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	<title>for TC guest posts &#8211; Aliansa</title>
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		<title>Trality Reviews Read Customer Service Reviews of trality com</title>
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		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Mon, 19 Dec 2022 10:44:33 +0000</pubDate>
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					<description><![CDATA[Blazing-fast, in-browser backtesting also means that testing and fine-tuning algorithms can be done quickly and easily. Benefit from clear versioning and backtest history, while also having access to financial data with easy-to-use API. And since it’s front-end based, even we can’t see your trading ideas, which ensures maximum levels of privacy and security. According to &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/trality-reviews-read-customer-service-reviews-of/"> <span class="screen-reader-text">Trality Reviews Read Customer Service Reviews of trality com</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Blazing-fast, in-browser backtesting also means that testing and fine-tuning algorithms can be done quickly and easily. Benefit from clear versioning and backtest history, while also having access to financial data with easy-to-use API. And since it’s front-end based, even we can’t see your trading ideas, which ensures maximum levels of privacy and security. According to our investigation, the platform makes money by charging a tiny commission on the profits earned by their trades. This means that the platform’s profit when traders make profitable transactions.</p>
<ul>
<li>Your API keys are 256 bit encrypted and kept safe in our datacenter.</li>
<li>See the global distribution of visitors to your competitor’s website and start tapping into overlooked markets.</li>
<li>In addition, paid search traffic has dropped by -8.5% down to current paid search traffic.</li>
</ul>
<p>Get instant access several trading bots created by top traders. These bots open and close long and short positions on your favorite futures exchange. Our custom backtesting engine will show you the most profitable historical rebalancing strategy for any portfolio, and allow you to enable rebalancing instantly. We use encrypted API to send instructions to your exchange account to execute trades. No more logging into multiple exchanges, Stacked manages all your crypto on one, secure, platform. We never touch your assets and you have access to your stack at all times.</p>
<h2>Marketplace</h2>
<p>Another thing with I aniticape is their marketplace, thus I’ll be able to earn extra money by renting out my bots. At Trality, we are committed to the ideal that every single trader should benefit from the advantages of algorithmic trading bots. Only after you’ve backtested it repeatedly using historical data will you have a more accurate picture of how well your trading strategy is expected to perform in the future. Python programmers will feel at home using the Code Editor’s full range of powerful tools and innovative features to create and backtest their algorithms. This is the point at which you can see the real difference between automatic and  manual cryptocurrency trading systems.</p>
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" width="304px" alt="automate"/></p>
<p>In just a few clicks, you can launch battle-tested strategies. Trality is automation software that helps traders create trading bots and acts as a space for traders to interact with each other. This app work for every user as no prior knowledge is required for making your bot. The platform states that it has two models for building a bot, the coder’s mode, and the rule builder. The rule builder is a drag and drop system, easy for new users. The platform allows users to create automated scripts by putting together pre-set algorithms.</p>
<h2>Build Alpha</h2>
<p>Unilayer monitors on-chain state for liquidity, token values and <a href="https://kalkinemedia.com/au/news/cryptocurrency/trality-vs-cryptohopper-side-by-side-trading-bot-comparison">https://kalkinemedia.com/au/news/cryptocurrency/trality-vs-cryptohopper-side-by-side-trading-bot-comparison</a> rates, and initiates real-time feeds to the dashboard where automated trading can then take place. Schedule buys and sells with Unilayer’s live order books to automate your trading activity. Unilayer has price charts integrated directly into the Dashboard akin to what traders expect from professional solutions. TradingView is also a social community for traders to interact and learn, share ideas and work together to improve their skills. Unique and simple way to share live charts instantly with technical analysis ideas brings traders together and it&#8217;s a first step to having a full trading platform in a web browser. Clear buy and short signals on any security listed across all major exchanges , including forex.</p>
<p>Trality offers a range of pricing for 4 subscription service plans with different features. Trality’s different payment plans are named for chess pieces and start with the free Pawn service. All plans include free and unlimited backtesting as well as live-trading and paper-trading.</p>
<h2>Trality Alternatives</h2>
<p>Whether you’re ready to take the plunge or still on the fence, don’t be a stranger. You’ve probably already read that 80% of stock market trading is performed by algorithmic programs. Private traders are often put off by their perceptions of algorithmic trading. We’re here to tell you that it’s neither and we’ve designed a cutting-edge platform with advanced tools and an array of educational resources as proof. We bring the power and flexibility of algorithmic investing to anyone looking for innovative ways to invest their hard-earned money.</p>
<p>For the top 3 bot developers, there are 6,000 USDT in cash awards, and for the Top 5 crypto trading bots, there is a FREE one-year subscription to the premium “Queen” plan (worth €575). Please visit the Trality Guild page for further information. As per the Trality bot review, it also allows programmers to monetize their trading strategy through custom bots and generate passive income. Create trading bots flawlessly, and that’s all there is to it.</p>
<p>SourceForge ranks the best  alternatives to Trality in 2023. Compare features, ratings, user reviews, pricing, and more from Trality competitors and alternatives in order to make an informed decision for your business. Cryptoslate.com needs to review the security of your connection before proceeding. All four Trality pricing tiers offer cost-free, unlimited backtesting.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What are Liquidity Pools in Crypto?</title>
		<link>https://www.aliansa.com.co/what-are-liquidity-pools-in-crypto/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Sun, 29 May 2022 23:53:00 +0000</pubDate>
				<category><![CDATA[for TC guest posts]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=6749</guid>

					<description><![CDATA[Most liquidity pools also provide LP tokens, a sort of receipt, which can later be exchanged for rewards from the pool—proportionate to the liquidity provided. Investors can sometimes stake LP tokens on other protocols to generate even more yields. Market makers, traders who provide liquidity for trading pairs, extremely costly. Above all, however, most blockchains &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/what-are-liquidity-pools-in-crypto/"> <span class="screen-reader-text">What are Liquidity Pools in Crypto?</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Most liquidity pools also provide LP tokens, a sort of receipt, which can later be exchanged for rewards from the pool—proportionate to the liquidity provided. Investors can sometimes  stake LP tokens on other protocols to generate even more yields. Market makers, traders who provide liquidity for trading pairs, extremely costly. Above all, however, most blockchains can’t handle the required throughput for trading billions of dollars every day.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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5imgBUh7QrC2s8aALiP0VEkCOEHuz5Uw22tPH2T786p46nGnPQ9LsSrOvRebs0MMmnvj5CscvvSuhfs68I3CY8d9agj93s7jVJM25Qs9DloQffv99YivYp9itcy9+/31kgke/l7/ABrEVtaA/ju9OI4/KmsfFGKl61kgT8fflQ57jdyrxtVA7g7M2hXn8uPvdw314kxvmN/vXfWS1feOHv5VhOh+Hy+zSm9hLdXPox1cNkU2WFW6QkBx1AuXzHeU6+AuFGBORJS0J3BA8SUHpP6wlrh+KMYetp1xTnZdq6goys9uopRKT3lnctURCFAjMe7UjdHGLIuLG2ebMocYaUk8u4AUnkpJBSRwII4VUrrm7FqtsYtsVKFOW7q7cPxHdetin8mSdEh1pAyk6ZkLnhOmrRjoeInmq1nm4tvzLn3dulaVIUApKgUqSRIUlQgpI4ggkEV8rsQw4ovH7VsFZbuXbZofnKyOqaQnzVAHnVu7nrmWCZ/0S9J4aW0T59t91QP1ScPN9tEh5xI0cuL9xO8BQzKQRP6LziD6UyqlNFnBTnh6jbT0TuXe6FtgkYbYtW6QkrAz3DgEdq+oDOsneQPqJnchKRwpu9KXWCw3DLkW1w44Xu6XEtNlzsUrEpU6ZEd2F5U5l5Sk5e8JlVxQAJOgGpPIDjXyh2txVV/iF1cGVm4uHFomfquLIaQJ3BKcqADEAAcKe2oRK1OEq9Szer7T6uW7wUkKSQUqAUkjcQRII8CNaoB118JRb48rIIFzbs3SwN3aKU60pQHAq7AKPMknjV+cHtezabR+ghCNN3cSE6eGlUJ691zmx9I/QtGEHzKnl+uixSVFeLH4KbjWjbmTN/J/YLlsru4jV19LIPNNugK013Zn1cBu48Hd13ceDGz9yM2VT6mbZHiVuJWtI5y0256TXf1PsL7LArWRCnS8+rfr2jrmQ+rYRUSfykGNwxYWoOq3nblQ5BlAbSTrx7dcacFepTVoIMXLPXl77eWhU7CU9wVZnqD4Pnv7p+NGbdLXkq4ckHzy26h6nnVb7ZMJFXI6gWE5bO8f/wCsuEM+lu2FfbcKqnS61Q9Djnu8I13JFgdsNpWLK3Xc3LgaZbALjhClRmUlCe6kKUSVKCQACZIrn2G2ztb9rtrR9D7YOQqQT3VAA5VpUApCoIMKAMEGoR/lCMWLeCobB/6RdstLHNCEOvfJbTfxplfydAKV36Z0KLVRHDMDcCY3TBgny5VecrNI8zCi5QlNdg7uvpsehdgi/SAHbZxDbquKrZ9WTIeeR5aFJncFOx9bWnDZkCvoP1tm52fxDd/UpOv6rrR8NdNPGN9fPPCjKBVTFRSsze2FWcs1N8FqdcUrbIYV293bMnQPXDDB/wB84hH2KpJSKk7quYUHscswRIQpx9X+5aWpJ88+Q1TirySPQ1p5KUp8k35I+gyEwPsqg3WUxdL+1yUOqCWLddjbuKJhKWpbedKiNwSX3JPCDV+hXyy2yxYXWK31wDmS7dPrbVvBbLiuzg6z3MsRWpWllg2eH2dSdSvGJ9FbDpdwtxxDSL+1U44pLbbYdQVKWshKUpTMlSiQAOZp8V87OrZs6l/HbIQD2bhuDOoH0dKnEnzC0ojxivokpUa0Uam8jcXaGC9FqZL30uMvHelnDLd1bT19bNOtnK42t1KVpMAwUnUGCDXz96bdp03uO3tw2rO0p0NtKBlKkMIQylaDuKFdnnBHBU8abW0WIC9xC7uTqH7h55M8EOOKUkeEJIHpW+2sUp3D366RUGIrpXiamydl1JONe+h0JH4Udl71+z3vrNJ+Xvj731mhR9PenPjWbc9moo5iD73caIPlz9766lI57vs+yvENj3ujzpcw10Xc5SP3e/hWJRXUPT7K9c8tPf40uYZukSv0B4MILykShM65QqDzJOmnDyqednQHQlQPbDQo3JKSCYOogGNDEazVfuhG6ccJbCsraZK1Ez3d+UJ1SVkkakHjEVK2O4y42wA0rIkbo+udCJC4OWD3jA+2qNf7+p56unvZLvEnpsunyIzhlIKgUqeCAdecpSoEySIP31W7HbaVqzXKVnNB0zJ05FJIPLujnW7pEbcU4VKlWpIUrOVKneTmJIB4TvpqoaVHIc9w9OdXcLSSWa5SxNRrqpC+t9EFPaKX4hJCdNxCTqmPA68q9wwgLASdSYHcPHTgZ40gt5ycokk8qWMKwh7MVQZCVBMk/WIKQfQEmruWJnvMOrA9qG2ydBAOp7w3bu4ptYPPfSxf9KeT+rhzkFJ7Mx/abiI/sU2cC2IfUU95QA3ROnMyNdaf2D9HTkiStR/tuCB/iMU5RhyGOFR9om2fTy7lCFl9kTotpxKinzSpKQsfqqGvMVuvOlt5wEOFt9MQHmh2TkaR2rRCgD4gEeMUs3XRFOoaHhmU4v11VHxrntOiF9J0TAPAJSAPEaaRRliGSQ0UbT3SDmaVppuRkVA5o1Qr+0INOnA9uLt1JC1ggfmuJK0nyGqkf5xT7wXoicVGaZGhH3g7qkHBehdoCVZgrTiOH3edT5IpXSIrdjK64zapcBVkyKicySFIPgFiI/vAHhrTXRg64JHeykxIBIChuJG9MEka1cR7omYzSkQqIma5k9FSEzASRqTprNDnJ6WHqCRU3aGyJbCoiFT45jBO/gcytfGm2bchal8msvhO4T4wB8Byq2GMdE4IUY1O4anXmAN2+o22p6KlgEJGm9Q3T4mN8eVL12N6pFbFzLMEd3MtEccqhlieEEyPKsb18qSET3ilJHNXZdxQWfM5weWYcq6do7UtFSSnKJJJG8zHdB1IAA9STSJZiV5iQEgaCdcv6IngYHnvp6qvgRypocdtcA25E6QluOeY6nynX0ppJG/fyPx/j4Up3T35OBoJAHhBB1PzJrgd85qPHXllkzc2BJLPBe8xdO7Xz97o4elayfDXf73eHP0rakSN3ynlr7P2VrKPH9/l7+FZqPRyvxEwVkK8FZCpzMRmD/Dz38Pc1sB8P3eJ+30rWjf+/wB+dbE/L8aayaLPWxx/d8uc0KT7/f73UJ96+lep9/xpCTsseAV4R/CtiR798KfHQ/0YP4q+tphbbfZo7RxbucAAqCUhIQlRUomdDlEJUZ0gqtXZDKjjCOaTsiSuqX01fQlpsbpQFq4o9g6rQW7rhkhZO63cUSST9RapPdUopuJths6zeW7ltcIDjLqcriDI4gggjVK0qAWlQIKVAEQRVHOlDq63eHWTl269buttFAWlBdC4cWlsEZ0BJgrEiRpO/cbEdTPbtd7hpadJU5ZqDHaEyVtFOZpSuOZIlrWZDaSSSoxcoya6sjzm0KVOa39J9uvv5lROnHo1XhV8bdZLjah2tq8RHaMkkZVQAO1bIyrA/VVAC0ipp/k/cGBub5+NW2mWEGB/rlLWsA8/yKPjT96+uzKXcIFyE/lLN5CwoCSGn1JZcRzCSVNLMcWk8q09QSxjC33f+tu1ZfFLbTKf/uzijd2qIV4zPhJJ8dFclLrBbQfRMGvnwYUm2cSg8nHh2TZ9FuJr54dAeDF7ErFoJzZ7pjOn/wCGhxK3CfANpUfSrmdfbEw3gDiJjt37dkCd+VfbR46MT6eFV+6j2B9rjLSuFuy9cHfvKQwnXnL86/onlTqutl3kGA6qnPlFl/hXzW60GJ9vtHfqBzBC0MJ3mCw022pIH9tKt3EmvpFf3aW0KWowlCVLWTwSkEknyAJr5h9GLf0/GmlKE/SsQQ44Dqcrr/aOTz7pVNOqvqkWAV6yb7NfI+k3R5gv0Wxtrf8A6lhlo+JbQlJJ8SQSfE1SPr9YmHccaaBBDFo0lQ5LccdcM+aFNn4Vfivmf1h8SFxtFiDg1CX+x/7shu3PwLUUVHlixuEi6lePexppFfQjqm4L2GB2u6XQu5UQInt1qUmeZDeRM/q18+FpPDedB5mvqVsthgYtmWUiEstNMpH6rSEoA+AqthVq2bW252pxjzfy/wCyo/8AKP4vLmHWwO4P3Cx/aLTbZj+64P4GnN/J9YRlYvX+C3GWBzllC3Ff/wAhPw8qh7rx4sHtoS2Cf9GtmGFDWApWd/Th9V9MxO70FqOqFs99HwVgkQq4K7tf+9IS2fVltqp3rUXcjMh1MJJ+00vLUT+vFiAb2euhMF1du0nhJL7SyPVDa6oXhCO4PKra/wAo5juWzsrXi9cLfO76tsjJB4iTcgjnlPKqp2KO6PSocW9EjQ6P07zkzclNWL6iOE5r+5eI/qbdLYngq4cmRyMMEc9T41Xgp9+NW86heEZbS7f/AOtfQyN+qbdGYeEZrhXz5Cq2G1qI2tsS3eFn32Xm19Lk69IONi1sbm4JgMsPPeraFKA5ySABHE18s9kmu5V/+u1i5Z2fugDBeUzbg+C3UFQ9UIUPWqG4I1DY9+91W8W+rYwej9PNXcuSLJ9RXBs9/cvnczbhscs1wvnunKwqB4q5aWW6cNoPomE3r4ISpu2dLZJj8opJQ3y1K1JAG8mAKizqKYPlw+4fI7z9wUhXEtsISEjyC1uxqd5rPr+YyGsCLXG5uWGY8EFT5PkOwA8yOdPwytTRW2xU3mLlbssvJfnco5sozCJ9/vpZCvfyj7d9ceDNwgV2AVm1XeTPZ4GG7oRiuR6itqY5CsBXqajZei7GSlzP7/f2Vgny9+FeivUkUgurZ4o144B7+yPCvVp/h++hRoQjRJvV5UPpC0K3KSComMsJ589+7WTVg7LBGShTiyClAOTeQVGe9l3EyRAg8OVVZ6KMSDd0kH/WQiZOms7uM7vjU97Z452LBJWG0J0BVpE6A8if0QNZqnik8yPPYyNq777EKdOCQ0omQVSSR9dSljfPAJRMK4JVCdSTDI6ONknr56AklI+sqDlHvwp2t7HXN8+yChRQ9/VEylJBP9YrSS2mdJPeMnmTcnYPo2YsLZthsAqEKcWQJWrifAcuVXKDSp2XEyK7tU1K73HRMi1CSYUsiSNO6NK68LwBJIEfKp02o2NSVSVb9+7hrMncOFNZrCkpV3AT4x95q1SjzGOd+Bx4Hs0hImNffxp14VhKQdRPnXLZFQJEUvsoJH7vc1ZUSJtnUxYDlpvrvaYSRuFclvoN5NdDS4+RpyRGxVsGQBu8uflPKuxxQpLbeJ4fZXT2ngflUqI5G4GsFGhKvCvCuiwikaFp9+VaFWCSdwrpVWtWlSwGzRE3TB0TNvNLWhA7SCpJHH9UjdVRntngXCkpSFAkJkATBiNCIIOhBkjTeDX0bQ7uqsPTz0bhu5WtIKUO95CgJCVq35hxGsHwJp1anHLmRApPNlZXK9t15khQCAZCdTEjQgzPfkRB18K8uG4Mb9OApz420tISFAlaCCSNUKUnQTPAp7p4zBpJxxAlJCYBGYTrv8RyOlU69nTubGxJtYnLzXyEgk+PvwrLs9Ofyg/ZGtZR79+x5UBRnjz5/wAKzj2Fl2iHFZorEVsQKsMxomSE+9K2N6e+VYpNen3+AppYjoeD38q9SK8r2KAMwffwqzfUAuEi5vkz3lMsKA8ELcCj6FafiKrKgU9OhjbpWGX7V0ElaRLb7YgFbLkZwnhmSQlxMkAqQkEgHR1OSjJMhxlJ1aEori18tS7/AFm9lXb7Bbu3YGZ5SW1toBAKyy629kBOmZQbKRPEio86jewV1ZW10u6aWwp5bSUNODKvKylcuFO9IUXcomD3CYiCZl2L2/sr1sLt7lp0QCUhYDiJ/NcaVC21eCkilHH9pra2bLj77LKBvW6422nylRGp0AG8kgVoWTaZ5BTlCMoc+PgRV13roJ2duxMFarZCd2p+ksKI/wAKVUndQ+5SrAkgfWRcPpc3fWJSsTy7i0b6r31v+nBGKuIs7SVWjLnareIKe3eAUkFCTBDKApUFQBUVEwAlJO/qq9LScKeU0/P0R+C4pIKlMupEB7KJUpBT3FpAJgIUPqkKZOooyVy1h8LOrSk4rhbxLGdc3YG6xLC0N2iO0dauW7gtZkoK0JQ82oJK1JQVAuhcKIkJMSYBQ+pp0T3OHpuH7tAaceDbTbWZC1pbbKlKUsoKkjOVJhIMjJrvAE67P7RW9ygLYfafQdymnEODylJMHhB1ri2w23s7JBXdXLLAAJ/KOJSowCYQ3OdxUAwlCVKMaA09xTaZVjVlGMoLt4+AweuFtZ9DwK6IVlcfAs2uBJuDCwmCDIZDqtN2WqrdR3AA7jDKjuYbeuY01ISGkz5KfCtNZSKQ+sx0uqxu9SGgtNmxIt0K0K1H61w4ngpQhKUmcqRwKlVJ3UgxK0tX7t25uWLc9k0y0HnW2cyVrWtwpLikpVBbbkAkidYkTFUksyiX8JRkqFSrbssvHQutVHsT6q2KuXVw+V2X5Z517+ue/wBatS930f8AWq13/pYwr/8AU8P/AO+2n/MrW/0vYUkScSsPS7tlH4JWT8qllFSVmUKNaVKanHiij2yGxK0Y6xYulBcReNIeyErQQ2UurykhJIyJI1A1r6L18/OrptNbubTPX1y+hlrtL26aW6oNoKnitDaSVxByPKUAde4Kuaz0u4Uf/wAysOWt3bJ+Slg1HRgo3XeXdo4mVfJJq3V+PaV62n6sl7fY3c3Vw6y1avPqclC1uPlkEJQhKC2lKFltIBJUQg7s8a22s7ZKEJQgBKUJCEJG5KUgAJA5AACme/0uYUAScSsNOV3bKPolLhJ9BUC9YPrXsJYct8LUp59YLZuwFIaZCtCpkqhTrw3JIAQkwqVRlMtktSi5ylFQ7Fw8SF+t3tYL/HnAg5m7RKbRBBlJU2VKdIG6e1WtEjeG0+FMptMelIuz1gUjMd54++NLqRWZiamaR7fYmFdGjd8XqeE8Pfv99X76q+D9jglrpBdSu4V4l9alJP8AgyAeAFUFcmD74aV9A9kOkPCmLW3Z/nGxSGmGWgFXdskw2hKNQpwKG7iJp+CXWbK3SSTVGEey9/Jf5Id/lG8WAsrK34u3Sno4kW7SkH0m5HrFVWs0Qkfu+NS916NsmbzErRu3eafaYt1KLjLiHkB19w5kZkKUnMEstkjf3h4VE+TTTlp86XGy1SIujdLqyl4H0G6s+F9jglkmIztdufE3ClPTx4OD0jduqvn8o1j8uWFmDu7W7cTrOpS00eX5r37uNicA6QcKt2GWRiNglLTTbSAby1ByNoSlO9wcAKpN1sNqm77H1qZcQ8yyyzbtutrS42sBJdUULTKVAOPLRIJ1Sat/dh4GBGLrYrXtl9Rk26YA8q3AV4BWYFYzZ0aMbKxjXs1lFekUD7GIr0JrJKazApByialCtahW9Qoy0okoXFro0tM99bg6DtASfBMn7oqc9uMITd3FuXAVobKnS1+aSruNBYGokzzMTuqFOjBE37A5rjXXgfKrF4e/F0GomAFhQ5SoJBP6QEnwzVWxLeljB2hpWS/4/Vjn2Ft+zWjMZP1dAYSARAA4AHTXgOFSRjN13xEeOu4enHwphYfcdmpI0M/KJmTviONO27dziR4b9I5gRv8AZ8KsYWNoamFX1mmaNq8SaQJUoEeOsz8AJ3c+dNL+fSvRttShzShUeQO6nQ9aspBUEhah+esCBqBKZGXnqATNcCsT1gqKRrEAgRwgka1cuQxSXYJbXa6y0oecbvjpXVbPrH5ih78zSokEjRc8wRv+Bry5bVpKfhr8d0VPFuw1oGLzwPwNd1qoEfDTcePOuW2V5Dh/GlZtnT8alQyVkbLZ0aRG/wB7q6Uq0rgFqM2o0++hsa6EjhT7kTimKKaFGtLcxv8AiB91ClnwpRtjFcTXij798K0urPKhpVPi7DnHQyKqSukTCw/akGZTqFDgD4cRzpVV79/Kh9OZpQ5a/uqylmjYq1NHcqN0h4Dx3ltcOCZCkKH1k8cs8DqlU8CKjHaFRTDcko+siRBHD3umrFbcYQBnPDVQjQgHiOev31BHSSzDyd31B+7SsutFwg0jV2QlPFR05/Iait2+tcVtIrBQqge0khFSK2JrWkVtFWDGiZUV6mso8OXv4/bTSdIEigUZa2JT7+VI2PSBNbECvMtZAU0kSZyXmHpVvHrXF/MSaW8le9nTlVkuDIqmCpVHdxVzgs7FKdwrpNbimpEZ6Fb5SUqAZEgHKXCFCRMKGSARx1NUsXtChhrOvNRvwu7XGYjE4bBRSqyjBPhd2vYie5w1KjO48xoa0pwNMydSdSd+vM1Mg6DL3nbjzcX9zRrRe9C98hClQ0rKCcqXO8QP0QpKQTyBIPrpVaPSLAvqqvH+JGX9o7JqT1qQv70RnZ2qUbq6HEAiOdArNI9+daTb7T0cIJLKloJxwRHKvU4IjlSqEVkmjey5iLAUe2C8jjtLEJGlcruEoJ3VJGyHRtc3bXat9mlGYpBcWpJJTAOUJQvQHSTxBpVd6EL39K3/AOI5/wAqsupt3B0puE60VJcVczMVtPZlKW5qVIJxdmm+DIe/mRHKum3w5CdwFSr/AOhK+5sf8RX/AC6Z+1Ozrto92ToSFhKV905hlVMEKgciN2kVNh9sYfEyyUqqk+Nk9bD8DitnYiplw8oSla9k03bmIyU1mk17lrICrTZuRiekVx3uHpXv1rvArswPClvvIZbErcOVIJgaAqJUeCQASTqdNKY6ippybskrt8kGIjT3bdS2VK7vwSXaxvW2EoSZA1ruVUm/+hK9/St/+I5/yqxV0K3vNj/iL/5dZj6QYCXGtHzMKnt7ZMFlhWgvEim6w5K99ZWeFpQZFSFtJ0XXduyt5YaKEDMvI4VECQJgpTO+Truk0ykir+Gx1PEwzUZqS4aO+poYOpg8X+9oOMrO11rqeAVkivUisoqW5qKJ5FeorJIrJFJceongFZoTXoFeikJEjWoV4RWZFFFxLCnsY7lumVcQseA41YLB9Xis6yChISYAEDcTxPPyquNi5lWhXJQPpNWe2Wt86EwBqUGNJ1IMg+VRVVex53bMctRPmvk/8jkZ1AnQgQOXkRrJ4UuWd9mhPw1gCPspCvVEEgb/AMa6PpTTDanFnupGsGDJEmDz31YptRRhSWlxxYztWwyUpjtFQSte5KY3pT+todwnXfSDdbXNvERAneCSYB/fFVo6T+kC4uCeyb7NkRlASsKidN4JJMSTxMmmqnpAdQkfknAY3xKBqd3FR4zpExFW4ZpO9tCnJKJcK1vsjmUnQ6679ePlTlZVI+yOVU7wbpP3DtMx0BKgUz4CfqneO9Ex41LWyXTA2UDMTIgKABOnMa61Zg0ROoTui3A+IJ8fKlBCRAA04/uFM7ZfbZi5+oqYgmdIkb+dL6HpE8Kkuhr1O91nxjzivLRo7pHPdXIu9nziPfvnWy2vQBJ9dd3rS3QlmKgZPsVi5b6Vw2O07SjlSZPgQY8zwrU/tkxmKQtJUNN8SRTlYbqjtUz4VoW375Vp/pSzlzZ0kHlB+IE1xL2vZIJnQb1RuHj4DnS6A2zvc96/KhAkEeEUMqS4jOgyKxZOh+VW6L0IJoizpJwsltXDL8cpiR5Tr61WfpJT30meBTPgN3nVzOke1SWFqImU6xv3R99Ut2/P5UDkPflUG0IJU3Iu7AcnjIpd/wAmNhXv2axnnW3LWBTWDc9+4iImsxXgHv516RVkxUjNO73uHv1raEz8fL2a0oNbAKayxBo2IE+4+ygH1+fvdXiT+4fjp8/CtoHz9xO/wppKlcxSmtyPfvnWIHr7/d7mtiPfvdTWyWKR4kVmB++j3798qyApCRIe3Qpst9KvE5hLTOV53kSD+TQf7SxJHFKF1aSo+6Btmfo9mFn+suMryvBBH5JHok5z+stVSFXGOle0vS8bJRfVh1V/U/P4JHEOl20/TMdJRfVh1V4fefi/gkFeKROnPT417QK8zF2dzzCepQpm91y8iU/DSlZnWm3izYRdvoTolLzqUjwStQAnyFOXDd1fSNVLKpLtPoLY+KliI3kdATWeT373VkE1mzblZCE6qWQhA3SpZCUjXmTHCqrdtWeisktS0/RVZdnh9snLlJaSsjjmclwk+JKiac9YNNhIAG4AAeQ0FZ18/wCLrb6tOo/Wk35u58x4yu69edV+tJy83cKqT0/bQZsUfTwbDbI8cqAok/3lkegq2wr587VYn297cOgyHX3XEn9Va1EfIivd/s9waqYirVfqxS/if/5PSdEKkqWJlUj7NvN/4HNaPzXSaTMHGlKkV0maszt2Gm5wTZ4mpK6udpmvyqJDbK1TyUpTaB5EpKx8ajdNTj1YrGG7l2PrLbbB/wCzClKA/wCKn2K8/wBJa+52dVfNZf4ml8mzE6W4jcbKrPtaUf4mk/g2THXtFFcTPn8jrrG4t2OFu83FNsj+8sKP+RCqqzY381NHXVxOGLRnit1x7hoGUBGvHXtzHkeVV+2eGtdp6F4NU9lKo/WlKXk8v9J1PoTXlSoKC9aTfyX0Hg3WYFFsnSt4TW82dYhC6NVeg1sijLSXH5QHvdQBRXoFIPMVCgDhv4V6mnT0W3jbV8y66jtENqzlHMpBgwd8ETFKiGtLJCU7Xsr2GxcW6knvJUk8lApPwIq03RIiWmTvlA706TG7zAIpm9N62L4B+3KdQNRHdJjSPkQafvRNgpt2WUKWFkJJzDQab4HhuoqRtZnl9o4rf043jZq90LGPJymd2s/w+NRt0nYpKEoUJSYJAUIATvKtN5JHKYFSBtIrRXnO+Jjx4T4VB/SA4VEa/nRGpnUmY961LCOZ2Mp6RF7Zi5bB/NMGD+cYGsfo8QO7pToxddkEguJbT4wAPXhPjUQ4uhbTAUk95ZCESTvPE/qga+lI+FuMuOlvsnL51JlxalhDCY1IJUQlCBrMAmK1Y3WiM+UovVsUtusLw8rVkcbTO7vJG47qadtguU5mnJHx+EHdTrtsbtlKKTZMJbBgrQ45kSkwkFThayDWdVEJ1Gtd+0nR2EEqt5ZdACyysZZSoSkgJKm3W1cHGiRz4illSkldoZGpTk7RZzbAYqq3XIOug8PP3zNWU2Gx3tEiZ1Hz8+dU9dxUgwQULTotJ8KnvoEx3tRl4gTPqKYnYflJY2gu1JBgGBrprp93Oo82g2geUQlCVpPP6yffmKmhjDMwMgGdB8q5bvAEJGYgEiffnU9KGZ6lepUyog7DnrhpiUg9ouc2n1eZ8jGifGo/v8Iuw5Kc6idVEqyiTrBUTJPEgQKl7bPElJlLae8ZCeMRvUfD+FRy70breK3HLh3u/XcVcKt2GzocqlDQqH6DaTqRJpZqF8sVcfGMnHPJpI7MA2fvJAAbBUe8orWTPHnMbt9P7DNh7iDJkqGsCY08TMeBqKrDYzEkBS7G6augjUsJeU6sp3TKwlZHiJ1p09GvTuS6La8Qq2eScn5QBKSrSY8zuB0p0aTXFETcJLqO4/cGxVyzhK0qEdxSZJQpOuvHIRwk/KpBw3EkuoCkmQoSN2n6p4SPCkDHrZDydc3PMIIj031zdHVr2YUgGUpVmTwgK4HxH3eFX6dDKrladTWwtba/9Fc8la8u6ao/tYD2yhMxx51eLbVubZ7+wVfAGoR6OehYXbn0h/RhUdkhKjK+BUeKRwiap7Ri501FczU2FWhQxDnP2X53RXPLWChUpdYfYxiyuUC3PdWk5kSVZFpI013Ag7vCovWKwqlN05ZZHvKFeFemqkOD/wCvmIMe/Gvc1Cvv9j51kD7/AAqcx0CK2IRrWIG6sx78+dNZLFGaBW9IkeUaD3p751qHl68uXHdHOtqF8PA/bPrw+VMZahYEj93D+NZoPv4Via2N/fr79/KmskjxNik/u98d1LuwOz/0q7aZ4KOZ08mkd5Z8yBkB4FSaRM34/h786nzq3bPhDC7lSe86oobJ3hpvQxyzOBUxvCE1i7e2l6Dg51Vx4R/E+Hlx8DK6R7SWz8DOqvvPqx/E+D8NX4EsITAgaAaAcvCsqKK4Y3c+fm7hRRRSAUA2qTF/dDlcvj/6q6cWEjSkzpNYy4regf7U8f8AEtSvhrStg+6vo/OpUISXbFP4I7t0XeaCfcjtSKdHRVhgdxC3SdwX2pj/AOCkuJ9CpKQfCabqEVIvV+sCq9K9yWmlExxLhSlI8dAo/wB0Vi7Yr7nBVZ3taD82rL4s39v1dxs2vUva0JWfe1ZfFosFRRRXCj5qG30oYv8AR8PungYKGXCg/rqBSj/OpNUJwpEmredbXGOywpSOL7rbX91JLqv/AAgP71VPwBvWuy9AMPu9nzqvjKb8opL53PddE8PeObnL5fpjtwxuBXeEVrsmtK6Mvv35V6Scrs7Th6eWCRqirM9BOHhvDmjxcK3lealECP7qE/Oqzu6fbVudh8OLNow0r6yGm0q494JGYA8gZA8AK8R05r5cJCF+M/NJP6tHgf2j18mCp0k/vTvbmop/VoWaKKK5acaKgdbzGO0xNLQMhhlCCOS3JdPqUqbHpTG2aarLpYxb6Ril25vBfWlBHFDR7JB9UISa7tnGNBX0TgKHouz6NLlCN/fa7+NzsnRTCWUI8kv8i8yNK2FFeoTWUVC2dQjHQ1lNEVsrBVArR4oV4aymvJpRDylHZxyHmyd2cD0Jik9RrJCo15GR6UDJwzRceasOTYrDe7fLlUtZAhIOhKlqnTiYFTh0P4q4sKDgUC2gxmBSQHIO46jUTUWbLXZt7a5ugArO6wUzulIKjPrT46DtuXr1d2t4yoBpCYEQnvnWBrrOvhT/AFNTye01vJZ14j+xglSI/AmdOA4GflUc7bbOqVBTrGusCY1OnvjUkWdxKsp3cPt5iu4YSkgyAJ3CNfPlFW8O1cw617WK24jYO3K22IKQVhOeNEpP1leOk+sU8LvowXb2dyi2h5KwTmT9eCQpTagNZIBHI7qkK6wHI5PFMkHfz08f31Hj+IvtvnIpadRogkQPTfPjV2FVxqcCuqFOpTabGpsjiL1tcBSHVdkbc27tmGkuF3POgbUkpJKgnekq3gb6na72UCMEtWbkK+kMoCgEE9s0CSQ2nLJlKTkI3HdXBs1e3BKVKUqQZzFDYOnAnLmO6nPbXqyNVKM/Pf70q48RnVkjOjgI05ZnO9is+0WzLzralvN9m+0ZS5lKA+wdAVJUAUup0zaQZ04w6eruyW7zLrEZt+nwp47fvZlqkk6ACfAzFc/QpZlVytUGCQJ4CIj1qpNJaF9PNqWZtjCQedceI6giutp3uRXA8o8Ks0dEU6iuyMOkfA3EZA0nKhWtwsAlcK0S23oYE95Z36iNBTX6UElLdqAkBpKHO6RCe3Ke6pwcSCZ576nLHHFZNDA4xwPv7qYmKodKShaUPNn81xIUJmZEj4ayKjh+7lcmnFV6WRuwxei/am4cbsGn1NfSmXoQq3RPaNDu5VrAyhKm1KzRlHcSo6inv019GtveuhwpAWkEKWn86YGRemoIncZFbtnkBo/kmWmVmQShshQB3gKMx4xyp54e2VEE8PT5bqvUpqaKCw25d5O77hidF1o40yGHSVLa7iVHvZ2/zFE840PiDT3tMOCZI0nhA+2lNNumZyjw0oeNNhWa6o6ULvMI+MpltY/UWP8AKa4bC4U1hraWQAUMJM8iUzu5yZruxPcf7KvsNaNlFoXZJDZzfkwDOmoEGrErWQkL5io3TWyUqtwpRUpTanFqMklS1kkk+NRwqpQ6yV6FYhkTEMtIb/vaqV8JFRca8xipuVWTf6todJ2dDJhYLuv5u/1EE1kiva9AqQzUjNJ9++NZpHv351rNZpNNaJYs3tq9+PPjWSk8tB67uVakVsA9/dTCzF3R60r37361tbV79/jWqda2JHv3601kkGKeCYap51tlP1nFpQPDMdVf3RKjO4Crh4dZJaQltCQlCEhCEjcEpEAfv41AfVtwDPcruCDlZTlQeHauCD5lLZP/ABE1YSuU9OMfvMTHDxekFd/il+St5s5R092lvsVHDRekFd/il+St5sK1qeAITIkyQJEkJiSBvIEiY3SOdbKh632gL205aSe7bWa2yOGdwtOLI/xNpPi2a8vs/Z8sVvHwUKcpvw4LxbR4mhQdXN3Rb8iYa8Ne0VnEBRTpcB/ne8nf9Ic+E935RSngg7taOnURjN3/ANon5tt/wrdgJ7tfRVB3wdF/8I/+qO59EX+7j+FfIVxUw9XC1/6Sv/smx6doo/8A3CogirBdBFqU2IJEZ3HFjSJEhAJ/wGPCOdeT6XVt3s+S9ppfG/0LvT/EbrZE4+3KMfjm/pH9RRRXIT5/K3ddXF9LS3HNy4WPKG0H/wAT4VCWzLNO7rS3pcxl5PBpDDSdZ0LaXDH6PedIjnJ40g7Ls6V3/YGHWG2TRhzipfx9b6nWeiOFtCC7r+eo5WRpQpNbEI09+5r1QqY6wo6GNla53EI/TWhv/GoJ++ripHLdwqsXRNZFeIW4AnKsuK8A2lRn0MAeKhVnRXNunVe9WlS5Rb83b+k43+0yvfEUaPKLl/E7f0ntcWOYgGWXHVfVabW6rybSVH5Cu2o26zN6UYNdZSUlXZNyDGi3mgoeIUjMkjkTXkdmYX0nFUqL9acY+bSOcYenvKsYc2l8SmNu6VuFStVKUVKPMqMk/E1IGBNd2mLgLUqqRMMb0r6Gxrtojv3RehpmOuKFCsorwCs09rYwivAms8temgLGvJXhTQpdYKNLYjbSPTXlYk14kU4jch5Ydd5sMdQYhDyVf40n5aUvdVnERnvGv0g24ndHdzAnnTV6P2O1W4wdzqDlEx30aiPGJFStsb0VHDbsLC+1auGhCyACk8UaccygNROlSSayXPMbQtGcoc9V8/nceFs+Av40+MNdBSNZ4ZfvUd/oPWo9xFGVenPf4UqYddk+Gvx4fDzp9CVjDrRuh93GGJWIOnAgHX5fCmzi2zDYMgAHxn7SfurdZ4xwg8R4zv09K7wrNrMkefpoa0IyuUXTEuzbATrGsQfx3aca5798JmDrBkjd4fClVxudPhw8In5Um3zIAMgaipM3II0kuJE+O3Wd7LqQSJPgY186mbo82eDNqlW4qUZPHU6eVMTA8PbcuMu9Q1IHDXhPA+QqYsWR2bDaQIkzw4carOV5WJ8trLmKVk93ffzozVqa/qh4/YdK1tuaeRrSo8ijXhZ3R2MOTodRrXA9bBKpGoPDfHh6V1s8vWa2uJ+ykqcRsUmYNhPEeVdCTy3cq5AzHj863Z/jTVNoZKkmzaTWtR+6tk1i6dKlpQdxs3ZDe2ru+zbWv9FCifQGtHRrblLSROkTHnSX0kX2VIR+mpCCeQKhPx3Us4NddmhbihCUJJHiEjl6VNiW1KEUOwcM0ZyZSjpGcm+uTqfyzmp8FEfZwpvUpbRXXaPuubs7ri/IKUTFJxrzNSV5t97OnUYONOMX2JL4CBFeprJFZBNWWzDUTyvQKyy1lHv35Ulx6iet+/f7q3gT7+X3+QrUK2CmMnhoeCs+Hv3NGX18ac3RjgX0m+Zb/NCg65y7NqFqB/tQG/NYqDEV40acqk+EU2/clcbXrRoU5VZ8Ipt+5K5Y7oq2eNrZNNq+uQXHf7bhzFP9wENzxyTTqoor5+xWIniK0qs+Mm2/FnzxisRPEVpVZ8ZNt+LuJ+0eKpt2HXl6IabW4ryQCY8zEDxIqrvVUxBb+MvvOHMtxh91Z/WW6wT5DWAOGgqRuuFj3ZYehkGFXDoBHNpkBav85aHrUadThn/2k4eVo6fP8rbCPnPpXQdhYBUdgYnEvjOLS/DHT4u/kjbwOGy4CrV5p+S/yW3rw17RXNjzpSjrDslON3U8SyoeSmGj+70rDZ86V3dZ1BGNPE8UMEeI7JA+0EelJ+zm6voXASzbOw7f+3D/ANUdu6HSvTh+FfIXMwifsq1Oxlj2Vqw2d6Wmwr+1lGb5zVZcBsu0eabOocdbbP8AZWtKTz4EmrYCufdOq/VpUu9y+SXzZn/tQxVoUKC5yk/CyXzZ7Xle1y4td9m0tf6CFua6DuJKtfhXPYRcpKK7dDkSV3Yox0t3odxa8WCSO3cQCeTZ7MR4QiB4RSrs4zpTFsnCtwqJlSiVKPMqMk/E1IuCNwBX0hVpqjRhSXqpLyVju/RTD5bdySFQJrwJrOKEms86EkST1d7Gbl1z9BoI9XVz9jR+NTlUZ9Xmzi2dXxW8Uj+y2hEf5lLqTK490pr73aNTutHyWvxufOfTnFb/AGxV5RtHySv/ADXCoP65V9lw5pAMFy5TI5oQ26T8FFB+FThVXOupiU3FozwQ0t71dXkH/gH4mrHQzD77atLuvLyTt8bGJsennxUO7XyRD2zLetP6zGgpm7LN7qerQ0rsmMd5H0J0ep5aNzImivKxJqoeiuZk1io15QKBDAisctb9K8IpbjXTNQbrJKK2KoSKS4KCN+EXZadQ4nehSVjzBmPXdUs7S7Z9viFu4nN2S099AXAzgT9XcCCJ8dKiHLS3sUv/AEpnX88DUSAFaHQ6bidacpaNMzNqYF1I7yPGKd/d/gnbF3RAjWAOdcmH4gBqZjT3FZY8QATm00I3CUkJAjWdTJ13gg03l3OogiN0H4fGpqLPHTWliQWL/LABnjBgQPHcfGljD7zMQZ3EnT7PsqJcXaLgSEkggieA3jeflT82UMJAPCJ8dK0YcCGSio9480qkeXDSYPh50hbQiEk66T7NKKHNRw/jTW6RLgJaUoHgY3/ZUhXirsT+rpganLq9u3DDYWm3ZkxKkjM6vyGZKR45qmDaO8Q4tITqlIAmdCZ4fKqn7PdI3Y4aECcyH3w5B1BWsrSpQmYUkiPIjhTh6LOlAlQKzmSskAjUSOHgRVeD670LFSnqpN+Bam0w/uTM6Uk3aIGvuK5NncfSpvQ+I1+VN3abpRtWXg0882lZ+ogqGYzxjhPCd9alGN1czZ3zW4jkaucioO4x476V7e5BH2/upBt1B9KXEbiIB9a9w58glJ8dfKoasnnJIwTiOFRke5/hWCU++Va2lCAPL2azDn76Iq5DJ2PQ5pr8Kwcd0rS+7y41kBpJ98av0olSpIZ9+tK71ltQzaqcjmEpI+IKgaR+nraIW1ivgpyWWUz+loVHyFLlhiLTNy68+pCAhknMogASrUhR3TER4VWbpx29+n3IKNGWpQ0P0pMlw8p3DwHjUWMxSpQcu16L9dxqbDwEsTWUX91O8vovH5XI+IrCtiqwNeWOltDfSPflWxArEVsQfcVcZ56KBKPfjW1r35Dx5ViD93s1l7MfZTWyVK2plk9/D4b69TQB7++s8vvdSEqXI8A/dU8dWXAilt25VP5Qhpv+w3qtQ8FLOXzaNQfh1kp1aW0CVrUlCBzUowJPLmeAq4uzuGBhhplO5ttDYO6coAKo5qIKj4k14rpttHc4RYePGb1/CtX5uy8zxHTraO5wiw8eNR6/hi7/ABdvid9FFFclOQlOOthtIX8SLI+papDaf7bgStxXnqlH+7py9Tdj/S3z/wDt4nzdbP8A5flT92n6vNq++6+XrhK3XFOqGZpSQpZKiAC3miTpKjApz9FvRczhy1rbcccUtIR38gASDm0ygakxvPCun4zpHs37G9CoSebIo2yta6Xd+Gruz1f2lhI4GVGLebKktHxur/Uf1FFFcwPKFPutcP8A2v8A7hn/AM9IezO4U4utwiMWT42zR/zvD7qbezJ0FfQGyHfZeHf/ANcfkdn6Fv8Adw/CiVuhmyDl+3OobSt0/wB0ZUn0UtJFWJqEOrwxNw8v9FpKfGVrBEf8M1N9cr6ZVXLH5fZil53f1PKftGxDqbVyezCK87y+oUx+nrEwzhN4o/nMqZEc3yGvh+U18Jp8VC/XBxPJhiW+Lz6E/wB1sKcM+qU1mdHsPv8AaNCn/wA037k7v4I8dgKefEQj3oqvgDfeqS8KRApg7LNSakO0RArvGNlrY+g+jNLLDMbzWBrbWt7QHyqgev4llOiyw7KxYTEEo7RXm6SvXx70elOeuXCbfI02g70oQg/3UgfdXVXBsbWdWvOo+2Tfmz5O2jiHiMTUqv1pyfm2wql/WixLtcYdA3MoaZ+Ce0Mf3nCPjV0KoF0gYj2+I3To3LuHSmTPdzkJ/wAoFe7/AGc4fNi6tX2YW8ZP8os1ujVLNXcuSt5v/Ap7Lt6U5gKQ9nUaClua6LXd5H0FsqGSgj01io0TWCqhRotmSRWwVpSazCqQWLNxNeEa1qJrNNIPvczKaEpr1BrIChj0rnmStrV2ltSVqIACk8dTruHMmuDEb8IBPHnw/eajzGcYK15pJPA8vLlVuhhJVNXojzW2OkVHDKVKl1p8HyXv7+5eJcbaO/QUHXKV9nlMbkpTBB5wkpyiJkeNN+IUpP1gmdSI3RvnTeefCONIeAbRIfs7YxmUhlQdzblOJGgTqToGgqdNTFLOFYkFpAGUFaISTMfnLOm8krB03aDlTaTs2meYk9E12m7BiSN41101Hw9fnT6wC6Gm4zG7wqN31FKyidEGFEbhMcjGvEinLsjdQQDu8/s9Na0IXsU5vUktToCcx05D3vpg7dqK0K5R8KStpNqFLchIhtJKUmfrLH1iAN6UczoDHGk/Eb1xSIkSrUHWMuoBHPXT7JodSK4sfTvxK/bS4OtLqonvE6jj4Vt2Ssn0nM13v029RyggnTN73VImK4eVZiYSApSdRmUTAnQcBqfjTx2D2bS4kKygZRoYgrI5DUAd1Wn6s1BLE62iPlFPVir0TXKinOtSkJ+rCvrZt0cifKn9cbJWTy0JWEZ1kq7UhJWrKRqlZ3a+oFR3iiil5KEgkIUV90RBKokg+R+IpXxy0WVIcBIyqkJk91J1E/MGRwNWY49/dtoQRgk7p2LB4HZBttLYAypECI3c/OuHGbIpOcbuNR7ge2DiGQokKgwdTP8AhPAg+e+nRhW2zTgM7lQNZ0kag8jrPkanz059uo2aktRwtq00rJ4wOG6uHDHNVCZA+r5cPPjr4V0q15++fCrFCJRqyswCJMb+PHjwrmu7rcjju+XDnwNbFPwCPCTu9NOWlIxQArMojRKlk+W6PMaetXE7FV6lZeuncSbVMkE9qpSJ3gZClRG4iVaTuqAcHGo7xSfPSpQ64eKleIoTxbZTPh2hKgDy7oRpUN297zqvUWuo274pj1F4tO8Zhz4+td1pcBW74UzmcTJBE0rIuElKVA5VffVOphKc+73GrgtvYvDPWWZcpa/Hiv1obin34V6k1sUjx9IO7wn7PGiPf2cd/uKzLntMmpmEfhy4fZPGsp9++GkeponTx3afb48d3KvFq4fdHkONNJdEZDy37vGfmSfA/CtiU8/PXT35VrSdSfP05TPDd8K8n5UDk7EodXLAu0vC8RKWEkg6x2rgKU+BIRnMcO6d8VY2mf0PYB9GsWkkQtY7Z2d+dwA5T4pSEt/3KeFcR6TbR9Mx05L7seqvcu3xd2cJ6UbS9Ox85r7serH3Lt8XdhRRRXnzzwUUUUAFFFFAFRut9/8Airf/AMq1/wCI/TV2YOgp3dcNqMTaPO1R8nX6Z+y50rv2xP8A4mh+BHY+hT/dw9xZPq6WMW7zkGVuBE8ClpOkc+84sT6cKlKmz0V2uTD7YREtJcPm7+UJPic005q4vtzEb/HVZ/8AJrwWi+COb9JMY8VtKvV/5tL3R6q+CCq1ddm871k2CdBcOKTw17FKTHMZVj1NWVqFenvogfxG5beaeaQlDIa7NztB3gtasySlKh3gsAyB9Ub+Gj0QxFDD7ShWryUYxUtXzcWl8ytsmpTp4mM6jslf5WK57Jt0+mhpTpwToDu297tsfJT3/KpxI6GbiP61n/6n7FdLxPSPZzlpWj8fyO2bH6TbKw9FKdeKfj+RHPv3NKmylj2t0w2dQt1AUB+iDKoj9UGeQpOxC37NxxswSha2yRuJbUUkp3GCQSJA0jdT66BrXNelUSEMrVPJSlNpHrlUoeU0bRxO5wlSsuyLa8tD0+2sesPs6tiIvhBte9rq/FonqiiiuGny0cuLXgbaW4dA2hbh8kJKj8hXzxwZEqFfQDbXCVXFo+wlQQp5lxoKIJALiSmSBrGusVXCx6t14hX9dbEebw+XZV0joNtPB4KjW39RRlJxsnySf5s9V0axWHoSbrSSu1x5L/saWDtaV3qFSXh/QpcgQXWB5F0//wBYpD272Ecs0IW4ttQWvIMmeQcpVJCkgRCT6+depp7bwdeqqdOonJ8EjtmzukGzKzhQpVoub4JX5X5WGbFEVtr0itK56DIaQiswmsk1sJpB0Yo1ZK3ITXoNE025KomJRWu4dCUkk7t598a3qpvbdXMNADedT91W8HR3krvgjzvSTabwdDLB9aWi7l2v6L3jOx/FStUbgN1JBNeumtc1uJWOYXJM6KcfOUsqiI7nPeCUjnOqtfGpYsLvNkOWMiVEK0OdSjoeQy8B4DnVZsMuShYIMQZqdNjMXzNAzvlQA0iCRPI6pEz41mYmlklmXA18HWzxyvih0Wj+Yd7UpWc+vd4CdOArrevMiDE94HKQN0jRQ1E6axSRg13+TUYEZigGIzlf1j/aAjUbgYrsaX2gg7vqmd2g1HmEj7PCinUbVkOqKzudWze0CG2gggOZgEypOoTvKwQZVJJ0UQmJOhMVtxPae0Q2rie4lBIgwkKB3b4CpG4CIrTdbMpUiMxII3jQk/b5UzHujlqZUVagHNmUeOus7+GtLToL1hspZuHAVLTHwoklGdJ37hOhAJ3xpTl2Q6RXLZerSXGuMEBYzEaxAn60f3qbVh0YW3dJWpUxoXCPrTrA0AAHgZNPfZzoUs3FCFutSEypCzPengZGkCasLDxXBF2nTUo3drDlOOWT+VwKUFCZb1C0qgDyKYj1Fbk7RNwVLbX3TlSQJ7qgCSfIidYgEeiSx0AqbeVkxB5KT9UqShRPdBM90gRu+FKmI9CuknELknKBADaNFAaQlAk+O/dU9PDwejiMlThz+f5CrYPWzgWAoFRhHKSViDG6ABvmu/8AmdsJVlUNSZB5ATpw7sAj1HGm1YdB6077t5c8+yjhpIRPCPThrSy10eOWokXTziToUKCFCTu3JB5a0TwtNaq5Rqpx+7IU+jrElm5gmUFJgE6jKY7o4jX0qSHhoeHPyphbJYaQ+hxXDOdwAIIiPITPPfTuxu4lSQD9dSEq5AKkn0gR61Yw7sjPrO7OK6QFrA3d3UzrrOnodaRMTdSEuqJiM2/SEAqJ/wAqQonka3Xr4ErB5ZuGqVDuj0MnyqFusvtqlpl1ttYDjoOVIOoQpWUnmZHd8hViOurIpaIrl0kbRG8vXnyZC1Q3/wBkgBKPKUpCvMmm4bMGu1mwkab+RrQUKSdQRUc4vtK0Zp8DidsSndXiboxHKuxVzSVdq1qJkydx95f3Ezw8KzCd2n7vu8fwoUPHz+e/lz4VmBpvjhx8OPp8vGsO501RPUjn7P3+mlDhEaev8NwrE/w+zX3zryaQVvsMke/e6nb0RbN/Sr1tBEto/LPA7ihBEJ8c6ylMcRn5Uz6sb1ctmi1bKfX9a4ylHMMozZSf7ZUpf9korD6R7R9CwU5p2k+rH3vt8Fd+B5/pJtL0LATmnaT6sfe+3wV34EqUUUVw04Uc2KXqWm1uLOVDaFOLPJKAVKPoAapXjfTZiLjzi27hbSFLUpDSQ2QhBJyoBKZMCBJ376nHrb7Y9hZJtkHv3RIV+qw2QV+q1FKPFPaVVHDWJNdb6C7DpeiSxWIgpZ3aOZJ9Vdqvzd/I9d0f2dGpDPOKd3pdX0X+fkPpjphxUf8Ava/VDKvtbM1OfVj28u71VyLpwOdklktwhtsgrL2aciU5pyJ37oqvlphwip16qNuEru/FLHyL/wCNaHSrB4OGzasqdKCkrWahFNdaPakb+3dgU6Gz6lZRSaS4JX1kl9Se6KKK4ocyKs9c4j6Za8+wVJ8O0VHzzfGo52dkiBx0+OlSZ10kf6TaH/4To+C0n76aHQjhhfvbdveO0S4vlkZ/KKnwOTL5qHOu67DrKnsOlUfCMJN+DkdV6KYlUMKqsuEYt+V2XIw+2CEIQNyEpQPJIA+6t9eCva4ZOTlJtnLJycpOT7Qooopo0KwdcABJ3ASfIa1nTW6XMRLOG3bgOUpt3Qk6aKWkoSROn1lCrGEouvWhTXrSS83YfShnmo82kVG/pL2jilnQrWpwjlnUVEekxU+dWhrMLhz/ALNsDw76iZ9Rp4VVTAx3hVzOrzhRaw5CiILy1veOUwhB9UoCh4KFdh6bOGH2e4L1nGK87/JHWukO1pvY04Sf3nGK883yiSLRRRXFjkQUUUUAFQJ1sccyKtWuYddPP8xCfT6/wFT3VPetniefFskyGWWm45FYLp+IcSfhXsOg2E3+003wjGUvhl/qPQdGZunjo1I8Ypv4W+ok4Zf5qVUimtswmnS2Pfv0rrFeKjKyPofZlaVWknIyFegV4aB6/Pd9tQpXNGU1FXk9OZnNe1oU78aTsXxPIPH3xqxDB1J9lveY+M6R4PDq2bM+Udfjw+IqKeEgTqeHGmltwomKTMJxMm4EmZkesbqUNpVSmtfD0FSWU51tjacsfW3rVrKyXGy/PUZlymtYrovE1zirDM5cDNNPPoxxUJcKCpUqTlbA170zBnRKYmTv5bzTMNZ2TuVQMkQRqN8cflUVSCnFpktKo4STRNzd0UpzKUDrlSgGQOJ8BoQYHLfSzgr+gPKARJ1iTPqT8IpO6UMDCOzfaSSy8htaQBqlRA4AaIVppzJpHwrFTPLLCVCRqToARx3/ACrNpaI1q17kpuXBQ0AT9WZ4Tv4cxMUm32JBSSJ7pEKTHz3b6MMeDispyhJyqCuMKSkwJ0A1M/uroXs6QVECAeRkEjkdQYq0pX4EUbWsxN2VvQXeyJCB+asnSZkJykmeP1Y8af8Ae4ophKVJKSC4GxqQe8SBlSJmAkqIEwKje+2bX9cAiDKfAjXf4b61Yg46GwlZJyzBJUopKpUYG6TmOp11pspPsH03Wg7wehOmEbVqUiTH1gmc4iSNU6ayANeG7nTowu4zCVLSIiUgyRMR8tfSoN2aQVARmJC2yNe6UFOqSAIBBkDQ6JqXdkMDUZKgQVDKokRmjQaDcIFWKM32kVetXas38EPG0xMDjMDSuld8FSTypK/mNQOuvIz91c1y6EKHLLm9I0PjqPnVtzVtSllZ14i92Y1P6wA367oHxNcFtic9mDqpULPD6pO/lJIAniK57x4d5SiCohWU6dxKfnqfXSmnjG0zbOXepKkpCEpBKyoZlJQkbypajoPEcBS0kQzZ17cbWotWUrXGgByjXd9dR1EiOfEpFUw20x9d1crdWoqlauzn81BUVAAcN/xmrK9NWzy2cDeuHz+WfcaQlO/s0LUCW55woZo0kaVV/EmISDVhxsirVnqoi5Zsd3xoD8Vuwh2Wx5a1yXW+pY6wKOsZnPdJSoQUj7Ka2JWkHTdTmcVSa8jMqKqyii3SqMczIgzv+HsTu3D567FjfzEc9fPXf48IrnJ97vfoa3KXHHSZ5THEAH5xy1rzbOtRatYxVv8AfppXgFeKVx/GffjXrZ+7dypSPizIjT3uqXML6dlNNNt/REkIQlEh4pkISEghJaOUQN0mohmtbiJ+6qWO2ZhsclHERzJarVr5NGdtLZeHx0VGvDNbhq1r4NEtu9ZrKdbLTwuPxZrP/wBaFr/Y3PH8sj5fk9flUGXOHzWj+aap/wCkdjta0v5p/wBx46t0Rw7l1YWXvf5nZ0ubbrxK8L5T2aQlLbTc5iltMnVUCVKUpSzpxjhXDgNtW1vCfClaytYHv3/Ct+CpUKMaNJWjFWS5JG7svZG4aVtFwO9hOlPTow20+guOLLZdS4gJICshBQSQZIUDvIjxGtMhNbJ97qoYrC08TTlSqq8XxXx7D02JwtLFUJUKqvFqzV2u/s7yX8S6xqER/oazz/LJHw/JmflSW51okzpYqj/5gT/4NRBf2U0n/wAzVmU+iex7dal/NP8AuPCYrobhs/7uGnvl+YvdNXST/OjjKgx2IaStMFztCrOUnfkQAAEjnvNbeijaBVpcIfSkKy5gpBMBSFpKSmdYOuYGDBA0I0pvpwbWljD7bLWz6LhqeF9Fpx6lmst29HxV3r2vtNfZewlSi6Mo9RpprXg+PeThd9YRCBraLPk8n/l76Q3utCAf+gn/ALwP+TUW31vmFIzmD1iUuieyPWpfzT/uM/HdC8Ipfuqenvl+ZNH/AK0Y/wBhP/eB/wAmvGOtHvzWJ8IuJ18ZZ+yoYTglZIwOpv8ASuxf9n+af9xTXQuk/U+L/MmS660WncsdeOa40+AZk/EUxuk3pwuL+1VbFltpCykuFJWpSghQWlOsADMkKOh3DdTW/mKskYF4VYwuwNlYaaqUqKUk7ptydmuD1bJqXQ+NOSlGGq17fqxJ2ct9RVidiels21q2ytjtOzGQLDmTuD6oKSlWoHdkHUAVD+G4blpVcRpH4fb+6pNq4PD49KFeN0nfi1r4WPVR6PYfEYbdYmGZXutWteHY1zJKxPrKJRus1HzfSPsaNcH/AK0Q/wBhP/eB/wAmomxDCpNcowCqEOimxra0f5p/3Hla3QqhneSGnvl+ZL7vWiPCx+Nx+DFbx1ok/wCwq3f7QN//AAd1Q1/MPhWQwCnPotsX/Z/mn/cR/wCiafsfF/mSjc9Z96e7ZtgclOrUfiEJ+yoU2ixh27unLh2O0dVmVlGVI0ACUiSQlIASJJMDUnfS6Nn0jVagkeO/0Fb7VlKT+Tbk/pr+0CtrZuxcJgm5Yakotq19W7ce1tlWOAwmAn1LX7ba/E6NnLM5RppzO6ltRAGpA+A+2kV1xw/WVHgNK47hAOhk+ZmtD0KDd5amtLpLiowyUrRXuu/Ni47jLSd6k/8A3H8B8K4bnatI3AnloAKTnWkpEwKRLtyT4VYhh4R4GPXxteu71Jt+9titd7SqO5IpExHEireIrswtAJrDHreKe4pFe9xAtXsq0q5EGnfiUFMjjqPxpkrFO7Z1wKbE8JSeNNuSyWgg3bW+k8Uv4k33vA/ZSGtMGnMSD0PKwrMisDTB6LHdGm0H0rD0NLPeaHZcZKR9UiN+h+RqN8Yw1TC1ZfqJmDH1dQB9sbuNcPRRtCq2dCgY1j1jQ/On9i6e0MjUnU+pn99Z8qeSbtwZsRq72mk+KEzYjGcr2hKzkUozoJjdy03+cCpewzG5BI0CQAAd2pJ08eOsbjoIqGsOwxTThUElQIJkCSkDeN4AlWU5lGAAd0049kMRJcKFHKAoyVnu90FSionRUfUhO8kUilbgGUm+wfTA3DNwI58fCN5HlzrJzDmlNrMCZkngQkGNOZBiPHjTHaxQOrSqZQDw7pWUqkkDnmVlG/8AN30sYPi2RUAxOg0PdWc2s8YECeflSZ78R9rDi2QaS06kABOUJSofWPaESRuiUhWnKDUu22OIKQe6AqCnQbpMn5TUA4diBQkkfnSsHgkAJKirfrAHxpyjEh2SVE/WA7uoyhUp03xx0qalNjKiTViVXsUCsyU6nLmSfA+P3UydqnwlE7iUqb1MBJAKp8DA8d1J2HY0Lcd5QKjmBEmEoSM0HzkAfvqK+mPb0qKWmQpxxcJbCf0gc27eMqUmT+iTPjahqUZvKKW2e3PebaBJdc7nZIgkToSYEEycvgSOVPHof2CWp1F5dCHAFfRmN4YBMSrgt0piVcNAIEzzdFvRshoruHocuHe/m/QB1yN+E96RvPkKlvCwO6AfOr1PqorNZnch/r3YkE4dbtD/AFlwDHg2kqk+sVU67R+SnwqbOvHjRXeW7E6NNFZE/nOKgGPJJ+JqHMQT+Q9KXNe5TxUbSRt2ZV3KyxIa1hssYR741ji7kU+ErRKsleYm3rsaV2bP2BKhPgT5cBXDZNFSpiRMDxNPfCbXKncNdVHxNJSjnkLWqKEdBBze9PP3HhS3shszcXroYtm+2dKVLCAptHdRGY5nFoTpI3njpM0gipQ6q1+WscszOiy6yfEOMuQP8YT7NeajFOSTOrVqsoU5SjxSfwGxt5sDe2HZ/S2Cx2ubsjnZcCijKVCWlrAIzAwqCZ0mDSlsd0S4leMh+2tVONKKkpX2lu2FFBKTlDriFEBQKZiJBE6GLLddzZNy8tsPQynM6rEG7dOk5U3DT2ZaiNzaS2lSjyE8Kfu3mOsYFgqlpAy2rKWbZB3uPRkaSY1JWvvrI1jtFcKt+iq/cefe3Z7tOyzX77W8/qUHxDAX0XKrVTavpCV9kphMPL7TQ5EhsrCzr+YT9tSdhfVtxZaMxZab0kIceQF/BAWEnwKh41JPUM2KKm38VuJW/cOuIaWqCYKip94clOuqUgnQw2oblGnzddP6f6Qpwhu3zpz9i7ddpGV0tF0hDWQ5ko0QolaTmzwISMxHDR4thW21Wuowir217de0pztpslcWT3Y3TSmXIzJBgpWndnbWmUrTOkpOh0MHSlDYXo7vL8LVaW6ng2QlwhbLYSVAlIl1xGYkAnuzGkxIm0HX1tU/zQ26R32rtns1cQHAtC0zyUNSOaUnhSh1IcLyYP2kav3Dzk/qoysgeQLSvnTfR+va+hYW2W8O6mVZk0u7X/op/tbs0/ZvFi5bLToSlZbzIWcq5yqBaUtJmIgGaduL9CmKstLdcsyhtpCnXFl60IShsFSlEJeKjABMAE6aA0s7aqN9topAOZCby1t44BFqlrtRw4tuk+JPhVkeuLjv0fALwggKeS3apnj9IcQhYHj2RcPpRHDRbeolXbdWEKbUVdp3487aa+/mUUCq6sMsVurS22hTji1ZUNoBUpSjOiUjfz8BJMAGk2xEJSPCrO9RPAUKeu7lQBW0hphonents6nCORIbQmd8ZhuUZrQp5pZTdxOM3FB1WuC4d7GM11dMWKArsGxpORT7IX5EAlE/3qjTG8Ict3VsvNqadQYW2sQoTqDyKSNQoEpIMgka1ddzpYe/pMMJDKCx9G7Vbxzh0OFsuhQM5CzADWXLOczm0y1D3X+QlF3h6wAFuNXKHDxKGlMKbnmEl12P7RqxVwqUW4sxcDt2rOrGFWKtLhby7WyN9lOiHEbtlD7FqXGV5sjna26JyLKFQlx1KxCkqElI3SJkEouA7IXL90q0aaK7hCnELaC2hlUySlwFalhs5SInMZ0idKvp0SWAtsJtEK07O1aU54EoC1/5iqqx9QVtVxiF9eLHeUhSlcYXdvlwwf8AdEUjwqsteI+O3qmap1VaKbXHnZX114rhYi/brYO7sOz+lslntc/ZStlzP2eXPHZrXGXOn60fWEcY1bGbF3V64W7Zlbqk6rIypQid3aOKIQidSATmMGAYqVevniJXimH26ZKm2HHcomSbl1KEgcJUbeIGu7wqxexeDM4LhHf0TbsrubtwCVLcSkrdVA1UdMiBqQlKE8BSeiLPa+hJ/qCUcKqjis7bS4204vn2pcSrWJdXXFG2yvsWnIEltt5JcgbwEqCQo+CVGeAJqLXEZSoEQQSlSVApKVJkFKhAKVAgpIMEEEGru9W3piVjLVwtVt9G7FaEpHa9sFJcSojXIghScpnSNR41XXrY4YP6QlpsQq5YtVEDi84tbGbzKUondO/jSVsKlHNFj9mbdqTrbqvFK/BpWtpfVe4SLDocxNxpLyLNZbWgOpV2tsJbUnMFZVPBYlJBgpB8KbGxezL9852Vq0XnMhdyhTaO4kpBVmcUhIgrSImddxq9/S7iYs8HvHEwnsbN4NcgoNFDY/xZRVeP5PPCP+lPEfVbYZSfFanFrH/02z6illg4ppJvUZR6R1Z06k3GPVV1x7XbXXXwsRPttsLeWIbN0yWQ6VJblxhZUUAFX9W4uIChvjfSxgXRFib7KHmrRS23Uhba+1tUZkK3HKt5KgCP0gKc/XzxguYpZ26ZPYWzjxA171ysJyxzi3SY/WFWjxJ9OHYQpXCzsiRwn6OxoPMlPxNCwcXNq74CT6R144eNTLG7bXbayt337eZ8/wBaYJB3glKhvgpMRy0OmlO3ZXovxC8ZD1vaqdaUVJSsOW7YJQopVCXHUK0IImIJBqN9kWiGUzpImT70r6E9CzaLXArVaiAhNom6cO6A6g3CyfHvmZplLBtyebgWsb0ijTpR3VnN2utWkrc1bXxKiY30SYkw2pbtk6EJBKlILT5AGpJSwtxUDeSRFRw/iX6Gg/S0MjmkbvWr89X/AKX2sZYccQythTSkpcbWUr0cBKFoWmApJyqGoBBSdNQTTvrO7PptccuWmwA24G7ptAEBHbp76QN0dqlagOAUAN1XqOGhB6LXvPLbR23isTGzdlyjovHtfmMLC7bOrMrU8z70qTtmuiLELthL9tb52l5ghfasInIpSFd1biVaKSpOo4VHKnsgAG+rZdX3pxYP0DC02z4cUgNdr+R7LOhtbji9F58pyLV9WdastmJCKfEhW76v2MxpZ6//ADFp/wA6o76QdjrzD3EN3jPYLcSXEAuMuZkJOUqlpawmDp3oNfQjpt6TGcItBcvIW4lTqGEobyZ1LWFq0zFI0ShSjruFVp2XvG9p9pmbgsuIs7K1QpbTuU51NurUhCglSk5XHHASPzkMqSd9CkPlSVrXI32H6C8Vvmg63bhtpQlty4WGAscFJQQXSg7wrJCgQQSKb3Sh0OYjhiQ5dMQ0SEh9paXmgo6BKyIU2TuGdKQSQASdKur1l+nBOCoYAZ+kPPleVsudkEtNAZnFKCF65lJQlMCZUZ7sF848G7zC3O0R+TuLRSltqgkJdZzZSd2ZObeI1EijOxVSVj5cWL2VU1NGDdXXFrtoLTbpZSoSn6S4GVEHj2QC3UeTiEnwilHqG7BJvL5V06nM3ZJQpAIlKrp3N2Z10JaShTkDULLKtIE2G6wnWDRhF1b2qbc3TrqQ86Avs+zaUsoTl7igtxZSuEkpjKJ+sKJPkJGnzKL9LPRNf4WpP0tgoQsw28hSXWlmJyhxP1VwCciwlRAJAI1psbO3MKy8FfbX066zmGodwLEEuAEJtXXUzwcYT2rah4haE/Zxr5ZIXBkUx6kth03kHTd6UiXjXHlvpSQ/mhXlp4jfRcp4j4VItUQPqsQsta1iux5qDXO4mmNE0XcUcFOnrT9wTESBBJ5VHmDq1p4YduFQVFcuUZWJN2edSpBBEzoeIP3fGmVtfhS2llwFTgg6j9adDuOVOg0HOurCLnKoanSTS9it8kpGXNlEkhRB38hwqjKGWRoqalCwkbIYmQG0gkStKc5MgIAClETAHfWI49yOdOu920bAKSpPey5VApO9RBUTOiRHrwGlMa0wNlZjdOnI/bvrua6NWyNHF5uGggDh61Nu0yq5SQ+2tsWZSEmQrMAkAEkQZJkxBnjoBHKa3vbeNNtod7itVFIURlCW9UjT6x1CiRImEjcabmDdEqSsqU84AdIASIToCCdZ00GgA8admE9FVoDKklzUFKVK7qII0SNJzHUzM1YpYaS1IpVBvX+JvXKwlkZlkJLkylIDigc5O7cIy7wIMQZqUOi/o8btiHXJW8ZUSZVlUrelE/m0sYVYpQAUoymI0Tl+HnvpetiSnWfjJPnVlJQIsrlqxRZEnQxHp91LGGN6eQ1NJ1rY6SYA/Wk/ZRtZjCWbVxyQEoQVecCmyq2JY078ClXWDxf6Ri9wobkrDKfJsAfaTTex5z8mB5UmO3BdeKzvWtTh81Eq++K6cfVuTU1F2jqY+JeapoKOBiECuHESVqgep4CulK4QBxOg8a34NYnNB14rP2CpVyIG0ndnZs5ZxB4AQmfHerzpbGnlvrBAjdSPtNi+UFA+sfrRwH4mr0IqlG7M6bdWehwR9nhx+P46eNKuxuKdheWz27srhh3XQANOIUZ8IBk8pmkkKPPxO7w57+O/lXVY2ZdcQ0n6zq0tJ/tOqCBPOCefCvGridokk4u59SHGgYJAOU5kkgGDBTKeRyqIkcCedUW673SJ9NxBNg0oFiyUS8QZC7pQhQP/AGCSWuYWp4HcKt70sbQGxwq6uEnvsWzimiqDLoRlbzTvlZTI418zMHtioSSVLcMqUZUoqWdSSTKiSZk7zNaVaeWJ4zZuGVatrwWrPpF1f8MFrglkk92LZD65EQXwX1yOYLhnyqpPVIJvdpFXZB7y72+M6x2mdAnyNwI5ECrg9Lj5tsFvSgwWrC47MjgpDCwg+hg1W/8Ak7MC793cH8xpq3Sf+1UpxYH/AAmyfMUsl91frQbRlfe1Hyf8zt9R2/yhuIxhtq1MF29Ssjmhlp6fQKWg/Cpb6A7AW+C2KT3YtW3lzpBdT2yp8QVmarJ1+cY7fFLO0T/qGFOK1/1l2sJCSOBCWUqnk4KtF0uXP0bBb1SNCzY3AbjcFIYUlGnIGPSl9fwIpdXDrvk/gv8AJUTqdN/TNoV3J53l+Z3y6otieet1PmKkv+UQxaLawtp/rbhb5Hhbt5dfCbj4iuH+TtwAhq7uSND2Vs2rxTmccE/32qZXXkxvtsbaYB7traokcnX1KcVPm2GdPDxpidoOXvLbhnxNOnyUV9X8yHfu8Pc1L/Vd6TEYbeLS8YtrgIQ6r/qnEE9m8r9QBakLjUAhW5EGIZ+Pz9+dWUwHq3MLwtF4u5fDi7QXSkJS1kCi12oQAUFRSJgyqT4VQoxk5Xj2Hq9o1aEaWSs9Jafr3EmdZTouXetpvLJam75hspQptam1XFucyiwHUEFK5UVtqnKSpSTAczJpdhtm5eXTCHXX3luON26S8444tHbOJQUp7QqKNVbuY1FXD6kG1S7rCShZkWzpYZPEMlttxCCZM5CtSBuhAQOFRhh2zKU7cLZQBkS+L+BMJK7b6Qr4vrzchmHpbqxckpLt4nnsDWhQqSpVEnlTcX7lf4ltsewgPWzrGZTaXGlsZ0ZQtCXEFGZGYKSFJBkSkiQNDupm9CPRJb4O063brdc7VSVKU8WyruAhKQUIQMozE6jeTTV64vSJcYbh7SrRwNXD1yhlK8rbhS2EOLWoIcQtCtUoRqNM88Kf3QveXDmF2jl04XX3WUPOuFDbZJd74GRtKEJypUlGiR9XXWas6XMVZ1ByXB6P5lWdsW/p23IbP1WXrVsce7atJuVg+agtPkamXrw472GAuoBIVdOs2iInXMrtVjwBaZcGsb44ioT6pb4u9prq6mc6r+6QZnuuOhCY8Al6B4QKe/8AKFXn5DDmuC7l10+bLQSP/GPzqNP70v1oi5Up3dGnzS/mk/pYcXUTwkt4Y8siO0uSEnmhpppI18FlweBBqOdrx9L26Q3vDK7RP/dmRdqH+KUn1FWE6uOF/R8FtAdMzRuFE6R9IUp7WeQWBryqt3VLvfpu0t5eakL+m3LZVMpQt1DbYE7obdCADwFMS/dxT7bfmWJTvi6s4+qpW8E4r6Ev9evFw3gS25INy/b26YnWF9uQY4ZWFfZxo6kOD9nhKnD/AK+4cUP7DSUMgf4m1n18KZP8oZiYCMNZP1VPXFwo8P8AR0Np1/45+dTz0U4eLPCbZKxk7K3DrwOmVSkl52fJSlfCpnC8k+RnwxCjRlSS1bTv3K+nn8ioG2w+n7YupCgpIvba0AkGEWwaS8kDjlyOqI5yJqxvXUxcs7P3cHKp0s248Q46jOkebYWPKarZ1N5vNoTcrSCo/TL9fHKp2UTMfpXPhUsfyht+Poljb8XbsuxpJDDS0nTeRNwPDd4U5QSd+ZDLESnBQfCN7ePEqZgdgu4LbIJ/KKQykbhLhCB81V9BusVdptNnr4bkps1Wqf8AfpFskef5QCqqdX7BUrxaxQQDDocjxYQt6fTspqcuv/jXZYKlrjcXTLZ4QlvO+SfCWkj1p7s3oV6fBsQf5PK0P0W9c/NLjDI/tNIWtXyfTUVdcbEAraF4CPyVtbtKjgSlTsHxh0ehFWb6n+yyrXBGM6crlwV3axuMOwGpB1B7BDRIO4yOFUj6VtpReYtf3KSFIcuFJaUNymmgGm1CJ3obSfWhcQl9wR1uzPv1qe+pThXaYr2h1DFs65PJbhQ0n1KVufA1XRdxFXH6geF/6PePx9Z1q3SddzSO1VHgfpCd36NOnoR01cb/APKLYzP832oO9T1ysT+gENtmP77uvgaVv5PbA8rF9cnet5q2HlboU4SD4m6AP9gVEnXZxQPbQrSP/dra3YPmc9x//oFWX6lFllwJlXF166cP915bQPwaFJ6o/jU9yK3ddm/Vd7QC2RJLLNvaJHDtrgl3TmSH2wY/Rirk9LF4LXB7xY0DNk+EcNUsqSgD1gCqcYVa/Ttt1gyQnElkz+jhwUoT4TbJSPMeFWB69u0AYwJxuSFXTrNsmCQYCw8vd+aUMlBnQhccaR8EPXFif/J+4F2WCF077m4dc/utZWAP8TKz/eNQH0m3f0/bTIDmQL21swIkBFsWkvJ03jMh5RndJ4aVbzqv2AawHDkjjbId5avy6fm5VSeqhZfTNqlvn8xd/fKnXValNCfJVyFcNQKQV8C0/W9xXsdn79XFTaGQOfbuttH4BZV5A18wlVfP+UU2iyYfbWoPeuLjtFDm1bJMz/vHWzr+ifSiN23BotoLfWx0YQ9Bjnu86UUL111pBQqKUGnZ+2hOw2cbnbdM/A7qTnm677S54HdRcM/uNSNXIU7CXYrhVPTBXaZb6INOXZ16dKrzReoyHTPHlXWzcSmCD4GvLZua6raz71QFyIkpSpDgMSN/Hj41JuyeIpWATPrrSLYYbx4fZNPLZ/B0ZhoPHeDrSpBqL+HhM/cB9ppawm0Kjokx5aR5munCbRAGiPXfFL9vOmv4VYVR2I8oWVomNSSR40qWjmUEDhuj8Y+yuRtqK62UnXh4U1yHKKOsHTvGZqGutJtJ2ViWkmC6cgHgd/yqV7y4ypJO6qedYXaUv3eSe639p/d9tM4sSpPLFjAwVPf8qwxZyXPKt9ocqCedY4UwSc5E/ojmav8AYkYV7ychSw23MjfKtEjkOJpyWbYSIHr4mubDBA4EnfOvoPCu9mDMmI1PKKs0o9pTrzvoYYjfhtBUfJI5q5U07VAkrXqo6mtt1ddqvMfqJ0QOf63ma533eA3nf4UVp30H0YZUdaz48fl4Dh75U9ur5aoXjNiHFBKE3AdKlKCQDbpW8iVEgarbSI47tZpjRrHpWCk7x515eLszrFaLnFrhdNFzOvbtc2MF7FtxCzc3LLSghaVEIRmfKiATpmZQn+8KpmwCAIOoiPPT36VztWCAZCdfAbzXWff8KmrVVPgZuzsC8Onmd7n0W6LdvLXGLESW1qW12V5aKKVFKlJyuNrQdVNK72VUQpJ4GQNty/hmBWaj+Rs2EkryA99xZG5CSS486QkJA1MAbgNPnAtkEg8RuI3jyI1HpWJw5KlZjmUo7yolSjAgamSdwHgIqWOJVtSjU2JUcnu3o+wWtr9rHL/ELi/WMinXAppO/IhsBLSJ45UISCRAJzGBMV9BejXpLssTtUkOM51tgXNotSM6CpMLbW0vVbZMgKgpWn1FfOtpry8vuHuK13lqFaKSDykVFHEWk3zL9fZCnQjBOzj2878T6NbUbbYZhFsSty3t20BRbt2Q2lS1HUpZt24KlKPEAAEyogSa+eOO7QOX15cXrwhdw4XMo1yJ3IbBgSEICWwTwTNJTOFoGoSPf2Uosge/worYhSVkN2dsmVGpvJu77OJk2N/hw5zw+FXm6rnSAxd4azbLWgXDDYt3GFEZlttjIhxKVGXEKbCQoiYVmB4TR1k7vXXX4+PCtd3apUIIBHv41DSq5JXNPaGAWKo5U9Vqn+v1wPopheH4bglmvKWrK2ClOrK3FGVqABguKU44shKUpQmTolKRuFV+6s207V/tFimJqUllCm0tW4dWhBLai22hUKM5y3agqCSQkrIkyCayIwZuZIk6b/Tz9iuxVokpggERoIB9gmrEsZHsRkUejtR3cpq9tLa+ZOfX12hRcX1jbtuJcDLLzy8i0qSFvqQhIWQSAoBknWICp3GrL7a7UsWWEvqDzRNvZrDaQ4iVKaZIQhPeklSgEgDWSK+ejGFpQZSkD3ukaTWAwpsmSkE+X3j7PEUixcczdiSXR2o6UaeZXTb7tbfkPjqs7Ypw28ZedB7JSVMvEAkpbdyntABqQhaELUACSkKiTAq9WPbN2GKNNKdbZvG0HtWFyFpBIGqVIOqVCJEkGBIMV87QjQDcBu5fx8q5nbEd4iUk6KyEpkQfrQdZHP76jpYpRbTXEu4/YLqxhKnK0opLyLk9a3pgYsLFyzt1pVePtm3babIJt21jIp5zLo1lTKW0mCVFJAISoiu3Vd2vbwu/bce0ZW2u2eVqciXChQcyjUhK20g7yEqUdSIMc4fhKUK7qQDz5DjPlXE9f5niAe6kevmfWaswbrSTXBGFiKUdnUpQk1KpNW7kufv5H01dXY3qG3FG0ukJPaMrPYPpSr9NtRzBKtN4g6eFQf1wemy3asHrG1eQ9dXILDgaUHAyyvR0uKTKUrUiWwicwz5oga0yvcNQozlHOY1mvMJsEoXw1Bjzq5lPO71Fmv5P61Q05euuLQiG7dlGZaEk5lPLXCSQcoyI13GTG41Z3aS3w25KFXIsny1mLanhbOlvNGYoLk5M2UTETlE7q+bzliHIzJBBE6xSfiuHNJEBCfhSyV2NhOy1LT9EeNWq9rcQcS5as2tsypu3yqZaaUuLdpRbIKUK1S8SU/peOtj8dGH3IQX/AKG+G1do12v0d0IXwWjPmyq/WEGvlz9GTEZRHAVguxRwSKdu2JGsuRefrMdYa1trR23sn0XF48ktILKg6lgLEKeW4mUBaUk5UAlWbKSIBqj1g2EoAraxbpG4AeVe06EbDKlTNojmu6vv1NH2mcCYK3W0rdcuHVJLiAR+WW2mQTocjaT61Qa/VpW9FqhQEpBMDXTXSm1Fdi03lVxxdJOM/SsUv7gKzJcuni2qQQWkrKG4I0IyJTHhVpepH0lsC0/m51xLTrbji7bOQkPNvKU6pKCYBdQtSyUbylSSJheWoDbAAgCua5RIgiRT3HSxGqnXufT222OsLW4evgywy84CX7kwgkGColSjlRmgFRTGYiTNUj64XSw3il82zbKz2tnnAdE5Xn1xncTzbSEhCDGv5RQkKFQq61mASoqUB9UFSiBu3AmE7hu5VvQ2BoBFRqGpPKrpoXt6nPSexc4czZqcSi6tUBnslEJLjKNG3Wp+uAjKhQElKhqAFoKpLwzZnDcL7e5Q3b2fakru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width="303px" alt="trading on decentralized"/></p>
<p>The notable services on the <a href="https://e-cryptonews.com/how-do-crypto-liquidity-pools-work/">crypto liquidity pools</a> pool include the wallet, stablecoin, lending applications, swapping, and DAO. Risk of hacking exploits because of poor security protocols, causing losses for liquidity providers. Liquidity pools rely entirely on code-based programs known as smart contracts. Blockchains like Ethereum use smart contracts to execute commands without a third party. Once the conditions of a smart contract are met, it should fulfill its program automatically. For example, if a smart contract is set to release your collateral when you’ve paid off a crypto loan, it’ll do so after it detects the final interest payment.</p>
<h2>What Is a Liquidity Pool?</h2>
<p>Get started building or using DeFi applications on Hedera today. Yield farming enables liquidity providers to earn more significant returns for accepting additional risk. So long as there are liquidity providers, you’ll always be able to place a trade regardless of the price.</p>
<ul>
<li>But what can you do with this pile in a permissionless environment, where anyone can add liquidity to it?</li>
<li>The process of providing liquidity, and the resultant LP tokens and their properties are a grey area in most tax jurisdictions.</li>
<li>Overall, liquidity pools offer a new avenue for projects to gain more liquidity, and believers of these to show their support.</li>
<li>You won&#8217;t need to worry about finding a partner that would like to trade at the same price as you.</li>
</ul>
<p>A decentralized exchange without liquidity is equivalent to a plant without water. Liquidity pools are a giant leap forward in the DeFi ecosystem. Should liquidity pools gain greater prominence, they can check the influence centralized market makers have over trading platforms. Although smart contract technology is at a nascent stage, liquidity pools seem promising as a democratizing tool for global traders. A significant issue with becoming an LP is a phenomenon known as impermanent loss. Remember that liquidity pools are constantly adjusting to maintain an equal proportion of tokens.</p>
<p>Problems may arise, though, if no one is willing to buy or sell an asset. KeeperDAO is an Ethereum-based DeFi  protocol that offers financial incentives for participants and manages effective liquidation. It also rebalances applications across margin trading, exchanges, and lending protocols. Further, deposits in KeeperDAO liquidity pools incur a 0.64% fee deduced from the asset provided in the pool.</p>
<h2>Central Bank Digital Currency: The Future of Crypto?</h2>
<p>In Decentralized Finance , excessive dependence on external market makers may result in transactions being relatively slow and expensive. Learn how wrapped tokens play a critical role in enabling cross-chain interoperability and in providing new financial services within the blockchain ecosystem. The crypto market is very active and requires a lot of cryptos to function.</p>
<p>People with a private crypto wallet and cryptocurrency can add their tokens to these protocols. In exchange for this, they’re rewarded a share of trading fees. Web3 developers hope this new decentralized system will democratize the trading experience for average investors.</p>
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