spVB9aeweQbe4HqVeauoNPaQikhwjDkrj+jrEjQ1g+HTfZRjK53K5qT1mRuSSgHdrN9mN+A7gqzSWIiymT9Zc2FKm319lzu7kHh8/wAt0BfM1kbdLTDhkJHOv5x/rnMJP6qIdwHiB7veoQrlqHMSZzKzXndGE8sTf2WDuCtqAIiIAiIgCIiAIiIAiIgCIiA+glpBBII7iFLKGYoalqswupZAywwctW94tPg1/mP57+qiSICX4GpZ01qJ2FzEe1fIxmu5w+o8H6rgfj+a7NO0pcHY1J60EPpU5IwT47nofnsFSYTUlazWZgtScz6wP+j2R/WV3eBB8lLtV1oKmn8llWTtkku168Lnt7n8rvrD4g/ggMUoiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDnFLJBK2aF7mPYQ5rmnYghS27FFrXFnK1WNbl6bALMTenr2D7YHn/y8lD1V4vJ2sRejv038skZ+Th4g+4oCnhkdDMyUd8bg4fEFZJ1rQg1BVc+q3/T6MDLAAHWWFw67fAj+d1HNR4yrlKQ1XhI9oZDtcgHfDJ4n4H+e9V+Ty8uNZprUcHtE1fUSt8HNbtu0/eUBCACTsB1KlmXI01puHAxnlu5ACe4fFrPss/n3+auUemsdBmXan3acKyL6azY/a8GbfH+AULyuSny+QnyFg+3M4nbf6o8B8ggKRERAEREAREQBERAEREAREQBERAEREAXe+9cfVbSfaldXYeZsZeeUH4LoRAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQF40znXYS/vMOenYHq7MRG4cw+7zCm+W0nDfwlCtj7Uf0KGw+YTOf0ZA4Fx6+49FjBVYyuRFH9Gi7L9F339VzezugL7qfUFI0o9NYEn9HVzu5575Xb777+W/VRdEQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAf/Z" width="259px" alt="how to buy tron"/></p>
<p>The  overall best exchange to buy Tron token for beginners is eToro .</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="how to buy tron"/></p>
<p>Those tokens aim to fulfil the requirements for issuing securities. There are technically thousands of coins available but only a small number with any real useful purpose or vision of how they can actually benefit users. While all currencies have limited adoption at this stage, some at least have potential. There were also some controversies with the creation of the Tron platform. The source code has many elements from, among others, the Ethereum network. As a result, a theoretically innovative project was criticized for the lack of new ideas.</p>
<h2 id="toc-0">How to Buy TRON (TRX) on Binance – Step By Step Guide</h2>
<p>Not all platforms are compatible with this e-wallet, but eToro accepts PayPal, Skrill, and a range of other providers. We touched on the fact that a sensible thing to do for beginners <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> is to invest little and often to lessen your risk on each purchase. If you think the price of TRON is going to increase &#8211; place a buy order with the crypto platform.</p>
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<h3>Where can I buy Tron from?</h3>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<ul>
<li>Create a free account on the Binance website or the app.</li>
<li>Choose how you want to buy the TRON (TRX) asset.</li>
</ul>
</div></div>
</div>
<p>For the next 24 months, the altcoin would continue recording these depressing prices and found it hard to break above $0.03. The TRON network, however, sets itself apart from Ethereum when it comes to purpose and functionality. While Ethereum has the ETH tokens powering transactions on the Ethereum network, the TRON network is powered by the TRX tokens. Similarly, while Ethereum blockchain seeks to democratize the internet, TRON has set its target on the entertainment industry. Start by creating a user account with a brokerage/exchange that supports TRON. We have multiple options that we’ll be detailing later on in the post.</p>
<h2 id="toc-1">How to Buy TRON on Coinbase – Step By Step Guide</h2>
<p>Be aware that new tokens pose challenges in using wallets, and are more prone to hacking and loss. BTC so far remains one of the most secure coins, with well established wallets. Futures trading with leverage remains one of the most liquid markets, with BitMex announcing volumes in the billions of dollars. However, the potential for rapid liquidations and no regulations to trading crypto futures makes this opportunity highly risky. For all of the hype and brand influence, there is no formula or set guidelines to estimate the fair value of crypto assets.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="how to buy tron"/></p>
<p>Traditional payment processors are gradually moving into crypto payments. Last year, PayPal introduced crypto trading services, allowing customers to buy, hold and sell cryptocurrencies like Bitcoin and Ethereum on their platform. Some selected cryptocurrency exchanges like eToro allow Uk traders to fund their trading account using PayPal.</p>
<h2 id="toc-2">Step 2: Deposit funds</h2>
<p>The best way  to buy Tron safely is to use an established cryptocurrency exchange like eToro that is compliant and regulated by the UK Financial Conduct Authority. Cryptoassets are highly volatile unregulated investment products. With BC Bitcoin, you’ll normally be charged 5% in fees to buy Tron (TRX) with a UK bank transfer. It supports dozens <a href="https://www.tokenexus.com/trx/">https://www.tokenexus.com/trx/</a> and dozens of cryptocurrencies (including Tron) and has competitive trading fees (max 0.26%). Dominic has a background in finance and is passionate about cryptocurrency, blockchain technology and NFTs. He has been investing in crypto since 2017, and is excited about the potential for innovation and creative uses for NFTs in the near future.</p>
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<h3>How to buy Tron instantly?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>You can buy Tron using the most popular fiat currencies on the CEX.IO website. This option enables you to buy Tron (TRX) with your credit and debit cards instantly. The available fiat currencies for purchasing TRX are USD and EUR.</p>
</div></div>
</div>
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			<wfw:commentRss>http://catalys-interfaceculturelle.com/search-results-for-%e3%80%90tron-gas-com%e3%80%91%e6%b3%a2%e5%9c%batron-coin-price/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Best Crypto Exchanges: Buy and Sell Bitcoin, Ether and More</title>
		<link>http://catalys-interfaceculturelle.com/best-crypto-exchanges-buy-and-sell-bitcoin-ether/</link>
		<comments>http://catalys-interfaceculturelle.com/best-crypto-exchanges-buy-and-sell-bitcoin-ether/#comments</comments>
		<pubDate>Thu, 23 Jul 2020 17:27:15 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Cryptocurrency exchange]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=35842</guid>
		<description><![CDATA[Alternatively, you can simply use a portion of your trading assets to make leveraged trades, preserving the balance for future trades. You might make a leveraged trade with just $1,000 out of a $50,000 trading balance. Low trading fees round out a well-designed offering that focuses on doing fewer things than other platforms but doing [&#8230;]]]></description>
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" width="254px" alt="best cryptocurrency exchanges"/></p>
<p>
<p>Alternatively, you can simply use a portion of your trading assets to make leveraged trades, preserving the balance for future trades. You might make a leveraged trade with just $1,000 out of a $50,000 trading balance. Low trading fees round out a well-designed offering that focuses on doing fewer things than other platforms but doing them well. Margex also provides an expansive help center that makes finding information about the platform and trading rules a breeze compared to other platforms. Known for its transparency, Kraken provides a no-surprise fee structure, including detailed disclosure of  margin fees (0.02% opening fee for most assets) and competitive fees for both spot and futures trades. The platform also offers leveraged tokens (long and short), an alternative to margin trading that doesn’t risk liquidation.</p>
</p>
<p>
<ul>
<li>Introduction to XcoinsXcoins, established in 2016 and operated by CF Technologies Ltd. in Malta, is a distinguished crypto trading&#8230;</li>
<li>A Web3 security firm, DeFi, found that hackers stole around $2 billion in cryptocurrencies in 2023 and around $3.8 billion in 2022.</li>
<li>It’s designed to offer the best possible rates for cryptocurrency swaps by splitting orders across various DEXs to achieve optimal prices.</li>
<li>Many crypto exchanges offer a whole host more than just a place to trade crypto, features such as launchpads, NFT marketplaces, Earn sections, borrowing and lending, and more can be found on many leading exchanges.</li>
<li>Our team of experts evaluates a multitude of investing products and analyzes a host of data points to help you find the best product for your situation.</li>
</ul>
<p>
<h2>Best Crypto Leverage Trading Platforms in 2024</h2>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/xZABy_CN26w' frameborder='0' alt='best cryptocurrency exchanges' allowfullscreen></iframe></div>
</p>
<p>
<p>Then there is KuCoin’s NFT launchpad called Wonderland, which acts in a similar manner to token launchpads, but for NFT projects. The third way that KuCoin is changing the game in NFT innovation is through its NFT fractionalisation platform. Here  users can own a fractional share of blue chip NFT projects like Crypto Punks and Bored Apes. Two exchanges that we find reputable that check most of the above boxes <a href="https://www.tokenexus.com/10-best-cryptocurrency-exchanges-for-2020-fees-currencies-reviews/">best cryptocurrency exchanges</a> are SwissBorg and Kraken. Neither SwissBorg nor Kraken have ever been hacked, which is rare in the industry, and made all the more impressive by the fact that Kraken has been around since 2011. Trading fees- This one is obvious, if you are someone who enjoys saving as many Satoshis as possible, then you will want to opt for a low-fee exchange like Binance, KuCoin or OKX over an exchange like Coinbase.</p>
</p>
<p>
<h2>Best for Low Transaction Fees: Binance, KuCoin, OKX</h2>
</p>
<p>
<p>Yes—Cold wallets use physical devices, like USB or smart cards, to store large amounts of cryptocurrencies, and come with a set of security features to access the device. However, you can lose crypto assets permanently if the devices are misplaced, <a href="https://www.tokenexus.com/what-is-gochain-coin-go/">https://www.tokenexus.com/what-is-gochain-coin-go/</a> lost, or damaged. A cryptocurrency is a digital asset that exists on a network of computers running in a ledger of transactions built on blockchain technology. These digital tokens, like Bitcoin and Litecoin, do not exist in a physical form.</p>
</p>
<p>
<h2>BEST FOR LOW FEES</h2>
</p>
<p>
<ul>
<li>Beginners will appreciate Coinbase’s user-friendly interface and the simplicity of its buy and sell orders, akin to using an online brokerage platform for trading stocks.</li>
<li>In addition to spot trading, Kraken users can also trade cryptocurrency using margin and execute crypto derivatives trading strategies.</li>
<li>Binance, Bitfinex and KuCoin all support dozens of different languages including Russian, simplified mandarin, and many languages for eastern European and smaller Asian-based countries.</li>
<li>So, if you plan on being invested in crypto in the long run, it may be a good idea to use iTrustCapital to manage your digital assets.</li>
<li>Most crypto exchanges report their U.S.-based customers holdings to the IRS.</li>
</ul>
<p>
<p>Coinbase enjoys a renowned reputation for its security measures and regulatory compliance. Its platform allows trading of more than 250 different cryptocurrencies via solid trading tools while ensuring safety standards are exceeded. Additionally, the platform supports both cryptocurrencies and ICO tokens. The tech gurus behind this platform believe that the advancements in blockchain will soon lead to the appearance of digital assets.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="best cryptocurrency exchanges"/></p>
<p>
<h2>What is liquidation in leverage trading?</h2>
</p>
<p>
<p>We chose Cash App as our top pick among Bitcoin-only exchanges as it allows you to seamlessly and securely buy, sell, and store Bitcoin from your smartphone. Despite these drawbacks, crypto enthusiasts interested in trading a wide range of lesser-known cryptocurrencies will find what they are looking for on BitMart. Moreover, Kraken has limited funding options, with wire transfers being the primary payment method for Kraken users. The exchange offers access to four pre-built portfolios — CryptoEqual, CryptoPortfolio, Crypto-currency, and TheTIE-LongOnly SmartPortfolio — that eToro regularly rebalances for you. Stay up to date with our latest exchange reviews, promotions, how-to guides and educational articles on Bitcoin, cryptocurrency &amp; more. The interface is straightforward and isn&#8217;t visually appealing compared to other exchanges like Coinbase or Gemini.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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xWKw4w7wZo0lgl7bq6ssoWUOrAF7aNa3AaVXXMkjOVpBPmOfikhgIfYkEK8GHkvVMfTz291mOiww9nC4brDrp1s73II7xHHH/nNZbtemfMoAxGzoX+00E7xe8JIkvwz1CfSfvg2OxM+MZcpxMmYJmzZEVQqRlrC+VVRb2FyCbVVpQ1ziSdgkljc1w00urY+hDuRENktiJYo3bGzyHtxq30ERMKL2geznWVrcDnqSdv9COyJ79Zs7Cgni0SGBv8ANAY2+dM/Qt0gbKTAYXCx47DgwYaGIrIwhcuqAOcsmW5L5j2bjXQmpN/teLq2lEiNGil2ZWVgFUZibg2tYXpZWSMdsR6hQCQON7r599MOxtnYDa+IgjwsuJw8SxosTYuSIJOUSR7yqjyyRgNlyZla+btaC8V4twWZgoRSzFUBZgikkhAzEswUaXYkm2pJrvcDtFMTtT1ib1QxzYmXFTLjZTFhzEzMzRs6ZpM2VsqdWrtnVSFa1i3ybuYWXFYbB4ObEYhp544JJniEUZMsiopw8ZvNlRSxaSbKTa+RRUs8LmnKbf3VuCS4BN7+f+31T9s/oC2vJhosVFhOsinjWVAs0Ik6txmVmjd1IzCxAFzqLga25Pb+4uOw9zPgsXEALlnw8oQDmesClLeOa1fTfAFURY1FkRVRAOSqAFHuAApi6Td4RhsFicQf8GCVwO9wpyL73Kr76qggmwCUzvb+YL5hFqwZ63Y1bMfHX404bobvSYmZY41uSRzF9SBoCe0deC3PE8ATUUmhsrrNRddr0E9GEu0MQFAtGNXY8FUcSalHpZ6XsPgoTszZaraNimJxB/xZF7OVQPaRTfUkAm1swuSo6ddqf2PsyLZOFbJisWufHyppIkNvyKuDdS50Ntcob7VVgy6aDTl3D/Xyqs5ylsluO3jmYlnlmduF2kJ05AA6ADgABwrRh9vOo7JKnvHeNQaaZh+Px768jNJdIl20doyzNmlkkkax1d2Ygc7X4A2vYaUhB176VJIASB3W8++k0vhQlstfOjJWyGMnut+OHMmlUWCbkP8AmAP+X2qEWSKslfS38q2TRMOI++tAFKkXc9GHSvj9mn/smIZEJLNCwEkDE6EtG3AnvTKfGrFbj7Qw28EMuHxLYWPaMaJJDPEvUriFcMGR4STlmiZbPkJBDxtzNU9dNazw99LaG9weBuOBB5Ed44Ut0KU+kToZx2DkKvCxUE2YC6kd4I0IqPcTgmQ2YEHxqXt0fSa2nDGkEpjxMES5ckqgSuOQkmKOWC2t7IJvqTrUn7OxGwttRAtNDs7HWUNFKVhSSQqMxiLMUZSb2CuW71FLdKCqnqtLMHGnazFgcpyEAEZxwDA2OUi4uOBIOovUi9K/RTLgrP7cTjNHIuqMveD3VHKionqePmsMlehK25aCKYXKQNW/ZvVXPWiUg8DGyAjzV0IbyuvnSdlr1RWwCoidbqXcWWkLW1FrMJWQFvdTC5PDFkiVuSOph3Y9HLaWISOSNYkjkjVy+IdYrFuKqkRxEhsOciRG+hUWqPN6N2p8JiHw2IjMc0R7SnUFT7MiNweNwLq446g2IZRWc85c3BTMyl2W4umVI62iOrKeiV0T4PFwS4rFxCc9YEhjLuI0RS6szKjKHdpEYWfMoVVsAWakPTxs7B4bb+EhTDwQ4aGDClkijSNOtkmxOR5FRQGs/UsSeQNza4qMtOXMlbMM+QBRRu70ZbRxAvDgMU45MYjCh8pJzGhHiGNSPsD0XNpvYythMOpGuaV5ZAe7JFGUP7341cHdDaRlgRj7Vsr/AKy6X94s3vqJelnps9UxMmFuiPHa56nEStlZQ6m6r1YurA27XOnsZHYEqu6pmc4taNeihve70aNowIZIjBiwouUiLpORzKRSLlewubCTMeCqxIFR5uLtyTCz9klbsDrcFJ4joGUi4bssrBrEFFBFXM6G+kJsZdWKPdDIkiCwIVgrKw5MCQOAIsQReoM9MrdiOLHRTxhVbGxSO45CfDNEvW2BGrrLGDyJiJ4sb1a6kY+Ijhx/Xy3VugrZO8ynfh6beeynfauDi2pstkOiYzD6HiY5RYq360MyhvNBUA9A3SEuz42jmMMUsMk2FnhZwl5FlY5hxLsrZlLKDch+Gldt6JW9IeKTCsdR9PEDxANlmT9l8pt3s9R/6Vu6HU7QGJQWjxqZyRfTERZUl8BmQxOBzPXHka5nBao0k0lO7xHiP7fJI6mDpO74HUKdOj3pjixuIMEUil1TrSgilUGNWVWyvIBnILrfJ3iu06VcBLLs/ELAA04iZ4FYtlaVBnVDlINnIycedUa3A222DxkGLUEiGQGRQDdoWGWZAB7RMbMVH21Xur6BbLxIZAykMpAZSOBVhdSO8EV0FLVkz5XHRw0vwI3Hp8lBiFN3JbYf3Xzb23tuXE5WkYFQLoqLlQZh7VrkkkWF2JsL2tc3TYfB1K/TnuN6rtOdFFopj61D3BJmYug/UmEiheSdX3iub2fscnlVOurDG8hx2XQ4fRCWNrmDQqN9lxlnVAVBdlQFiFTtEAZ2bsqt7EsdBx5V02/27Qws/UriMPiiEUyPh2LRRy6h4c9gGZbXJXTW1gQQOe3d2PNO4jghkmkP1I0Z28yFBsPE6VntTBSQyNFIMkkZyuuZTYjldSVNvA179E/bXyXjbx6q7Pot4vCx7MghXEQGds0s0QlTrVaRiyh482cHJl1I1HDSphr5gYxBIFuyqyrkOYGzC5Km6qdQDbXkBTxsbeHaMNhBjMQoHBY8UwX92XF/8tW39jIK7/Giq2hztS14tY8r39NNlJBMGMDTb5efnuvpPRVCtk9Pu28Pq8xlTgBiMMhU8vyipHIe72zXb7C9L2cACfAwyd7RTPF7wrrL8M1ZlR+z3Fo9Ywx4/kcP/aytCQHUK3jIO6tU0SgEnQAEk8gBqTUB7A9LDZzkCaHFwHm2SOWMe9H6z4R1v6X+nrZz7JxfquLV55YHgijyyRy55gYswV0U9gMZM3AZfKufqMAxCnNpYXjrY29Rp7qQPtsVBvRqz43FY7H2z+v484eNSt7wAid4z4BGwY0IIKKQQQCLx7IwQjiSNRYRoqD9kAVAPolRiLC4fBlIz9B66z5R1glxLrMoDHgPVjHEbc1PkLE1DWF8cMdO5trXd45tQfSwWdTZJamadrr6hu35cgsR56HlskG8W00hglnkOWOCKSWRu5I0LsfgDUL7E9JjYspAbEyQE8psPMoB8XRXQeZa1OHpnbxer7DnUGzYpo8Kv6rnPL8YY5B7xVNto7kwLZS04dVUSENGy9ZlHWWQoCAHzADPwA1plJhdTWAmFt7a8vmtH8dFT6SE68tdrfqFe/anSvgPU55sNjMLiHihd0jinjeVpMpEaCJWMmZ3yoBluSRVEdqbuTRYLD4t5UHrkuIyx9YfWD1bmOSR47CydYjAMTqSal70Lujxf7TbF5zIuEhcIGjyMJZuwpFncG0fWjlqRVvtsbvYeYWmggmH+8iR/wDzKamY40LyyZhzcdRpccPnvsoXObLrGbjrcfML5cz68VVvEqpP+a1/nSV15AWAvYa2F/MmrUemNuTs/Cx4f1bDpBiZ3lb6PMqtDCgLgpfIDmdLEAHQio69H/oSbaqzuZzh0gKIrCPrM8jAsRbOtgqgE6/WFTvMb2d6Nuo19rp7ZCNCoqw+OFgDfTTQX0GneNalP0WNhLitsQqbGOJZMRMhBs8aLZVYcGUyvFdTcEcjXXbweiJjluYMVhJhyD9bAx+Cyr/zCuh9HTd1Ni4jEnasuGwc86RR4brJ4wkkSszyskmbKAX6oWcqezwqKWtf3ds2gHNOZCx7tOKnveHon2XifyuAwjE6ZliWKTUk/lIsj8STe/E1DnSX0Y7O2M0G0sJHL6ykzrhsO8zyQSynDYhspD5pcxClUKuLO0eh4Gw2720YpVzxSxyryaORJF+KEiqt+nZvEfWcJAjEHDRPiTY2+klcLEfBkEDEHlnqjC18rrAnYnyAUhPdOsOa83f9MiA/942fNH4wTRzA/syLCR5ZjTd089P+Dx+zzhsJ14eWWMyrLH1eWKNhJxDMrEyLGLA8M3hesDAfZX4WPxW1a4wFNwCNCOOmvmL/ADqCJxjcDvZXZoRIOq24t7sfE2H8BVneg/ZsWytly7axCguLRYNDxed9Fy6HUC7X4AKx4LVdtwtmGbFRRjXM6j51OXpk7QKYjCbLXsw4HCpJlHB55r53ItxCgKvPtvbjrXkfc3KtNGlgoV3v3imxeIeeZi8kjFiddBfRQOIHIcSeet6ZJXI058NOHjb8eNb1JB04nh/PyAH41rEi3aPE68NQBz8zyHkOdVwpQEili08O/wAa0Iv+gpeiFiANB+CfnpfmfIAK8VhMvY5m1zxtzsLc+Hx99KjLdM6ju51nhogR+Px+Pgum2f2dOJ+Q+/jw4WrCTDFRa1r/ABI93AeX8KEZVoa3M6DSy2+Z+7WtqTgaKl7HUm5/navcPAoOvC/l+Pxwp0xsJC9gxhSLGxzN5E3IoShqacW4bjoeQ00+A/lSLJ4fwtTk6lVByLZudgT7r3+YpPhj2uAPmBb4WsPhS3SFq9wcQJtwbhxUj56ffW+XBkC2oIsdRa/iDy99uPOlWGQdw+F/5gD30qER07Nx3Ai9vAAn+FNunhiY8TAeNjfvty8a15bDiNeVj/MWrosnDKwKka35efh43+HGke0sGpJAPauTYi2bkfxzvShya6OysL6LW8B2hhZ9hYls+WF8Rs52tePKQJcOCdSt2EijkOs5KoEM747qTYad4nRlKsRqD31zu523JsLiYsRC2SbDyLJG2vECxUjmrKSrLzBI51czo4xibwYGTETQxpisNOYXZRo6ZEkRjzFg7LrxyeOiuFwmsdZU6eEjiK1Xqz+/XRIgEiKB1kUfW2BF8mYpy8QpDcCHXuNVo2phijlTxBIqFzbKy14KkzoA6GZdrNIRMMNh4CqPMYutLykBupjTrEGYIczOSQuaPRs2lk93PRM2XGPpnxeKPPPN1Ke4YdY3A83NRF6DW+fU4yXAu1kxi9bCDwGJhUlgPGSEEn/gL31c/a+F62F0BALxsoJuQGIIBIBBNjY6EcKzW1LzO+J3CxHUEfrdNkJHFR4vRrsCG0bYLZYJ0tMkEj/5piz+8muL6XPRwwrx+s7MjTD4uEiaOEdrCYgoQ4jaInLEWtZWjKrrZgb5lhHY023HxBT+z5pTHI0cqJhJI4syMVcJiXtGNQbOzsp0PA1dHo9wEkOERJiM65iRe+RSSQpYXBKjjYkDgCQKt6ppBbqCq/dBHS2WNrENp6xhmJzKb2Lx3146X/ZcA2tLXS50cYba+FU3CToGOGxAW7RsbXSRbgvExAzxEjkVKsA1Uk3k2wH2jicXhWMavjsVNAy8QrzyMCQftg5jEwsMxUiwtVp/R46VFxA6l7R4lVu8V+xKo/xYb6kC4zJ7SE2OZSrtnzVYiJ0uOPhz8OavmjcW5277/wBv0XR+jLulPgsI8GIQJKr9oBsyH6SZgyPYZkYNcGwOtiAQQK5ek7P1m2sWOSerxfDCwsbd2sh+dXkicEXFU96aNqzvi8VhZEiyR4t3Q9UnXBWAdPpvaKtGyNbuIHK1MrahrafODoSLEeqkwiMzVNrcD9FOPo17w+sYCN2N5AOqm7+ui7LMRy6xcso8HWl/SJ0OYLH4lMTP1wdYhEyxSCNZUVmZOsOQvdS7AMjKbGxvZbQz6MO2Dh8Y2GbSPGLdPDExKWFhb/EhDgkn/BjFtatBtGHrImUGxdGUHXQkEA6WOh10qvhlSJc0Z1/eHgdx5H5qPEon09Qdx1HJc1uju5gNnKY4RFhw5uS8xaRzoNXmkZ24DS9vCuC9ILoimxzjFwT55I4QiYVwojZAWY9TKCOrkcte8gZWKoCyAZhEeEGIZiOuwrYlSwkwyg5xJG2SWIoWMwZZAY8wDa6hXtarK9DUUwwamZHjzHPHHICskaMqnK6nVDmLdg6jWtBksdQC0A22NwR6enBMlhmo3NkJFzqNQfX14qnu4u03wONimswXOWKm4YAHq8TCynVHAPsMAQ5a4utWD6fcbg8Ts5/p4mkiaOeDIQ7GQHKIxlvZpUd4Rmtq4vwrLe/olTG4rFN1ghVcVG2ZQMyynDQvNlDKVIYSFjcEFpGPEaato9E8JRfVJJZ2ifLJ1rrbNl0kCIqR94vl56Ea1y1bhc4f3rRq06Di8DkPDfz3W5E+lnlY4uLdiSNmnk4nhe9ud7aKAF2AeIuRz0sff+LVZj0atu5sGMMx7eDIiHecOwJw7W5KoDQDv6knnXPYjovxC2sl/FTw8K37sbLlwWJSZ0ZYyDFiD9URORllPIdXKEYudFjMx76z4nVscgL43CxuLjiP1281q4xFRVFMTDI0uGo14cfvoui9JHdhZcMmJygvg2Jb/wDjy5Vm15KjCKcn7MT8L1wm4XR08yNIoVQhsL37bWuVHdbTU/yqYNqbzxSxPFCYsU7oYsiN1kfbGX6d0DLFFY3ZmN8obKGaynh99N4Bh44cNh5Gy4dFDOpsXkAszNY6km7G/Nj3VrYoKWa1VLmygWy6guPC1+Wt+GgCzOz9XVZDSwAZibhx1DRx9Ta3iVSaHezFDDeqLiJUw2ZmMKNkRy3HrMljKP0ZCwHICmhDWs0E17402XkxF0pV6XLMlvYYtbiXFr94UID8WpqVq2hqsxy2UL47pywWOZT2WZf1SR/A06xY/N7axyfrxox/zEZvga5xWpTBNWnSVrozoSqssIOq6D+z8M4sYcvjFI6t8JDKlvAKKxk3Jw8hAWaaMEi4aNJOfJg8ev7NN8OIp1wGM/h8/wAa10kWJOmYY3uNiLb30PjdUXvqItWPd8/ndd3jca0yTKrFGljtEQ5UxuhVoAHuMoBRY73sFJ5Uw4DeTeLDDsTY9lALGxGNVVFrkn6ZVUXAvoK82di+FSZuTtjBphsQs/W9Y5jyiI2MqKCepL2ORess7HQGyHXLlKVDmQRaQtkbcfCW5jwFxrwHy4brOw+rkpXmP4cpufi5gc+tuqiXa2/uP2licJh8e+dMPI0pHVLEzBQHkZwqqCxjjZR2QBmOmtLtpYcsS3HMSxPO51Nxx5/61Ike8/Xo2HnKRRNYwsiWWCQXtnsDLLE4ORy5d/YbtFLFhxOwFju080agewIJIcRJIfAJMBGttc8hXiLKxuBBFJFES3uxHya3UEb6WAvqTcAaeFin1da6qe17RoBbzvqTtvpbw56Dt/R+6RNn7Ow7JipTDJiJSwbqpHQqgChS0SvlIvchgAAwN9dJ72B0gYDEfkcbhZSfqrPHn96Fgw94qmO8eGwU0YRhilKsXUgwHKSArXOQZg1lOUBdV461H+M3VjA7M+vdJEV+aPJ/Cseq7MUVc90rpXxvJ1uAW9LW6cytvDq6NsIY4668CdyTw8eKmH0tdsDEbVYKwaPA4URi2q9bJ2nIPDjLEp8U8Knr0T92/Vtjw3FnxDPiX/bsqf8Ahqnxqlmy5TDEUzKxZhqpNsgubagGxY3KkW7IuK7XA9OW1cNlEEwfDrGgWJ4I3SOwysgZUVwMwJC5hZSulVa7s22dopKJ7SWgXLjbNYC5FgePDpurEErnTG+2tj9+JV9zVAPSz3i9Y2ljEJJSKbDxQEHRTh43jlUjmGkknJsQbrHxtaux2L6XONUETYTCynkYzLCRpzBaUHXutUEb940yS5ibtIWlc97SMWJ95uffWBVdlqigppZqwAWyhtiDmJOu2osBfgtJr3CVrR19lzeGiKMHR8jLqrKWjdT4MPZPjevofuH0SYR9mYZMdho8TiWw0ZxMs15J2ldQ7hpyetOUnIva0VVAsAKoduJg4nxuFSZ0SBsTB17scqLF1imTMWsAMgIJ4DvtrX042VtqCZc0E0My8milSRbeBRiK5xoexmZlwNiRe3grFSQXC/uoM3t9GLZDgmNcRhj3xYhmA/ZnEot8PdVH9rQKsjqjZ0DsEe1i6BjkcjkWWxtyvavo305ba9X2diZRowhZE/4kn0aW8mcH3V85dqLZrfZFqHQPMHfHbNlv1tdPppTnydLqZvQy3Y6/aaSMOxDeQm2nYGY69/D4iuO6Vd6vXtpYnGG9p5j1QJvlgjXq4QRw/JqGNvrZu+9TN6K+NOH2PtPFkvfDYPEvFdrorNGTZUOgZnUEkEX086rdhItQvDsj4G3f4W+NZku61GLc5A1Fu1ZQNOJtf3Dsnxy1o2iva+PDw/1v8qU8WUdxLfxA/nr41v6jM404kX/V4AaczqxHKolOAtGzoQBw1It32GhJOvfYeN6Xx4Q5CTbvJAta/IHgWN/cOPEA7Gw2XzIux5qDosa2+sb39/vCNQSO0TqQAo4WF7/dfzppKeG2Xm1cIRYjgALaWCgc78CfH56ikaISLjiSNTqbcuPl8LU87UmvZcvd2QdL2tcnmfO9uddbuBusZLFhcD6ug8ragnTxprpMo1U0cJkNguHjwLEWCKTwuRm8e+3u1px2ZumzcdAB9nn3D+fdUzQ7vAaBAq88oUn3te58hWraSZF7IFwOJ5AC3Lw004a8qpuqjwWmzDmjUqIdu7ByDLmvpdrcAOXLj3A8aZ4NmhVJH+v8OPffyrpd7NpspZCAXJPkpNjfxNiB8hYV5uzshpFsxsO7gPfz8rffUzZSG3KqyQBz8rAudaMdXckC/gxHutxPib2765zEtrpf4W+V6lra26py9kZhyFrfzsK4fam7jKToQPLh3ai/zqSOVpUM1I9nBMOGxZHP3879/wCOPCsZ8Vf3cLcu63h4UvfYzgXym2utaf7Ic8FPfU1wqhjdstHWg8ePfa/dy8vLhUm+i/v7JgtpwgO6xzypHKobsOpuLOhBBIJBUizBgovYmo0fBEcQdNPv/H3U47q7AmnmVMOhaQMGHaAy5TfMSTcBbX0udNATT2lQOaRur0YnFLLtpimscezXimI9gNLJLNCtxpdUh046FbVTnpIiAxcgHDOf41anZATA7NJMpmlcPNisS3GXFyALlF9R1caqpS/0a5UPcKi7z43rJmbvJpsilh3Xm7+PkgmixERtLBKk0Z1AzxsGAa2uVrZWHNSw519Ndwd4Y8VhYcTEfo8REkyA8QHUEo36Sm6kciDXzW2vJBdOoEgXqk6zrCCeu16zIR9T2bX1vm5Wq0noM75ZoZtnue1AxxMFzxhla0yAfoTHOT/+4HdXP1zy3JU2IynW++U6H00Pqrc8Vha9/BWB393tjwkYkkUlWJF8yIgIF+07EAX8jwNcJu301xSvokZiBszRzrKyeJCrY99rjTvrounTcAbSwDYcFFlV0mw8jglUlQka2BIV42kiJAJAcmxtUXdHXo0NBMk0+NDZbhooISgZSpBR5nkYshJDaRKQVBHho3PDbmq7BHkuTry5rqvSN6MYcXhXxkUajGYeMyh0ABxESDM8MnDrCUuY2bVHtY5WdWrjsjYDAq6FldCHjdDZkYcGQjgdffcg3BIq5PSNt5MLg3bQsUMMEX+0lZSscYAucv1mYA5UV2OimoT3HwUSwLGyi7SLAJWLAreJuqZdQoAdRnzXurDhXNY/IRIxsbgHEHfkLW+q6vs2AYZHStJaCAPO9/p69VMPRFvEcThI5Ht1oBinAFgJo9GIW/ZDi0qj7LrXBekJuoDiIcUBpKvq0v66ZpIGPmnXIWP2YR3Vv6PHfCTN169TBiFBLucsSYiP2bv7AMkd0LMf8GFeLWrr97McuKjEKgiPrIpJZ3ikWJI4pFmvE7qqTSMyKiiMtbMWNwpVo6QmekdTyNcCdtDpx14AA8+BWaT+AxEPjIIDvG7Tw06G3ioMj3ccWePsyRkSRNxCyxkPGxA4gMASvMXHOrJ7obZWeBJRoJEDZTxRuDxt+kjAofEGuQxG3sInYWEMltWOj352OvLypuwu3MMhKxz4mCNmMmRBhyAzWzgNJG5VWa7kCxzM5uL2FWkiZRvBbMwkHiSBqLHW2o29FpYyJ8QyvbC4EdBqOuu/6qT5J0W5A4m5yrqT3mw1Pia4rfTpJSFWSILJiLWSMtfKx4NMEJ6qMcSXKkgEKGYhTHW+G1o2uCHdSSAss0swIHE5ZHaMXP2FA08K5NcUCRGgUXIVVUBVudBYAWApKztHK0lkdiegsPfU+ykw3soXgPnNhy+/7ru9mbTPVEu7SdWpZiez1kskgzu2W1szMXIWwGirlAFvdmb3PGTkKxhgAQq8e65bMxtc8++uF2vt9R9EnsI2p5yONC5/R45V5Ak8WNIIdp3IA4kgDzJsOAJ+ANYstfVZwWn4uJ5nx3tw5Lp4cLpywhwFuA5Dw2vx5qV4t/Zl/wAS/mAacB0kydUxIS9sqNa12ut7LfWykk2FhpfiLxPitpRrcHtMNBdtDY+1lT2VIuR2ySMtrg3DTjdu37hYWAHADjYe8k8ySSTck1O3Fq9mmc7bXJt6/RQnBqKQ3LBve9hr4W+q6uXeBszEsbG5fU6jnfxN7DxNcjtzbHjTdNtEshC6tmF1HtEWNso4mxvcD9GuU2htC9VoaN8hBeSVdlqY4Qe7AHBRNRXoPxryvp66+ckVmrVhRTg6yRblNbkakitW1HqZkiY5qWJJSmDEU2h6zR6uR1JaVXfFddLgcbT1BtCuJhmpZHi63abE7CzlmT0IcuyjxJPC5sCTbXQC5PkACSeA50jlxtc7/aZAPaIuLEAkXHGx7xcA2Ph3UiG0WZgiKzs2gVQWYnuAGpp0+LxRglxACjhwtzjYBdDicbTPjccO+lybuka4iZYf92g62b3hWCL+04I7qyMeEXhDLL4zTED3LEEt5FmrhsS7fUTSWxEv/wAo09TYehXfYV+znFahof3eUc3/AA+x+L2XNTYq9JDiyOBI8iRXXrtSNfZwuGAtbVZGNvNpCffSWbFwN7eEh842ljPykK/EVzMnbNrz/wAt/q39V0n/ANbVsY/PH6u/0LlJNov33/WAb/zA0klck3P4twrqZtgYd/yUrRNySezIT3CZFGX9pPfTBtbZkkTZZEKki44FWHejC6uvipNKMc/Gju+8dbfK4n1AOnmL+KyKvAanDtZmWHMWI9R8jqkcTWIPcb0sgmsQyOVI4EZlYeRW/wAbikZFBrZwfHqrC83cWIda4cLg2v8Aqs6SNr911EO9eJYdXLip5IeJjeeR4wyjsnIzkXHDQVx+Ke5J7yT8a2PWl6TGsckxEMDmNaG3Nm6Ak21t5JYIGxuLhuforQ9FceXdHarfaiCnwUmzH3Ak1XWP7r+Ph8r28RVht2mI3Mx2UXvJhg36nrEWb/lvVaxiLm9+f8OH8hXLS7q+wp+2UARmPMfEc/5j4UJirebFifGwGl+61hp3VpSQ5bDgGIt4EkkA8gLCkuJm1vpooA+J/lr7vGoiFODZOmFmLkkcBa3i1rFvG1i1jzuOdaogSy8ALkDXXKvHv46m/G9J9n4g2IHE3A7tRYfDu++nBcPYoTwFl89LjlrwAv595ph0Uo1W/DYQlwAAPDu/+PvqbdxNijILk37tLdw8zx+flUUbIw56wfDnq3Ph4nzqe9zcIQovx4HThblfhflp/Kqk7lq0jQNU8JsnTna3u/HvHlTXjdgK1wQQDcG1x4aW5+NdhhxWxkqldaQKjPGdG0cjZjnPixHdysNf2j5DueMBuHEgsF4e/wCXCu1C0Wp2a6ALLlDu8o5H8eFMm0d0VOgAA18b8NDyPvuf5SFKaTBKcCl33UPz7gi57OVb8uFuZH3WFbId0FUaa3FuH47qlDGxUz4iOgyFK2Ft72UZ7W3RjtooB56cfx5VzvQ3FBBtURYiISKT9FckXa4ZFNjYhx2QGB7VuF6lDaqVEvSNBlmgmBy2fIWA4EHMp87ZvhVikmOaxWXi1KAzMOCk70ytsOsyRR2XD9UhiVQFTIyhhYDQXveq056sp6Ux63ZezMSwAeXBxFvPKp08O1p4WqsitWk5t1iRnROMDV3nQ5vP6nj4MXmyiJ7Srr28O/YnXQHtBD1iqdC6pqKjqKSnTYeFkmfJEuY2uxvZUX7TsdFHn7rnSs+riBYc2g435LRpQZHBjQSToAN/JfQ3bfTVsuAEPjsOzLxWJjPJ/kgDsPeK4DbnpJ4ckrh48VLpoxEcEZPmS8498Yqs2B2LBELyM07jkt0iv4fXfz7Ipxi3odBaFIoR+igzf5jc1yzpHhuSJznW01OUe2vqu3w/sDUEB9RZvQ6n01t6qY8XvzPKgxLrlcytHCAhcRxhFLlGkBLSEsoaYgG2UIEBkDoNob1SSWEsl7XIDsikE2uSCQb2A48qidt8cX+cTacO2bDyHAe6t0G/mIHtsko5iRFb/mFm+dZtRR1Eu5FuQcR7Wsuph7Pimb8GW44219d9uqlzZO33juweRFAv2XK5ifYAYGxBOpIv2VexvWx98xqGL2OubOXa/eQxAYeGh/SqK4t4cPJowbDNyKEvBc8ewTnW+moJpPthpIwGNnjb2ZUOZD7x7J/Raxqqyhc2zNR0P0O3oVnVrXw3fIzzH1t9VKT7zRkaSEHnnUgEeAQOQR43vflam7G7yqvskMebW7I8FDAX8WYeQFrmKTtM2vrbv5fGsF2qwIINiCCD3Ea1OMHF72WacWsLKUMJ0gSxXAKyI/5SKVRJE9uF1bUH9JCrCw10pD//ANBljeaMBHkkZIwLsIkXq2kyFiTnJliVWJLAZzxymo6XEM7gAXZ2AAUcWY2AVQOZNgoHgKdcXixDC0ObNK7xu9rZIrI4ZA2Y52tJlawABBszVcbRZQGnht0VQ1uYlw0vv1+/lonNMZr+UQHh9fj4lUI99b49uKt8hZmsQHNlC66lU7RzEXAYsLXPZuARxS4mvBiKf+CA4Jn44ldfLtS/PkB8AB/Kk820a56GYkgDUkgADiSdAB4k0PKb2OhBsQeR8aYKMBPNa4hOWIxle70OBM9iCGPWKRwKSASL8A1iORBHKmvrrc9eVvn46/jjWnGS6AE6i/uB1A+Nz7xVqOCyrSTkhcYDWQrXevQa9wDl43ZbKDWULjmL6G2ttSNDwOgOtufDSsDUmZMRagGi9eGkulWxWrYrUnBpxXZriPrCAqH2SxCl/wBRT2nHiBapoyTso5LN3WtWrKSfxpO7W/HfqPvpDIzOyogLM7BVUcSzGwA99LLViJpcSnxU5lcGgJw2bhJJ5Orj5C7sTZI05u7cgPidALkgV2MDpChjg0v7cxFpZe+54pH3RA24XudaIsGuHi6hDcmzTyD/ABJByH+7U3VR5txY0kevJcaxyTEXkA/4Y2HPqfoOG++30b2Q7FRYVE2eoaDMRfXXJfgP5uZ4bDjfU9aHrc9aWrJauvmWl60OaUOtJpBU7VkzrW5pw2ftMZeqmHWQk3y37UZ+3Ex9hx8DwNNrVgaly3+9vBZc7WvaWuAIOhB2Kw2zsQROys91MfWQOF7MylgB+qR2gRrZlI8aZjUodH27i7QU4N5o4DFnxMc0psqxqt8QhNtAUUSC9hePiL1G2040EjLGxdAxCMRYsoOjW5XrrcOqDUU93WzNOU9eIPpy2K8Wx6hFBWuibfKRmb0B0tfob9eKTIgN7sFspIvm7RHBRlVrMe9sq6G5Gl8cHAXYKATc2sOJ+RtXj1KPos7sritqRI4uoYM3kNT/AAqZ4sqEbrqet2tyGi3Wnw0jKk2OVDCrG3sujBiOIXQkm3C3eKgTbXQZjI0Lo0cumqLdW7+yTdSeA1IvVod/R6ziTc/RRaKv1cqnKi27gBmt3kmtWEw5RbgAKOI5EeXD31zs1a4v0XWwYVGIwX7keipBBMVdgQynt3BBBDBTcMDqCLEWtcX8KzlI7Nua/wAybePZIqU+n/dNRiPWIhYSntqP1RmbzsSPJajCTBldbmwta/kTp5WGnjVxkgeLrNqKYxPLVns2wJ15tf8AHiKX7flIRAD9cnxvYf60hwkXM2sSPjcA+6uv3O3WlxTLKB9Er9knicupYLxPEe1zA7zTXuA1KWFhccoTx0bbGdyGsdDa+unP/Xl7tanLYeDyADw58feaTbA2QsaqqjQC38PuvTyDWZJIXFb8UIY2yX4RqW0gwhpxQVHZSbLWTWDH8a1uZaxZabZPBSOST8WP3UklmpZiIaZ8ULGnJ4C3yvem3FjSt8bnhWnEClUgFlze1zpUbdKuHvhJCOKGNx7nAP8AysakXa964/ejCmSGSMAs0oCIBxLuyqgHiWIFLEbPHiq1e0GF3gV0vpFn/wDQNjW4eoYfzt1MfxqsgqznpczJAuBwBuy4PCQQuEYKxyRhTlYqwB0B1U1XfezZHUkMrK8UgvE4lgkJFgWVxDI+R1JykMFOnAcBulzcwbxXJRxuyZuCS7F2e88oiTidWY+yiD2nfuUD4mwGpFSdDGkMfVRXCDVifblf7b/yXgopm3QSKDCK5kjz4ntyNnXsqpOSDjow9tl43ZR9WlT4gP2lIK8iDcGuYxSodPIWC+Rpt4kcf09V7Z2EwimpKYVTnNdM8XAuCWNPTgTx8giSS+tamNDGtbNVFoXZSP5rxjWpzXrGtb1M0KhK9Ys1Ldi7ckhN1IKn2kYZo2HcynQ+fEU3Oa0s1PMbXizhcLOmkXU48ZkOIgd8q/lYSxYxX56ntQk6XI00BvxpuwmIdyFXI5OgHVxk99hmTRRxsNAL8KRbE2q0MgkTiOI5Mp4qe8EaU5bxT5Guh+gxCh1yqiG1zdHZFBco1xZiRwPOmMjLXd2deRPyPMjhzHhc8VjFE2H/ABo9G31HInj0B9infZc8UMqTlo3MLrIFjc2eRGuqhWS6rmXVmFrdpSRlVuYknub/AI7gPhpSQv3UBqsNgyrnnT5uiU9ZSiGElGcFbJlzAsobtEgZVJzMLjXKDbS9IJDbQ6HuPGsA9L3dxom57HVLUkrcj03q9KY3pro05kmqUK2tJZnrvOkreLATx4dsJhGwsyplxS6dUWFrGM5iW1zHMVU2teo/makib0TpHaaLnK9BrC9eg16vm1Xl1lneshWuvQakDk2yzBr0Gtd6L07Mkss6yYnn+BWANFOzIWOJfSnvotw15JZz/goETwkmuuYeIjWT4iuc2g2ldp0aL/2NzzbFMD5JDGR/6hrmO1dS5lG5o42HkTr7XXffs5oGVOMQh40BLv6QSPeyX4o6mk71um4nzNaXrzpq+jpzck9Vpek+0TliaQsqAMEDMGIzNcjsqCxNgTa3yre1NvSAp9UhtwM8xb9YRx5Pkz1eo4xJMxh4n5An6Lle0VW+loJZmbgaeJIF/K647a8cgtIZOtRiQrqWy5hxUqwBQ2+qQNNRpXSbuy54Sx4oQD5E2Hzrn9nqepnv7GWO3/G6wZLeOQS+69dFu1hymHJPGUiw/RU3v7zWxiDQxuXiCAPY/JecdkXSSVjnEktMbi65vY6ga/5rW8VsatZrY1a2rOC7SQp53NmKyORb/u+J4gEfkXOoNwdRzris+gHIXtoOdr68TwHGurwL5IMRL/uupXxaY5DbxEfWN7q5Fa3MFaf8R3UD0F/qvNO2sgM0TOIaT6n+yzkmGULlS4N8/azn2tD2sttRwUHsr+lmmn0KseE2vGpA7ZtfmOywsNbWN9dOQqEnOn4v8a7v0e9p9VtTDt/vFHzrWfquQj0Vut4xkmmQcc9h7mZR8xSnHlBEEdgLC5blm8fCt/SHDl2gW+qxB/8AI/8A+ZPurltrbOMzyJeyra47wf4VyMgIeR1XoUNnxtcTpYFMe2sLBOhVWjcC6kob5WIYce8gkEcLG3M1AfSFu+0GUtqtyoHO9hYj9Gy+7Tib2svitnJGqRqqqFGmXUnvJty/hXE9LWyVfCSZgCQt4zY6MLka3sL3sTx+VSwy5XWUFZCJGabqvWyQXcJxBJFv8osb/HWrNdG2yhFAqgcv4m9vLgdOd6r7uDgs0yMFNho3jccdePHNb3VaXYoGQeX8dalrH8FUw6PTMVtkjsKT9ZzpdONKa8UpsSBcj+B+f4NVGlaR0Tpgph3/AI7/AC5U5iUfD8a1GmMaVhpmQj2WBynxVgvtKe8XI1PM0jmmxar+WIF/tI3hzANSZUwlSmZqyEtQfid5cQmrMXAYZjdQeJuCPlqR5inrYfSIpIViEvwJYEDie1bh3UndlAkbeylVSDTTtOLWtGC2yhTPmHhyv+O6tqTZqZsp2nik6pXjit2YCmvaePC5qUFSXTFvDxpZ0LbOEu1MMrDso7TN/wDZR5EP7xUpix2JzG967P0dSPW55f8AY4DEMPMtGP4XqSAXkHis/EJbRHwUBekVt8z7TnYm4EjAeQJA+VRjjIfmK7PfLAh2xGJ6+AMuJ6r1cuRiWVgT10aEWeIHssQbg8RamHYuCWSRUeQRKxsZCuYL4kZl094rV70Nu7ksBsRJDRx22Hvt6pgweKeMnKdD7SkXRh3Mp0I+Y5Wp12Xj1veNuokPFGJOHc+BNzGT+ncD7QrXjMLZit1bKxXMpurWJGZTzU8Qe61N82EqV7I5hrvz/UcfNOgqJad4dGSCNrGxHgRt97rtMPtkXySqYn8fYbxVuFj8PE04MKj/AAmPZBkYCSP/AGb3IHih4xnxUgHmDT3sDb0KMMwnCA3Md0lFhrlVyUK34XsQO41jVOFObrGL+H3ce46r0LCe3F7R1n9Wx8xsfEWP8qf9uY+OBAXBeWQXjiBtZeHWSGxyg65VsSbd1cjtXasgyyxyMUcsMrBSUZbZkNlAYWIIYAXBHA3rHG9bipncKXkclsqi+VRoqjuRFstzYADWku11ARIFIZlZ3kKkMudwoyhhowVVFyLi5NiRrVqCijha0O1efzcdLfIcDuVzuL9oauslc+Nzmsv8ABIvqN7bki5PAfPotj7R6xLkWI0NuB8u7ypQxrDZuA6qEA+2xzEcwtrC/dehjWW/KXnJtdd9Td+ynjE5+PKCfPn1tuvC1PML58HIp4wOkqfqyERyDyvkNMhNO275+jxXd6q1/PPHl/5iKZINjyI+Y+mir1lnwvaf4T8r/NNsbVukYBuySQDdSRY94uLkX8NRW7d7a8SxNHLhkmuyukgkaKVGFrqWAYPEwuDGVBubhhTl0jbVwkuJMmCgfDQFE+idgxDhbORYkBSeV+86XsLjmuz5S0256W/Veeh4Dbg6+/396cXbpW3/ADtB4pHw8MMkUIidorjrSODEHhbWwubXOtcUGrSz14JKVkAYLNCaZbnVKletqyUjV6yElBjSiRLGetTSVpSb399YsaaI7J+dNRFFbGWvCtejltl51deCii1ApuqF6K9ArytkbcdAbjx01BuLEa6W1uLE87EPBSL2cgsSBlBJIW5OUE6KC1ybDS51NPGN3alTDQ4pgnU4l5UiIdS5aIgPmQHMo10JGvvF2WvRUgOqaUj2lwrtejhv+wsdTlxchIGp7UMNrDj9U+Fchi4701yYKsTGsONbHkvbUHnsuo7MY67CKkVLACQCLHbUWXaYvas1z9FEgubdZPGptyuMw18KRy7Vl5y4NP22f/y5q5YYOvfVKyW4AwcvT9SVuzdua+QkmV3kQP8AxaE/PtU/WxSHvEULE+4uir8WFI9r7baZUgRWKiTMuYhpHdgEHCyqOAygcTxOlNckNqe93NnkJ1oHbkLRwn7K8JZB4/4anxk7hSS0kNGO8O42vYa+QH+yrRYlXYo7uM73A7i5OnmeaUYTZ4crCDeHDkvM44STGwa3eBYRr4KTxY044ua5vw5AcgBwArdJCI0ES8tX8W/0pG5rnpJTK7MfL9fP9F6hQ4a3DoO5/eOrz1to3waNPG5WDVhlrJqW4WYQxnEMASpyQKRcPNa4JHNIx2z3nKPrUoBJAaLk6DxTKmZkTDI82AFykW+U2UJhh/h/STHvnddE/wDtpZfBmk7q56vASSSSSSSWJ4kk3JJ7ydazNdfSU4giDB5nmTufvwXimKVzqypdMeJ06DgPREcJN7W7KljqBoCBpci5uR2Rc+GhpRu3jOrnjf7Lg/OkbCtd6e5VWar6Eb4z9dhsHil162BCf1oxlf3kPp+rXO7Tw8jduIqJMtmDXCuvEG4BIv5GkPo1bwjGbIbDk3mwh61BzMfCQAcdBcgDibU+4K4sRra9tOKk6ce7h5VzFczJKTzXb4VPmgA5aLnN2NtJIz3FpEBDKbGxHPQ3seR04Uz9LrAYSS1rFbXv36L/AMxFPG0dlos3WrdWa4ZbmxvodOF+dcr0vgmFEGnbBJ52VSdO/wB/O1VmauCuTgWJC4/of2OA9uaEnXW9tLaaAEtc/qj3zfhVsAO6w+Vv5VGnRWoGbvva/eBfj4XBN+Go8hJ+FWlnddyZTsDW2W6NbmvcVghb/S/8xSvBRa0oxOHqMbKV29lw+3dnuwyglR4Ejy1FmHvJqHuknc3FWDozyDq2DKJGHbN8rqqspOW98pJuRqCDVj5sOLUx7T2f3VYidlUb2B4sVBXRD0Y4jELK00skCouVMxe7y3JJKuToBYXsBw53NMG8u6s0MpiLh3HC2t/eNPdU64/CSHm2mg7X38KR4Xd1i4ZhwPPVvd3VM6c8FE2iZrcqN9yMHio1Eixs6EAi/LxAuP4WqUd3cbLIBmRkHMtYG3gO/wB1dZgcCANBbh8a3Y/ADL3Hw+6q0j8ymhYGaKPt7d6BBIit2UN7se8DQHurg95N/EN8pzcTcePdW3pt2O8wyx5mZdQBzvxt4iwI99cT0SbpyzYyKOSE9VE7tiGYOt0I0WS7Zb3AChQp1JN7XFiGFpFyqtXPK12Vo05rzEb7OQRbKRw1+F+Xd86nH0btqkbO2pjHGVVijwiMecjBnkUeStESPEVxm0uiNJNpQ4fBqSJWGdbg5EB7cguQOyt2IvytzFSF06wvhsCmzsBh53wWDDNiJwhyyPmJmd5QuUm97kA24cABVpojb8SxpHSvOQqsO8M6NKWQOAQM+dlYtJqXZQqqEjubKhzGwuWJayoFWs2Ovnc/i1YhrG9SEpgFlsZK0sPC/lWU03M++lm6eyTPIbkrFGA0zDjlJsEX9NyLC/DU62sWueI2F7jYBWKamfUzNhiF3ONgEkg2O8jMIwGVPak1WNR3szqpHkRmNtAa2w7HjU2CviH7heOH4261x4jJXeY1QVAsEiT2UHsjxPNnPNmuSaZsRj+SDKvhxPmayf8A5WWTRug+9yPkLeK9Gb2Dhpmg1Mmp4AXPlfQDqfJN0mzpWXJJIsMXHqIVAv8ArBfaP6UhJrLB4eKP8mmv237Te4cBQ71rZqjL3uFidOQ0H9/O60IKGkpTmhYM38Tvid6nb/pAWU0pJuTcnnWomgmsCaUBOfJfUoJp0lfJhG5NinVF/wCHEwkdve4jX3NWjZ2BBBkc5IU9t7X/AGEH1pDyUeJNgCaQbVx5mkzWyooCRJ9iNb2HiSSWJ5knyEsEfePHJpufEageup6eIWBjVcIYCwH4nCw8DufoOq1hLacaAa2rH+Pv/HdSjFTswXMSciCNOHZQEkKLcgWJ1760iblcOBYJIFrYugOg1FtQDbUG4J4HS1xyJHOtqQ9nN3EDgdbgnQ2y6WFwSD2hYHUjzLUZTxotaLW3JQqUojWo3lSsCTiOsxHSoR17kqEuUwYmnCYhkbMjFWAYBgbGzKUYX7irMp8CaTlaeJMKocau0WYdrKI2ZRbNYFmCm17XJ5E91ebwiHrpOoEggznqRKVMoT6vWFeyW8tPOvVHQELzJsoOyZiK2YmUsbsbmwHADgABoABwArYIvlxrwJUBhKlzBaowOd+Gljz5e6tow/YzZl9rLlv2+F82W3scs1+OlbYMOSfx5/gc66ndLcHE4kkQwvLlsWyDMVDXtcDXkbnlzpzaUuF/dRPqGs3XHwxEm38SB8zpWzqSeVWS3O9GmZgGxEiQA2OXVpLWv7I4ftEVKewegXZ0YGZJZiOOd8gJ8FQE28zUMslNDo+QE/y6++3uoo5J59YonEcz8I99T5Aqjq7PY8j8DWL7Nb7J+FfRLDdH2AVQowWGsOF0Zjr3tmu3vr2bcLAsLHB4b3IwPxDg1XOJUfEP9G/6lb/B13AR/wBTv9C+ckmEI5UnkSvoLtvoX2ZKLHDdWftRyMtvccwPvqLt+vRiiys2GxGU8knW3/iJcDzIFAqKWT8r7f5hb3Fx6lGWqj/5kfm0h3to72VRfVg2W7i7sFCKMzkk2F+CrcnS591SbPgVR8q+xABEl7XtHoSTYDMzXckAXJNcftzdiXCY2JJltlniNwQysBItyGGhruMeO3IOeZx77muH7VSOErGcLHbjqBf75r3L9k1HFIJpzq4ZbX4aOP6Lj5XuSe83+NaWrOtbVlNXSyOvqV7EhJAHEkAeZ0FIt9cTecxr7GHBhTxZT9K/m0mbXuCDlTjs++dSASQynTwINNu+mFyYzEL/AL+QjyZiw+RrTwprTUa7hpI9QL/TzK4ftnM9lI1rdi7XyFx99E12orNxpf4UQxEmw1J4Dv8AAePhzrqbWK8ttdYOKwniGVSGBJzZlsezYi1yRY5uPZva2tKcbhWRijqyOpsyOpV1PGzKwBU+BFJnWkeLpWOsu/6Ad/3wGNjkB7JYBxfQqdCD7quPvpiYEaGVZEWLHAvhgWAJcAM8Sg8bXuAOVx9XX56E2N+6rVtAuO3WimOs2y8ZBIjEm4jklSKRNAbgh82vNVN9Ky62nD2arYw6rdFJpxXdbRU3uQCo4Nw8f41HfSTiLsnD6/zFvdz18fh1eJYHDsSW0QnQkC4Fx8TUa7Y2gHc63uF17hbx/Sa/wrn2t1XXueCE4bnz2kFuB5/C/DvAP361KmzJtKhbYeKylbc2XTyBFvhrUt7CmuPl8Dp5aW99NlCWIrqMI2tOwANMMT0uwkhqNpsnvF9VunjpHiIKd24U3zrUwKa3VNpww7qUJhK1zzWrzD4u9BKlyG1wlkUFq07SOnuNZyYoUjx0wtQmhpJUUb74PM2mhrm455RoHcd9mJ/jXa7wjtmmiPDDuqQPsE+WMlSD6NUZSbFTsbvFgpCCdSCzoRY/sfOqu78bZlknlzSSFc7HKXbJxv7F8vHwq0vRyeowG0cW2iGJcNH+k5uzj3Ap8T3VUPaMl5GbvYn51oQi8YXLz6TOsVjDg3ZXdVJWIK0huOyrOsakgm5u7KugOpF7VoKafi9DivKdYplwkONltUk7KwHUwpD9ewln7+tcA5D/AMNbJ55u+ozxtwwItcEMNARcajQix8iLeddpgN/I5CTOhjlNyZIxmidjrdkvmjPfkzDwWqmK080kTRGLjc23vw04jfzsuw7EYhQ0Va6SrdlNrNJGg568DtbzSjb+Kucg4Lx8T/pw+NNRNKzhiwLoyyrzZDm+I4g+BpHIKyo2Boy8l3VRXCqeZgQQeWunALEmsTRelW0sRHh7Ky9bPYHqySI4ri69YQQzORY9WtrA6nlUzWlxDWi55LMqaqOFhkkNgPuw4krDA4B3PYUtbibaAd7MdFHiTWyR4Y73YYiQAt1UTDqxbjnmtqANSIw2gOopl2vi5pey8gZLAhI+zCLgGwQBRmF7EkE3B1PGvMFszQnutf3/AINXmUXGR3k36nf0t4rk6vtI512wMt/M7fyG3rfwWeOxskxBewVfYjUZY0H6K955sbseZNboY63HCkIHCvkz9V1mRur60DOYxJbJ1gQhurvmtc2tWIqfMLWboByXPOc57i55uTuTqtshFzlBUcgTmI82sL/AV6Frbi8G8bFHVkcWJVgQwDKGW4PerAjwIrKJabm0S5dVnhMEzkKoLE8FGpNhfQeVailKoJipDKSrKbgjiCKwxk5dizasxJJsBcnibDSorknopbNy8b+1k9YjaGGbApEYcuLil7MyBVWWBszFZ+byKxsr8cqoO+mmDEDLlI53B1uG7+61tLC19O6tZisAbgg9xsQfEHX4aHv7sVFRBjQDvvfX6KbO6/lbyW+skryNK3JHUbipWglG3tpNKdQFVNEjAsqDu8/GmyNyt7cxbhypU/8A8nvrS6V7W8Em/FeOxBrG5QNEjP8Ap56317/9B3VuwODLEAAm9b8Nhrm1WJ9Hjok60jETL9GpGVbauePPlz8Br3Ax92yNhllNmj36DqmVNYWWYwXe7QDmfoBuTwCSdGXo9yuUfEMqKQGdVOZ17kJHZz21KqTl+tlqyu7G7WHwqBII1W3FrAufHN93z408LGqKFUAACwA0AHcPxfmbk1qJrka/FpZxlvZvIaDz5+a2MOwdrXCab4n8zsOjRw8fzHoNAE15WEzgAsxAUC7EkAADiSToAO81Ge9nTns+AlUdsU45QAGP3zMQhHimeqdHh9VWvywMc49Bt4nYea3ZJo4Rd5AUnXr0VW3aPpJyk/RYOJRy6yV5Db9lIwD4a0hi9I7F31w+FI8BMp+PWn+FdGzsJizhfuwOhc39VROM0oP5vYq0FJtopdCPCoK2F6SSE2xGDZB9qGUSf+HIqfJzUqbo7/YPGC0E6M9ieqa6TeP0b2ZgPtLceNZNf2dxChGaeJwHMfEPVtwPNWYa6CbRjh8vmqnek1s8rKWA14+8cKa8XhmduuXL1coSVWLootIob6xFiC1rd9WK6X+j71gHSq5b09GghuW8a52vw4Vob8ViL8L6G3Ucl2fZrtNJgr3uYwOzW0JtqL2Og6lcZtWaCNmDzKSCezGDIbfrDsD3mmmfeWMfk4S36Urf/gn/AFV0G3d3IIlHXiRpWAMcMRVZAD7LSuysEUg3CZS1vs31QxbJwygGSFwTqEE92tyLHq7L5Wqhlooty5/ha3lqL+4Wr+KxrES4xtDG78gAf5iD6b9Ew4jeSdtA/VjuiAT/AJh2/i1IkJ4nUnUnmTzJ8a6tsNg206qaL9JZg/vKugv5ArTXtzYpiAcMJInNkkUEC4FyjqdUcDXKeWoJrToqumJyMblPIgC/mLg+t1yeNYXXxDvJ/iHMG4HrqPSyRy4UhQ2ljpoeBtzFal0Nxy1HnyrwNWVawbzXMZl7iZizF2JZmYszE3LMTcknmSdSa9ixJXhYeNhf4kXrFawkPupzXFmyabO3WvFtc3sB5Cwq2Po64YndzHAmwLQ24akSqcuv2rZffVTZFubC51001+Fz/Grjbt7OMG7mGQgqcXjUJFuKxpJKM2h0zRDu1t4g0a1/wElaNEy7wPBMe9mJK4Z9OKkfEcL8b91RtBIWJtfj3cF7rc7H7qlHbOGzRMpF7hu/u+flUS7EmuL8uFu/Ww4cefz41zrdl17jqE9YaPjbl2jr3C1xroxtfv8A5yJuZjbAKe7jrbvv4X/FxauEwxsDrxsfPgON+FhfzJ460/7Llyga34k8BZV4Eg+yOPeTfXwa4XVhmilSF6ccLXFbD2yp0Ngfhx0HZNit72ANvAV1uBm8arlqnJTp1lI8XJW9paa9pYi1LeyGBNG0piTYf/FasBiL6D40nxG0lsSNe88vEC41PLS9cZLvAY2YI4y3JBALMtzqLC1xrcHlfnTwCrQItZSKzNfnWb3twqNh0kCNgHcNexzWy8ddb6U/P0ixZAesTXUarenBhUJlF7aJPvAlnHjcH8fKkEERYhFGZ3ZVVebMxCqB4kkD31um2kJbMuo43+7vNdj0KYBTinxT26rAxNM1+HWEMsQ+TuD3oKcxmZwao6qoEcZeue9KTbi4TCwbKib8kuacj60r9pyfC7Egcr25VWBxXW9Ku8LYrGyysfac6k6DX+Fq5NhWxbRckDrrusAK8QC+pIHMgXPuFxf4isiKSxQtJIkSe1I4QdwJNrnwHE+ANIANSdlIGkkBouToBzKdNi7uyzgsgCxobNK5yxBgAcmaxzPYg5FBNjwrTtLdyFOM7seZTDkr7s0isfO3uru0CBRFH+Sj0Xh2z9aVu9mIvfkLDgKZNo7WUGyKp/SIuPcP51hDFJ5JDk0bwGm3Um+vQe69Sb2GpKeja+pk+M8tdeTRpe3M+y4yTY7oOtifOq8XTMrp+ups6fraqe/lSrCbxTcHVZh+kvbt4OuvvYNT/htuyq2YNqPBbW7iLajwNOJ2Zh8RDLIqNFiowrCKML6vJHm+lex7SMq9rKlwdeFWzXh2lQwEfxcr89BbxHsubqcDfSDvKOV2m4tlPl8Tr+BKbd3trYbN1jCRWQF1iK5ldx7CZxwXNa5YDS/GkrbNZj1jkFpbyFsykm7MCWCk5TmB7LWPA2sQSr2fsNhH1uUGPrAhN0vnALBTY9agK3INgGtzK6L+oI0III4gixB8Qajc5kTiY768zfbgPsqlJUT1TGiY3t5b8Smd8GVtdSLjMLgi41FxfiLgi400PdXf9DnRdLtCXi0OEjI6+cAXJ49TBfRpiOLWKxggsCSqs69EnRe+0WEjSMmFicpK9mzWSzdRAzdnOxZgSuYRdontMqm12y8BHDEkEEaxRRKEjjUdlVHzJJuSxuSSSSSTXKdoe0/4RphgN5DueDevjyHDc8AaXdAmw2+9EhbdbCeqeoerx+qBcnUW7Nr5s1/a6zP9J1t8+ftXza1VXpm6I5MAetjzTYInSU6yQEnRMRYAZToFnACng2RiM9vshryRAQVYBlYFWUgFWUixVlOhBGhB0IriMIx6ooJS4Eua43cCdzzvwd148bp7oQRpovn4kNbkFTd0ydCxhz4rAqXw+ry4VQWkgHFmgGpkhHHqh247dnOtlSHYYQVzBhyyjU5gb6hhpYacTrfS+tesUWJw1kQliNx7g8iOB+9kxrCTbikrLQEpWIaU4fZ7FwgU52YIFt2ixOULY8yTa1WjKApBCU3xwd/8L68uY+PLxrbHhqfsRu/ImXMouxkUKGVnDRPkdWRSWQhh9YC41FxWceFsLW18RY+VQGoB2KsNpyNwmeKHXW9r6nn48efnTrtDY4UB0dZI2NgRo6n7MkZN1Pjqp76UbPiVXBdM6A9pblSRzsRwNdZtjdzBjDNNHO+cuDFGVDKyHRomI7ccqm7Zn7DKAOJqnLUWeBr9P91eipxkJtf1uOvhz+ii3ExgHskkaalcpvYXFrngbi99bX0vassEU1zqzdkhcrBbOeBbQ3HhXsiVu2W7BuyzKTpdWKm3cSCNPDhX0KIzewXgZcLaruuhHco4rEqpW6jVuQt5/PyBq7uzMCkUYRBlRBZR4ePieJ+HACow9HDYOTDdc4GeXS+VVJGhJOUAEkFe0dTdrk1KmMbSuT7QVhkm7gflZp4u4n6KfAYO9vVO3cbN6MBt/wBxFzzGXkkkja1z2/m90GCgM87WHsogsZJXtcJGL6nmSbAAEkinjH4tY0aR2CpGrO7HgqKCzMfAAE1SfpU31fHYppmuI1umHjPCOK+mnDO9s7nv04KoC9l+zzsXqDnuI26uI48mjqefAdbLpsQrRSRi35jt+qU9JfSVice1pG6uAG6YdD9GO4ubAyvw7TaA+yFriqKK93pKOGljEULQ1o4D799yuNllfK7M83KKKfN2t0cVif8Au+HllHAsq/Rg9xkayA+Baukl6GNqgX9TPkJ8MT/lExJ8gKhmxWjhdkkmY08i5oPoSnMppXi7WkjoCo/rKNyCCCQQQQQbEEcCCNQR3ilu3NizQPknikhbkJEZCbcStwAw8VuKQVcY9kjbtIIPLUKItLTY6KZejfpykjAhxpM0XBMRxmj5fSc5U/S9sa6vwDTvrvKs2NUAq8aq02hBVgil11GhUkDzBqKMf7NNO5G0CMUIydJEmjXwZ42ygfrNYW7z4145+0XA4KanfU0zcri03A223A4Hw089+77G1PfVkUVQbtzt35XGh6LpMa3aed+05Jck82P+tcjPKSSSbk8a6HEz5onHMLf4EXrmSa8NpG2Bv4eS+kMekYDG2L8tr6c7kfRYu1O26r52OHY9jEDJ+rJ/hSDuKvb3FhzplY0s3eQmeIDiZEt/mFXJB8BPLXwI1B8lyUtngtdqDoR0KYshBIOhBsR3EaEe6vaV7YkDTSsPZaWRlPgXJHyIpIxrs2EloJ5LxSVoa8tHNZ4qcsSxtc24BVGgAGigAaAcB48a1QxFiFHE0Of9f9Kl30U9yBjNoIGF44znfyXU/G1qZJJbVSRxXUj+jx6Pqui4zG9mLRkT6z219y+NSH0y7USSfD4eKyRYSNmWMcMz2VDx4hVIv+k3eakXfbaAHYWyxxqAANAFA0HwFQPgscZp5pORbKn6gAy8u438b1h1lRcZV0WHUoDg4pTio+zbXXhw9/31EDwdXK0dvyZDDj7JuR77geFwb6GplmXS3Lh9x933d1R10nbEa4xCgkIAkg4FhclSAOYPH3DlVGPey2JQQL8k2YTGC6sfMC4AH3jW+lrX0Ohp864Wtr2jrbTX6v8A/o3HhyHN4GHMEF7CwItbmW0Ghvpc+Z0ty3yzEHkQo0t7Itrc3JzG54XF9Kc5qdG+41XUYXGZeytrgH7Vr+NgMwvc9r5aV02A24ylVJ466AaAaa6n3d99LCopxm17aBuJu1xx5aBVuL6cL+FdHuztQEEkW043Onw7R18e+/M1GWGymbIL2UgYreoAkDXzvf4D77fOuQ3o3tIB0vf5nXSwY21HDW/ga53e/E5WuGzDhoRby0NracAL+HCkexNmPMQTZRxueJvyFr2Fvxws0M4lS576BZx7xntFg9yLDWxvb5AfK3O9N0+0cxFr3B/RvzHcfkeNdNJucw4FD7z7uR4eNa03VfiV17lPC3PXLxsDp4eNSjonCJ5Ue72yaKCPHUcNBx1t+DTa8B6sMCbAa25a2A8eP/zxqQN5t30MZBJRrk6gjTgNNL/wrk8RgAkdlYNewPwIP8b+YqZrrBUqincCXEaJ86Pt4ibRsSdABceF7cfL8HSdsRiTht3JpuDY2Zgp59Wg6sD/ADI58mqqeCzxvmtwN/Hj4EG/l/pVj+lrFW3a2cCGXrUaQgjUhmuGAv7LA5l7wQedSwRgPLlmVdQXsbGearNI1yT304Psi0AlLrmMmQQ9rrMmQMJr2yZC148ubOCL5cpzUneM31FiAOItpbQ+8a37iPClEcIL2U9WpB1djbRb2Yon1iMoGW1ytza7VK5xtuoGNF7WKQY7DspZWUqykqysCGVgbFWB1BB0IPCk+6c+XE35iKfL+t1L/wAr04tHp8eNMcpaOVZFGYxkNa2hH1lYD6pF1PgeVOA7yNzOJBHspGPMMjZBwIPoumhx/wBAbcWOX3WufjwpsLVsmgUKGjbPBIS0TH2lNhmhlH1ZYzoeTDKy3DCkrNWMIg0kDmvSv/kzVxRvJ2aB+vz9Fmz097gYgjFxDkzhCO9X7JB8LGuevXS7iRZXbEH2YFJHc0pBWNB3m5zeQNR1Q/wnDmLeZ0Huomy/Fc7fRZwxgSHU2VmsRo3ZJtY8r2GvK97G1SV0U9HMm0p2mZp0wSsevmdw000gPbhgewueTz27GoF39nk+jXYSYjG4bDylxHPMVlyHK5RYpZiqtxXMYwpYdoBmykGxF5cDs6NIUihVEijUJGiAKiqBYKoHC3dXLdpcdNC0Rx/ncN+DRtfqbjTluuLkeQcuwv8AYTXs/BxxRpDCixxRKEjjQWVVHAAfMk6k3JuacMHhb1nh8FrTHvjvJHHE7F1jhjUmWUnSw4gW1N+HZuWJAW99fMwHzPs25JPibn5kqVjc3wt8zwAWvaO9saTiMIXQaO44huWQfWA59/K9tejkw4YZlIIOoIqqs/SfO2LWeNUTDKeqEMi+0h/xJZFDPHMSLrlDBFuCrEsamno736imTrIWuAbTQtYPG/NWUEhW7nUlHGoLCxGtiGB1FKxryOGttbHk7kfDTqrcsLHNHdXBtx/e69PvRdmQQah3pZ6HxJnxWBjUYgnrJcPcLHOb3ZogT1cczcSpskh1JRiztOUTLIuZT594PcRyNZRwBLsSABxqjQ4nNRyZ4jrsRwI5EcfmOBuqDn+Th63VHsViQ6FWhVJVksxCmN1K3DxSRHgwNr3AIItatEWEZ2tZnZiABqzMxIAAGpZjcC3E1LXpJxocdC6xqrSYZy7AANJlkVYzJb2iozAHiAbchXFjakqwDDEAIk3XjsWlSTLl0fRgOBt4Xr1Okre9gbI0WzC9ib24H5ei1YQ6VuZ41/RMOCUqQVJVgdCNCCPKulxO35ZUyyIkp4CQxgSg24B0AvprZrmmbJShGOXLc5SQxW5ylgCAxHC4BIB46nvqd4a8gkC6ssBbokjCsXw5BsQQdOVjqLjQ+GtLUizFV7K3NsxJA7RAuxJICr3gDS970+4zASHDlyYXjin6hXV8zghb3T6xha1wzC1zoBoKHzZLJQwHdRrKq5eea58rcqetwtnrJMqFWJZgq2YKBfiSMpLW7gVpsjwbMwRVLMxsqqCWJ7gBqTUmej5sLrMUptoCB/mIX5Ak+6vp0kRNdIf3QT+nuvmDEJiyndl3Og8ToB6q2e6OCEcEaDTKi3HcWGf5BgPcKVY1ta07s4gPEHHB3lYfq9a+Ue5co91ZYg615PUE5nF29zfxXeYTExsUbWflDQB4AC3soa9K7eAxYFYFNmxcmVtbHqYrPJ7ixiU94JHOqq1OHpg4knF4dOSYZnHm8rA/+mKg+vcexFI2DCo3Dd93HzNh7ALHxiUvqXDlYIqbvR86JlxCjGYpbwZiIIToJipszyc+qDDKE+uQb9kWaFsJhy7qg4uyoPNiFHzNX82Ps9YYkhQWSKNI0H6KKFH8ONUO3mNy0NOyGA2dJfUbhote3Im415XU2C0bZnl79QOHVbsNCqqFVVVVFlVQFVRyCqAAB4CtlFF68RJvqV16Q7c2RFPGYpo0ljbirqCPMc1YcQykEHgarH0n9CGIhnX1KOTEQTE5ALZ4W45JWJC5PsysR9ltQC1qqBW5gnaGqwp5MJu07tN8pPO3A9RbkqdXQxVIs7fmN1WXYHo5ysubFTrH/uoR1j+RkayKf1VkHjUS9NPR+uDbPCCmRgyuzXbMpBBzHS9xewsPCpW309IXEvdMNCmGGozyASzD3H6JCOFir+dQhvdipcSxeaR5XPN2Jt4KOCjwUAV3s2A43irc9c9rRwYLfIaepJWTDX0lK60IN+f39Fz+HxjSt1kK5nNzLAty4P12jXi8Z49m5W9jwBKKRxrxHgRYjwIOoI7qfdztxXxDSKl80arILcRrlJHkStPWK3Y2gpszvKNBaZVxAsO7rlfL+zavJ8U7OyUc7oha44HTTca63+7r0fDu1b3xjvLkfX73XBNTkj+rqWP5d1IiT60asLGZhyNrhR3m/AVIGwN0MW97RRISr2KwoCCEYi3ZOW1tCtiKjbaTZLqM2dvy0jnM7HmAeS8PE1HR4K6S75iA0cBqT05W59FVxbtUGjuoB8RG54DmmmPgNPf3/jwrOJQb3bLZWI7Oa7AdleIsGOmbW3Gxr21amFaziuNZ8RWEhq4XoD7KtDiZ7a2CA/rG/wDKqfYaDO6pdVzsq5mbKgzEC7NyUXuTyFfQH0T93vV9mOM8cmebL1kZJjbKBqjEAkakXtyqnKNLq9EfistXpD4poYw4vaQMt/0gtwPDS591R1uvh8qcPxwHwAqx2+e7aYvDPBJoHU5W5o/1XHkeXMXHOoEwOz5YbwTrlmi7L6dlx9SWM/WjcC4PI5gbFSBgVURDs3ArpsOeHAt4olQce8fjypHioQVIsNdNTyIseN+ROlOLr+PLnSKWP5fxquFp7qLt4NnPh5TIq5oH5DtdU3FtL3yk2A00uBzoYF1GVUN/FSSpzEHXs37JOmunw7zaGGBUqRfMNQbnU878PPTxrgcVgnwrXU5oOBtdmUcbkEHLYk3txFWGkOHVVDdh6Jjx2BuwFiP2VW2vaJva40vp4a9+Mb5CVuSRplyvz7xmPffs2A08qd8ZiUJLg3DAa30tx1FhY/om3D2dbUzY/EBgLa2JIIspItrcDIt+V/Ed9PF+Ka6w2WUeHdyGcjKCAuq8CToi5svC+vLuNdvs7FIqizcBbTL38QANSeN9efA1yG77Fjdie4DUA6cOzZfHXTThxvtw0LCUm+nEi19NebMABfwNuXCo3tvop4ZMuq6zGbeK3ynwA/jz4ai3E600DfuRdLjxvw8Qb8Lcb+B96KSNn8r8tSAeWh11011pHjt2gRc5vO2UcNdeGt7fK9RsaAdVZkkeR8KXPvwzWDFNeIA10tcX77knlca1r2qkcgzMq5hexU9oEE8bDUeDfC1ieRxOz+re/ta63Go493d4aUmxe2eIAte1wfC9r38Lafx0qxl/hVN9S/KWvWMUzO5jALuSFjVRdmYmygLYkk6KAAb8BerLelFgYodn4TCvOeuwuGwsUMfVk9fYKkzswP0eUDNY21051GHojbleubVWRwDFgv8AtTqVYh2QlYlVgbKwmyvZjqEbQ61t6e9szYnFykxMFikdiQjkhWIUZzfKqrZVBIHG1zerBBa3TisdpD5DfguCwOB6xJXaaJDCiFUdmzzC4TJBZSGZFscpZeyNL20SRYW/C3FRqwHEnXU8O8625kUuwckYj1V+vEqsrZlMXVZdUeJkJLhwCGzFSCwK8DW7GYvPK0jhQXYuwRVjQEm5CooCovcoAAqq6Q6q+yIaLCbYTgnshgAzdh0lsq6sxMbNYAEXY2FK8LiI0gaMYVZJ3JUTZjfKbWQKAb6250txWHRStmSTMqveM8ARqhJAKyDUEFdNLXBrKHC6WNiNeXfpx4204VUbiD4vi+iuyUMcmgUZx4l4XcMmaOSwliN1uVJysptdJUN7NbS7AgqzKVUSxv7Eqi/1Zfo2Hv1Q/sk+6pDxe7KPcWDEgWbtDKdCbDS5tdTmBHEjkab8P0d3PD8eN6JMWpZPiebO6cfL7KmpqWrp9I9W8ly+G2dED250P6MQMjHwvoi+ZNSFuLuXicfdcOiRQQZshkLZJJvsFwO1IeDSZSsegysbiuj6NuhZsRNlOaOCMI08l7O2cZlhiHEMy2dpSLKhXLdmBSzOyN3kw6LFEioiAKqqLBVHAAVyWOdpYqb4IDmfvrs0HjYW1I2vqAb+K1FXK8mK4HO3yuff68KqYeeSDGCcQiOfDTl2w0gEWRijo0TdWuVFKSEpIishBR1Dra9kujXfKPEqXhNmW3XYd9JIyftqCbXscsqkowGhNtMukHo8TGpmBEWKjW0M1rgjU9VMot1kJOtvaQklCLsGr9h0nhl6yNjBiMPI8ZdCrgOrFJELZcs0Dlb5HFmGVrKwBXBmkgxeG98rxp4cbHm08xqON9jJEPxAc1ts1tRwPXofvqLSb67VEULSSOIoUXNJIxtYaDLpzJIXKLsxIUA31qf0i72SYxs5DRYWNj1EZBAYi15Zj7PWhSCEJtEGtqWJPUbf33x2LngYukLQMrQxxEmLr7FTO4kBzsbnLG4ZYwbDMbuei6L+jMT4uaXGFJFw8wvCBYTztHHiC8igBepQTJ9GujtfMAqhXfhlPDhcJnmILhy1tfSzebjz4eFymiJ1PDmlFuQ5nr9+9gmLo46KJ8Vg3eSeXCwygSYWOxIlkHsYjEQtYGK11RRlkZXLBlGXNwk2CxOCxWU5sNiohcEXaOSMnQj2RiMM+vG1jf8AJyL2bmY+I3pg383LgxmH6ue6FDmhmWwlhc6ZkNrEHQNG11caEHS1el7VOdKROB3buAF8v+oH94HytsarZyDmOt+H6ciPvmuQ6Hd/ExLdWbQ4pVu8JPZlUe1JCxt1iA8Ro8dxmAurN1HSvvdFhIg0hzyPfqMOp7crgC5vY5Y1uM0zCyAgAFmVWq3gwbI1ysiMGDoSjpIumZGBzIQb2seFwbji5bRxEksjTTyvNM4UM75c2VR2VVURY44xyjQKLlmILMzGxL2fh/Fd5mszi3jfoeXPjwG9xoGikkka8HS2/Hw8eq1bY2lLiJ+slLTTzERxRxqe8mODDx3JCi7HU39t3biRL+wuhuM4d/XHc4yYAiSNzbCEaqkX1ZSOEjOCslsoCqBSj0cN3oQrYpxfFNLiIFLFSIo4pWiKQ20BfJnd9Wa4F8qgCV8VhTequMY4+KT8PT/Dl3I01H7o/lHv4b1J57u7saNHv1/T13VSd5d358JL1M6gMbmKVQepxCC3biJJswHtwsSyH7SlZGTix46N8FOmn6v8D4VbDejd6DEQHD4hOsVyMoBKurj2ZI3Fmjdb3DqQRqOdjUzBYUiNM7BnKdoqQe0CVYOoAyNcHQVu4Riv4yIuIs5tgbbG99R6G44cOl6gqDLdjuHHmNvVbcMCrX0BAPFQ2trWykEc+J4cRqBS7ADLGWWUhnYxyQjrFzRWDXdgQroWFshNwQDWrZlg4LIJAL3VmZAdDbtKQwtpax7h4VtijrQll4LVjiXHYlbnUDkNFA4ADlz095qeugPBhEllW/ZjldcwAJyxELexIBzOOZqFWg19/wCDVgOiDD2wkn/Ac/F4/ur6oxr4KNw5kDyXx7XTnNEBwdf+gF492hSf0WTXwaD7LSqfdK5HyIp2m41xfQztDWeA8VcSr+q4ytbwBUH9qu2xA1rzPFYjHUPHW/rr9V6L2TqBNQQuH8AH9On0VZfTDwZGIwsvJ4JI/fHIGPylFQVVu/SZ3aM+zmkUXfCN6wO8xhSsw8gh6w/8OqiV7J2FrWz4WxnFhLT63HsfZVsZiLKknnY/RbcHiCjq44oyuPNSGHzFX82Tj1liSZCCkqJIhHNXUMPka+f1T16N/SkkSjA4pwiZj6tMxsq5jcwyE6KpYllcmwJKm3Zql2+waWspmzwi7o73A3LTa5HhYeV1NglW2J5Y82DvmrICva8orxJdcvb1jLMFBZjZVBZjyCgXJ9wF6yqEPSU6SkjifAQMGmlGXEMpBEMR9qMkf4sg7JXiqFr2LLWlhOGS4hUtgiG51PJvEnw+eir1NQ2CMvd/ueSrRjJ87s9rZ3Z7d2Zi1vnWqiivphrQ0WC8+JubqZvRK2eHxmIJF1XC5T5tNGR8kNWIn3YiP1R8Kir0Q9iFcNPiSLdfIsaeKQhrsPAvIy+aVOQrwHtrUiXFpcuws3zAF/e4Xb4Qwspm346powe70Sa5RoCeHIKb/K9fOvfK3rD92duHG1+VfRvezFdXhJ5OaQTMPPq2UfNhXzX3ilvI3mfxxqhSC1M4nmPYE/UKhVuzVgHJvzP/AOU2NWpzWbV5h4GZgqgkk2qq8q1GEbPwxd1UC5LAfOvpn0UbH9X2bhYbWPVh2Hi2v8DVc/Rj6BmLJjcYuWJe0iEayEcNDrlvz/Atpnub2sBoB3DkKoTOGwWlA0jUrYgpq3o3aixCgOCHW+SRbB0vxsSLFTpdGuDYcwCHdRWYquWgixVlri03CgPerdmbDn6QXj+rMg+jPg41MbeDaagBia53Ep7vn+BVnZEBBBAIOhB1BHcRzrg95ujWJ7tCepbjlteI+AXjH+xoPs1RlpOLFr0+Ig6SeqgvEnvvpw/F6bp8NmWxGfQ3WwN+OhvzPO5FdfvXu5NBcSRkAmwcG8Z7rPa37LWauZkbL/E/i1UyC06rRBDxcaqNt7t35Iu1EC0eXVLXy37+ycwHh434CuW/tEZStxzB7u7SwI4cyNdbaWImvGTXHmNdSQdOfjrx86jzfLdRWbOgyt3cjpbx7uWutWopQdHKjNCW6sTFsWQXvfTjx10I05AE954aeFPuKlAANh2tTre1tAbtpbTTnw41xUkjoyqyuLX5aE2J7OgtwFjrqb10CbSjyZi6hgLDXQNlBsGGhsfG2jHlrK6MnUKOKcDQp62NJa+urWJHEWtrp/EHT4VjtXa4BtblYaW4nxFvLT4XrmItvDNZTYNp4Wtbx/HlasJ8XmIHfqDy0zHXTx48rfCExm6uNqRbQpzxWJzKbgediOen8/xpXGbSwhJ5Ad4/Gmvw+FPqC+lye8C99QQPmRzrveiTouOPnAdWGGiIMsgGjjXsKebEgjQ6KSe6poYyCqtVMHNU/wDok7qNg9miThLi26+QEfVsFjBBAIsov5sfISRtvd/Cz36/DRsTxZRlb5cfeaX4WIKoVQAqgKoHAACwHwrMg1bWR1UZba6CNmy+yZISeRFx8vvriNu+jK3HD4hHHGxNjf8AHjVgstYlaY6JjtwpGzvbsVUjbnQ7jsPq0IZe9Rm+YNM8ezSukgaNhbiptb3fcBV1YsWw5m3jqPgb037b2PhsQLTQqTawdQFYVk1eDiUfA6xWrS4wYz8bbjoqu7KnhQaqZWOrEm0dzc2tkz6X1ZWBJBsRoaeMDt/L7CxL4CKO48mZWcnxLGu33v6ERZpMLIWABOS13va4Fsw0JAF+I42NrVFUuEaMmJ0ZZLgXJsthfMWFr6aWtfn4Vxlfhc9Odb+I/VdbRYlBUDS3gf0Ut9CO14zJiomkIxM2I9YQPe8sQwuGgzRsezIFMJDoDmXskgBkJlNTfRhYj4HxHh4cvnVWoolZRqeycwZWZZEYXCvG6kMsg9pXUg8bVKm7vSgsV4sU7zoq/RYxIGLTWTMUmgiUmObQqroojkOgEbMqNx+J4c+dxlj1doC3joLXbz21G44X4ZOJYe+NxkZq0knTdtzt4a6fd+x3o2wFRiWEcSC8khNhbu8uVhqxIA/ShGbDpmlxEiMsTyyzFZG6phETfM516q4BkswuoIDKCGUSPsvFRYo9fjG6pVOfDQCzR4cLe8mJNwsmKtZswJjhByxlu1NIo2Xu4mJkGIYE4WNlfDRuhQzuuq4mZDr1SmzQxNxIErC/VhNKKhZQUffSPbckXAIceJDQOJO5P5QOmpWkq20h+NhBsQAbi97XJP2QoW2ngJYuqlkglgjmObDtIBY9o5Y5R7UMrKA4imCsysB7SyInR7j79dVK6T/R9fOJI5wT1YkKRxLDIWJMZIjVUdiVa+UkMVDzRtfDpKjRSoskcgKujgMrKeTA8e/wNjyqEd+txzhQzgtNgtbu3bkwyniuIPGXDgaesm5VfytwGlMdNWw1jTE9tieAO/LKf4uh34cALMdZ31mTkA30PDwI+vr1nnY22Qy2fRgOPI+Q7/D4dw47pB3xWEBmBYkkQQLbPK4Fz4AAatIeyi95IDRlu1vBiMIuVVbEwlT1SFwJIjbsqJGNnw58bvGPZ6xbIjDNjJnm6yQGfEzsI40QdonUrBh1v2Ixq5LEAAPJIwAZhVpcHa2UuJBbwtoT4j923En/AKSfzBzMN7qQucMo4k7AdOd+HLjyTVDh3GWMJ1ksz5Y0jBZ2lZmbq4rldNSCz2CopZioViH7e7cnE4NFln6t43UGSSHMVw8pOsc2bVo+QxQyqWuGWPsZ5f6OtyxhrzzZJMZIuVmW5jgQ2Jgw99cugzzEBpmAJCqqInYRpmupAZWBDKRcEEWIIOhBBIIPGrVRj4bLZoDh+8ef+Xlbgba+CryV7sw7rRo2B4jqq/dGu+C4Yerz2WAyPJHONBG0rF2WcfVTOSVnXsqCA4XLnaxux52Ki9m0urd45X7/ANYX0+cAdLPR8uCZJIWHqs8nVCBvaw8hR3tETfNhyEICHWI2ALIwWNJuzvNi8FCsUUsZgmVskbNmlwnbyloMwKxgrmyQyK0YORgAqtHIldQR17WzwOAJ1N9AddSdyHDja4O44ZmyxGqizwi+trHcHfQ8R99BJnSt0gjCkwQFZMc6i5IvFhUIuJJRcXa2qQA5muCbLdjBODw9hYksbklja7EklmNgBckk2UAa6ADSnreWKLrC0YkQuzNLHIxkZX0BLTMxadntnaRuJJ5WFI8PFfmB4m9vkD5Vp0sUdJH3cevM8yPkOQ4eN1rYfh/ctzO/MRr06Dw9/Cy1dR+PKtsbHTU2FwO4X4gD306QSRiFlyXka3aJOljcFRoBpcG9735UgEdTMnzXutXu7JNtrYrJOYigDjiitmynmCQSARxOulTX0OgdXJCLEvBNHfQ9vLmGUgkW+PAVB2Gwbu2VFZ2IPZUFmIAudBckAAk+F6lb0ftohJgHBAvYHkCwyX15a19c47G40TtblovYc+e5XxI234mBznWaHgG/8LvhNz4O+q3YXa3q2MixH+G30cv/AAnsGP7JCyfs1OGLHMcDzqIukTYlnljtwYlf1W7Q+Rt5g06dCO9eeP1KU2lgH0JP+JCOAH6Ufs2+zlOtmtyWK0wqaZtSzgLO/wAp2Plsf7LZ7DYi6klfh02jmOIHiDYjztp/dd+6gixAIIsQdQQeII7qpn03bgtgcUcoPq0xL4duIA4tCx+1Hewv7S5TxzAXOZaad7N3ocVA0E6Zo39zKw9l0b6rrybzBuCQaXZrH34RU5iLsdo4dOBHUe4uOq9Qr6NtXFYbjb9FQmiu76VOjHEYByxBlwxPYxCjs6nRZQL9W/LXst9UnUDhK98o62GriEsDg5p4j70PMHVcVLC+J2V4sV3G5PStjsIoSOUSRLoIpl6xFH6BuJEA4BVcL4V38fpKTW1wcJbvEsgH+Uqx/wCaoIorNq+zWG1T88sLSeYu2/jlIv5qxFiNRGLNebevzUnb3dOOPnUorphkNwRACHIPIysWceceQ1GTHnzOp8SeJryir9Fh1NRNyU7GtHQb+J3PmoJqiSU3eSUU7bo7AlxWIjw8Iu8rWvyReLSN3Igux8rC5IFY7sbvzYmUQwRtJI3IcFHNnY6Ig+0xA5cSBVueh3o3j2fEbkSYmUDrpbaADURRXFxGDrc6udTayquJ2m7Sw4XCQCDKR8Lf/Z3Qe+w42uYfh7ql+v5eJ+gXWbr7FTDYeLDxiyQoEXvPNmP6TMS58SacSawd653ffedMLh3mcjsiyL9uQ+yo9+pPIAnlXgV3zSXOpJuepK7N7mxMvsAPkuS9JHeIJsvEKD7Tx4f9rKJpLd/ZMQ871RNsUQWAI7Yym4U6EgmxIOU6DtCx4jmasB6QW2n9VwmGJJleNsViBz67Fv1xDeVwLcrDurmeiDoLxOOcMRkhB7UjCy28L6k+Fq3pLQU7RfmfXT5ALnKW88z324gDy3/7rqON0905sS/VxKXZiMoUg63HEeXdVwug/wBHuHCBZ8WBJNoVi4hTx7f3f/FSb0e7j4XARhMMgL2s8xHaPfl7h+Na6uKL3nnWFPPmNmroIKfLqUWvxsANABwA7gKz6uswK2MKrK2sErICvAKyoSItWJFZUUISfEwBgQQCCLEEAgjxB0NRzvf0WxSAtCeoc/VsWiP7N7p+wbfompNIrBkqN8YcLEKWKZ8Zu0qqe9G7M+GOWWMqL2DrrG3k9v8AlaxPdXD47EgNlbTTQ+Jv3mrs43AhgVYBlIsQQCCPEHQ1DPSd0DxYgF8O5w8mvZ9qI+GXivuNh3VTfSW/KtNmIBw+LdVZ2vi0Y2IDFdFvxHv8NK5/aWAIUEXzOyIkai+ZybKAv2iSBpqakTeLoyxWFYmeM5b+2uqG3PNy77GxrtvRZ3KOLxxxsif9mwVxBcEK+IOmZb+1kW5J5Fk506O4OUJJg0tzladg+ipO6K74kRM4uyFczLcXtcWFwTc8qfsB6K6L+Uxrt3BIso0GnFzfXW1u7hVpHFI8WulXLBZveFQtun6P2AhIZ+snKm4zmy8COA878eNu6pd2dg0RQiKqKOCqAB8qyIrwtRZGYlestuHDurbHJRFJesJ4LailTVk7eFYGXwrZC16yMNCVaVlFYvbxrOSCtaLQhewPrcHWmXfvc2LGoQQFnA7L20fwPj4089RWyFiDr5g1HLE2Rpa8XBSse6Nwcw2KrFjNhrFMI5JAGDZfYNl5C/C4HcNTat/UqtwpzAZgrai45NY218NPvmPpe3SE0ZxEa/SDSSw7WgtmHPXw8KhRcOw7DA2H1uYF/n43ryzHaI002TYbjqF6LhFcKiIOvrxCzx2PLYPExXPbw2IC245jEwtYXzg2UZbXva1jxsbhsarIrqyyROoZHU5lKsLhgwuGQjUMPnVb8PhwhzZjxIIsRl5AeN6cNz965MG7GIGXDuxeXC3A7TElpMMWIWOVj2mjYiORiScjM0h56spvxMYY06tJIvoDewtfhtodudgosXoHy2lZrYajj4jr0+zPmLwvMU36itu7m2opolnw79ZC19LEMjD2lZGAaN1OjROAQRqAaXT4cMLj8f61znxRuLXCxHPQg9VzrJOf34qIt7Ny2i+kwcfWRa58GpRGQk3z4RpCqBb+1hpGVADmjKZerkfujzdEYe80mV8XIuV2W5jhQkE4fD3AIS4BeUgNKwBOVVjjj6yWK1ewRXrSkxGR8WU8d3cSOR+p3PG6tunkdGIy45RsPv2HDgvY0JNOBIQDS7H2R/M9w8aLhANLsfZX+Z7h41G/SVvs0bNhsMwOKItiMRYMmEUi4VQ11fFMpBSI3WMESSA3RJatNTOqXZW7ddgOZ6e5OguTZQNa6VwYwXvsOf8AbmUy9PO3o3MeEU9ZNFOs+IYWyQqIZFjiJ/2rdariIaqnabLnj6yNRHTnBs8IuUDiS5JJZ2YklndySzOzNmZmJLMbm5ojSxvzvwsCDe973091je54Wrq4SyJgYzYc+PXp0HAczquvoaE00eUm5JueV9rDpp9U3YdRfUEjXQEDW2mtjoDYkW1Fxpe4dotkSdUJcjdWTYONVzdxI4HzrVLGCbgZe8cRf9HmB4G9u+nbY+05Y0eNXISQWdCLo37JBAPiLU58wV7K4D4befJPO6HR/NiEzqVA8b60j3g3Ong/KJYfaGoNbd3NuzQ/k5WTmF4oxvwIOgp/2tvPiMWBGVU2sewna+N/4CmCePJpfN7fqqzhVNnv8Bj8wR9FF+yMaYnDi9xzDFTYixF1sdQbceF6mbYvS4klo0wSII1DntBvZIHYRY1PEhi1+yoZtctQvLBWOFurBgSCCCDwIINwQe+4r7VxDC6esF3jUbG5HyK+LKTEJacO7p1s2+gO3iDby3VkNt3xGFXFWAdLq+XgY76EcTZbg68i1RBvZs50dZ4SUdCGVl4hh+LWOhBIOhNSN0Zb6HqoY5BH1bh0ayhdQ1iSoso0Zbi1jqdNay3z3e6prWzRP7DcfHKT9ocu8a99uQoZXUczoJBpd1huC25BHl8lUxmN3wYnTuLnsDGz6WObKMsluThpf+IcyU49Ge/qY1MrZY8Ug+kj4BwP8SK+pU811KE2NxlZuuIqs+8uwnicTRMyMpzKykhlI5gjUGu73E6ZFNoscMj8BiFX6Nj/AL1ALxsftKCvglUcWwIt/wAan1YeHEdF6F2a7XRVUYbKbHn+vIqWZogQVYBlYEMCAVIPEEHQg9xqJd9egPBzXaAthHPJBngv/wAEkZR4RsoHdUtQSqyhlZXVhdWUhlYd4YaEeVZ1iUOJVdA/PTvLT02PiDofMLt5IYqhtnAEKpe3egLaEZPViHELyyShGt4rLkAPgGNc9J0T7TGnqU3uMZ+auR86urai9ddD+0XEWCz2xu62I+TreyzXYFAToSPT9FTjZnQrtNz/AN26sfakliUe8B2f4KakLdL0cdQ2LxII5xYccfAzOL25WEd+4irC1izVVrO3uJzjK0tZ/lGvq4n2UkWC07Dcgnx/tZNW7G7mHwsfVYeJIk0vlHaYgWzSObtI36TEml8s1a557Vxu+2+sOGH0j9oi6xrrI3u5D9JiBXHvfJM8ucSXHcnUnxK0/hjbyAT7tvbCRozuwRFF2YnQD+Z5ADUnSoC2jtOTauPSNQww0bXy90a6uzfpuAFHddRyJLjgsBjNrygAdXh1NwNci/pMfrPbmfGwF9Z13F3RgwMeSIBpCAHkI+S+F6uxllMMzvzcBy6rJlD61wa3Rl9Tz6DpzXDbJ6HUlxLY3H6lmvHAOSj2Q3cALCw+NSrCgChEVUjUWVFFlA8hWYUnU0phjqjPUPldd32FqU1MyBmVv+/VeQxVuAr2gVCrC9UVkKFr1jQkXjmgVg1eA2/n+O+hC2WotQDXtCF5avKyooQvLVgy1srXiJQqlmIVVBZmJsqqBcsSdAANSaELh+mbevD4HBPNOqyA/RxxNb6V2+pYhtAoLE2OgPgKp3vD6QWOKCLDCPBQpm6pMNnjKkm9ywYB+fZKBdfZFafSJ6Tv7SxhZCfVIbphl4Zlv2pmHJpCL68FCC1wbxttt4y14o2jTKBZ5OsYtc3YtkQC4IGUC2l+ekzIxuU4uIFgph6LvSQ2qJ4oZZIsSjyBG9YQK9ifqyxKlj3Zle9XA2JvXFL2T9G/2W4H9VuB99jXzLOLZAQDpfMO9W0swII10HG9raWq+vQ1JFj9nQYsHLI6ZJgOAmjJSTTkCwzDwZaje0gpwIIUpsleWppwOz5Y9FkDL9lr/AHl5A2pyjl+0Cp+Knybh7jTEWW/qqUQtcWNYQnlWZXnQkSaeGxuKzhlpVxpJJFbhQi6VLrWuTD1rhkpWjUJEkdLUSJcUqlS4rQKELXh3sbEdlhZh3iox6RN2erZsoFm9nS+h5jvNSo8dxTNvns7rcM1vykILLpckDiO74/zrA7RYSK6mIH5m6j9FoYbVGCYG+hOqrXtoMWNx7PAgaEX5jv1vpw4d1YQYc5L5F4EXOa+rAhh2rZvqjSxBOhNjTphsWpLK6Cwb28z5ri44FmXgTcAD+FlG0dsuVKp2I1N7Jbj3k82N+PIaV5mSWfAfl7L0lt3a290h3Z2hLh2OJgcI7GzRMCYsUEA7M1rZCAQq4lczoT7Miho2mvcvemLFIZIexItuvw7kCSNje2cAkWNjkmS6uAbE2IEHRCSSzHRB2c+W0akXYKciEAkk8uLXPEmt+GmZWSSOXqZ4+1HIq346NHMCB1kbWGaO7K11YZXRXWCrpY6ltnaEbO+juY9xwvscmuw0TXfH+biOB/v19eYsVkD+BHEcwfGsHsmgF2PAfzPcPGuX3D31TEN1UqrDjFXMYw4ZJoxa82Ha95IrkBkazxkjMLNHI6bfPeZmdsNhWsykLi8ULN6uDwijuCpxTDgCMsQOZrsUR8GLDJ3TdyRa2p5W535eG+w10XOBry/u7G/L74L3evaczZ4cLfrAQuKxdrphri/VRXBV8WVIshusIZXkvdI5eHj2CsYyqpyi5JuxcliS7uzEl3dyWZ2JZmYkkk1LXRzNGsQwoAEYUhBck3JLMWZiWd2Yl2diWZixJJJNZ4zcxiTquW3C5v3jl3/ACuNa9BHZ1rqZn4Uk/xc8w4npyHAdSSdGgrm0UjmzAB3PmOQUQ42M9qxU5kAbLGii/DRQLDgt2UA3PvpmfC+FSBtLY2UkW8PcQRcd48abMTsO2twQb2se46E3HA8uHurnpqadpOi66CsiI+S5HD4K5108bE6+6lE+BsRoALaG9wbDUg+PdT6uyu+w14m/wDAC9ejZnP6p593gRyPhz5XqLu5CNlMZ2X0KZMNARc+HyOhpx2UFVlY3Njqtytx4OBdTTl/Z6g6MGXS/FSe8C4rXLCL3UWGlgTcj32Hd3Uhjc3dMdM1+mvy/ulm8WNwEU8irgC6xdgl5nju2Ulfoipa7EWudbXJAFRvtiYO7MqCNSbhFvlUcgL8bd/Ol+OJyxjgCjEgXsT1sgue82VRfuVe6nno+3P9bkZTIIlRczMRfyAFwL8+OgFfa1O2KiiMsjibCxJLnbaXsSdSeXgvh98stbOIYmNBJuA1rW762uANAOZ6pphxDJHAwPZHWg+EokzOD33jaE91tORqeuj3a6YvDdS4uVABuf8AKQeIItofCoj322PHCkcazRzZetYFc+peRkzAgZez1QFsxuwbla6bcHb7YeZXv2b9ociKzcQpG19KXx/mBcWnb94lWaapOHV4Mli0tDJG6OBaQLg7jQ+wI2KkDezdpoSQRniOivbTwVvst8jy7hG+8u6Ia5T4VYnaG8UQKIwzLPHnUZc2ZdLjLY3sDqK53au6KOC+HcDWxRj2b9ytyP6Jvx4isTD8akhAEwtfjwPikxjsg6Cd8uDvDrfmiJ+Icfhv+YW2G/K6rjsraGLwbXhkeMXuy+1G360bXQnxtfxrvtgdObCwxOHB73hJU/5HzAn9pRTztzYRByyxlT4jj5NwbzBNcltLctG9mteWmoa0ZnDKTxGoVLD+2VTQu7qbM0jcOB+R1CkjZ3S3gHGsjxnueJz/AOmHHzp2Tf7An/6qL35h8ioNQBjNx3HAU2y7rSDkfnWc/ssx2rJAuxp/2gscNcp87KxWL6RsCo1xKH9VJG/8qGuY2700YVAerWWU8tBGvxY5v+WoUk3bk8fia1Ddhiai/wCGo2avkCsO7ch35QPW66HevphxMt1itCp07Fy9vGRv4oqmtvRR0az42XrZsyxA5ndr3PvPtMfGu06Keh9WtPiNEGoHNvLw8am6IKqiONQiLoFGg9/eazKuopqb4KfU8+Xgt7DoKmuAmqCQ3gNr/wBlp2fgo4oxDCoSNdNOLeLHnSmKKsoo6UIlc+SXG5XVNaGiwXkcdbwKxAr2hKV7avbUCvHahIsWavA1YmvKLpVmTXlFFCF7HpW2tJFZRNQkWyiiihCKrN6dG/s0WFXAwqwjxB/7XMOGTiuHHD2/aY8LDL9ZrWSxk9h4n8XrjN/Ny4cdC0Uqg3GjWvbz7xf/AEpQdU5oXzdlVdAjl1sO0VKa21GUknQ3F+dr09NiIOoCCM9dpd9eNwWObrDcFQVCBFtmvclQTK3S10AS4SB8RCS6RN9JHYllQ/4ikcVGt9NB5Gof2VHERJ1ryKyp9CqIrZ3s2jsXGRQ2S5AYkF7WIF5bCS2+h8EoJZfbUeKTwvlYOApK30ZVddQRqrAg6E+XEWIBqwHoMb5EYrFYFyLYi+LiAAAEy2WZVA0GaMoQo4CPTSoAK097F31eDH4bG5VX1aVXbLm1jbsSoLk2UxF1CjQXPGlkDjYAIZlsbny5r6QA1kGpPhMQHVXU3V1DKRwKsAQR4EG9blquhZIa3Zq1rWVqELcKHWsI2raKVIkk0fMV7DJSgiks0dtRSJUtRq1TrzrCCSt7ClSLCOsFazX5cD4jnWSfwrCThSIUM9Km5ZSUvF7D3ZR334/dTDhtkjqshFrnx4mpw3o2aZsMyD20GeM89NSKg7Zu0hG5WVrHTQg6EG3CxPw415T2twyWCbvI/wArtQBz4hd5gde6aHKd2/JNOz9qyYdnQHsnssmZlBvzIUgFvMG2lbNoYKIIGjlkkJQOVEJVY7kB1ZyRwJUBgpBPdcUo3vxv0jKoQpJlJJResuugAe2ZV1DZVIBPGmBzY8bXB8jbUX94GnDy41lMdnYL8R6LbaDfNt9fHROGHjRlGYuHV1eJ0IVo2W/bVwQ6uBoCpFwWBNjYumxZBGqql1C3tqT7RJYkk3LMSSzHViSTck1zkc/l7hw1J8+Z48tOVLocRytqT/HgAAPkKry57BoJsNfNWmMZmLiBc6X6cvBd7hdttwzHu0Pj4d/hpXRbt7faNsx7rEHmO7X+NqjnZmKy3LA9krm5H610OoIu1gQCDYN3Vuix2t9Bck2F7DwFze3Aak++rNPic1OQ+5v8lTnw2OYFthb5qY8RvIhAKwxk97FdCfDj/ClG1MIuIRXjK5gLMvA+I91+dQ9FjyeWnH8Xp62DvC0bAhitvf7iLgGt6DtMyY5KgfCd9h5jT5rFlwF0QzQmzh4nyOvyXQ4nBsQFIYqma1h2Vubt9XU353pLLgySWBNzxsTm8eJJPxNO53qfR8wKnkAMtu4i178Rr3Utw+042uRCNdTe5F/AAWvVnLSy6tf6g+Ata6q99PGLlnofW97LncDsjOShIVj7LFSNRyOUa30Fzeku19lMihWykLmsVABu32mtcjTQHhrwrtVwCE5gco4lWHDyP8xrWWM2Yji6k5hybgfEHv8Axxpk2GsdGcpBdw1Go326eR9E1uKFrwTtytsdlBmNSPI6O7mSMuVyrdDI7LnS7G6xplY5vrM5sNLsjGElWINYrFITYmwDFeNuZ5DSq2Dp0xn+ywn+Sb/36Ww+kLjARfDYFwvBWTE5fLTFDTlavogdo6VgsCTrc3b8tra6r5wPY3EJXEuDW6WFnf8Alob6aaWvp1Vrtj4aI4RRNE7yFpPVyr5SIza7EAax9YWtmv2jJbnXYvuts/CBHxD9vq82RjcMRxKoBrrpYmqf4D0sdpJJ1gw2zS1susGIsBpawGLFrAAADQDgKY99PSN2hi5BJLHgwQoQBI5goUEnQHENrck3vWQcYZNLlc97GG5OW+54AcBzPHey6SLs2+nhzCOOSQZQ3MBYAfvE8TyHAWCtB0hdIq4iSKOP6DDxsFJIJupKgl1TtGNQL9Up187WZd8ekBhLljxDYiBQoUmHqI721CRclHAMbHz4mq56XMV9jD/5JP5y17iumDFtGIiuHyqzOLRENmYAG7587CwAAJsOQrahxbBosgaCQLixbz1Lr2Jv5hZ0/ZvEKrP+IynNa/xW0GzbDS3kdlbzBdNUjAK7WGgsEiK91spTUed6doN9cK5swiudLqWiN/IXTx9mqOt0j4j7MP8Alk/9yvT0kYi3sQ6c8slz5/SU19fgZ/Jnb/lFlUqOxlfMbvlJ6PcJB6PDgPKyvYu08IeErD9qJ/hql6TYraeEGpnb/JF/U1Rs9JGI7ov8r/8AuViekSe1ikJ8SJb/AClA+VV3Yhho/LLJ/SFSH7PJ73cIz5W+TgPZW921vngV4PJIeQDIB/yq/wDGu76JdjrOvrDRCOEHslrsznuXOTbzAWvn7hd9plcPlibKb5WD5T52cH51MWF9L3aaIka4bZipGoVVEOKsAP8A+5xPfWLiOIQvblgzHq4/TZddgvZKKjfneBptZrR72ze6vlNJm5WUaAVnFFVEF9Mfav5vs39ziv6ysx6Zm1fzbZn7nFf1lc/ZdrcK+irWYFUJ/vm7V/NtmfucV/W17/fO2r+bbM/c4r+tpbIur72r0CqED0z9rfm2zP3OK/raD6Z+1vzbZn7nFf1tCS6vsTWJqhX987av5tsz9ziv62g+mdtX822Z+5xX9bQlur5ig1Qv++btX832Z+5xX9bR/fN2r+b7M/c4r+spLIur6UVQv++ZtX832Z+5xX9ZR/fM2r+b7M/c4r+spUXV9BXlUM/vm7V/N9mfucV/WUf3zNq/m+zP3OK/rKEXV+UNeSvYXNUIX0ztq/m+zP3OK/raxl9Mvap44fZn7nFf1lCS6vakebU1motVEP75u1fzbZn7nFf1tYt6ZW1fzfZn7nFf1lFk7Mr3YzCqwIIuGGU+I8aph6Q3Qr6rOcVECMExzShfahY8gMrfRsxADANlvYjQUwj0y9q/m+zP3OK/rKQbwelrtGeJ4ZcLsxkkRkYdTitVYWP/ANZ8/KjVK1wBUcY90DHISU0ylvaOgvoFF+1cDQXABsOFZy4tThXjKQrIGRo36lmmcZu0vXdZljRADplu17aakcsdvPa2WPVs17NfhYD2vZFyQB363sLa32y55L8D/wBVTNeLWKa4i9wvpf0GzxtsnAmJmaMYOBVLkFwUQIysRpmVlKaadmu0FfOzov8ASL2hs/DDCwx4SSJXd066OZmTOczKpjnjGUtmexBN2bW2g6r++HtT832b+5xX9ZUJGqdmCvaKzWqIj0xtq/m+zf3OK/rK9/vj7V/N9m/ucV/WUlkmYK9pFbVNUN/vkbV/N9m/ucV/WV6PTJ2r+b7N/c4r+sosi6vi1Fqof/fK2r+b7N/c4r+srwemTtX832b+5xX9ZRZJcK80qWN+VKIZaoi3pkbV/N9m/ucV/WVqX0wtqD/6fZv7nFf1lFkuYK+z99ajxqiY9Mnav5vs39ziv6ysT6Y21fzfZv7nFf1lFkZle2F7Nf8AH4tUKdOGwBFP1qqbS5WUg8DcXt/L3VXz++JtT832b+5xX9ZTbvT6VW0cTGI5MPs4BSSrLFiQwvyucWRb3VmYtQGrgLBvuPFX8Mrvws4edtipcfGBgq5fAFv+bX2h8fdTSXv31A8XTNix/h4Y631SX+Uw762wdNmLVcoiwuvE5Jbnw/L2t7q4sdl6xuwb6rsD2kozxPop5VrWNj4H5/Gt6S631vUAw9N+LAI6rCa/7uW//rVqXppxf+zwv+SX/wB6kf2WrDsG+qVvaWk439FZDEYrgv2Rr4ufaY+N9B3ADncnNJ6ravTVi/8AZYX/ACS/+/Wa9N2L/wBnhf8AJL/79V39kq53BvqpW9p6IDd3orN4WfQg+FqXYSQg3uVYag6hrjxqrUXTpjBwiwv+Sb/36c9n+kftCMlljwYLKVN4pj2WFiBefu0qD/g6vzaBv9SH9qKPKbX9FbXBYllW4z3YanN39wGvmTx8Nbucm1STcaiwB0A/mbDlVP4PSZ2gosIMDa1vyeIuPI+tXpUPSk2ha3q2zieObqcTm95GL199LD2WxVoIOX+pZcuOUbnXsT5K7mzNpAELe50sPPX4W5U4ohdWPAjx4Dv8vfVEU9KbaIbN1GAv/wALEcOY/wC9U4x+l9tQG4g2cPKHE20FrEet91adN2fxAWEgFvEXWPPWwXvHe/VV3ooor0VYaKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQv/Z" width="250px" alt="best cryptocurrency exchanges"/></p>
<p>
<h2>The leading crypto price comparison platform</h2>
</p>
<p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>Top 5 Best Platforms to Trade Bitcoin Runes &#8211; CoinGape</h3>
<p>Top 5 Best Platforms to Trade Bitcoin Runes.</p>
<p>Posted: Mon, 29 Apr 2024 04:09:40 GMT [<a href='https://news.google.com/rss/articles/CBMiO2h0dHBzOi8vY29pbmdhcGUuY29tL2Jlc3QtcGxhdGZvcm1zLXRvLXRyYWRlLWJpdGNvaW4tcnVuZXMv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>The platform is built on open-source software, meaning its design is publicly available, and the project is funded by personal savings and donations from its community of users. Bitfinex was one of the first cryptocurrency exchanges, founded in 2012 to deliver the finest trading experience for retail, professional and institutional customers. This advertisement contains information and materials provided by Robinhood Financial LLC, Robinhood Securities LLC and its affiliates (“Robinhood”) and Publisher, a third party not affiliated with Robinhood. All investments involve risk and the past performance of a security, or financial product does not guarantee future results or returns.</p>
</p>
<p>
<h2>TMS Network (TMSN) Triumphs Over Avalanche (AVAX) and Cosmos (ATOM) with a predicted price rise of over $2</h2></p>
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