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	<title>Ονήσιλος, Εθνικές Συσπειρώσεις &#187; crypto</title>
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		<title>Automated Crypto AI Investing for Smarter Portfolio Growth</title>
		<link>http://onisilos.eu/?p=4522</link>
		<comments>http://onisilos.eu/?p=4522#comments</comments>
		<pubDate>Wed, 13 May 2026 11:33:19 +0000</pubDate>
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				<category><![CDATA[crypto]]></category>

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		<description><![CDATA[Crypto AI automated investing leverages machine learning to analyze market data and execute trades with precision, removing emotional bias from decision-making. These intelligent systems adapt in real-time to volatile conditions, seeking to optimize returns while managing risk around the clock. For savvy investors, it represents a data-driven evolution in digital asset management. The Convergence of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Crypto AI automated investing leverages machine learning to analyze market data and execute trades with precision, removing emotional bias from decision-making. <strong>These intelligent systems adapt in real-time</strong> to volatile conditions, seeking to optimize returns while managing risk around the clock. For savvy investors, it represents a data-driven evolution in digital asset management.</p>
<h2>The Convergence of Machine Learning and Digital Asset Management</h2>
<p>The convergence of machine learning and digital asset management is transforming how organizations handle vast media libraries. <strong>AI-powered asset management</strong> automates tedious tasks like metadata tagging, image recognition, and content categorization, dramatically reducing manual effort. Algorithms can now analyze visual elements, text within documents, and audio files to generate descriptive labels automatically. This enables faster search and retrieval based on content rather than just file names. Furthermore, predictive analytics can forecast asset usage patterns, aiding in storage optimization. A key benefit is the ability to perform <mark>facial recognition</mark> or object detection to organize photos and videos with high accuracy. While this integration streamlines workflows, it also demands careful curation of training data to avoid bias. Ultimately, this synergy allows DAM systems to move from passive storage to intelligent, proactive content hubs that <strong>boost organizational efficiency</strong>.</p>
<h3>How Neural Networks Analyze Blockchain Data in Real Time</h3>
<p>The convergence of machine learning and digital asset management is revolutionizing how organizations organize, search, and utilize their media libraries. By automating metadata tagging, facial recognition, and content categorization, machine learning transforms chaotic asset repositories into intelligent, searchable systems. This synergy drastically reduces manual labor, accelerates creative workflows, and uncovers <a href="http://cardencex.io/">AI automated investing</a> hidden value in dormant assets. <strong>AI-powered digital asset management</strong> is no longer a futuristic concept but a critical competitive advantage. <em>Assets that previously languished in silos now fuel personalized marketing campaigns in seconds.</em> Teams can instantly locate a specific brand logo or video clip by visual similarity or descriptive query, eliminating hours of tedious browsing.</p>
<ul>
<li>Automated tagging eliminates inconsistent human metadata.</li>
<li>Predictive analytics forecast asset performance and lifecycle.</li>
<li>Real-time content recommendations enhance user experience across channels.</li>
</ul>
<h3>Natural Language Processing for Market Sentiment and News Feeds</h3>
<p>The convergence of machine learning and digital asset management is revolutionizing how organizations organize, discover, and utilize their media libraries. <strong>Automated metadata generation</strong> now eliminates manual tagging by instantly analyzing visual content, recognizing objects, faces, and even sentiment within images and videos. This intelligence enables faster search and personalized content delivery at scale. Core benefits include:
<ul>
<li>Automated tagging and categorization based on visual and textual cues.</li>
<li>Intelligent duplicate detection to reduce storage waste.</li>
<li>Predictive analytics for content performance and licensing optimizations.</li>
</ul>
<p>These systems adapt over time, learning from user interactions to refine search relevancy. <em>The result is a shift from passive storage to an active, insight-driven asset ecosystem.</em></p>
<h3>Predictive Modeling for Token Price Volatility</h3>
<p>The convergence of machine learning with digital asset management is fundamentally transforming how organizations handle visual and media content. <strong>Automated metadata tagging</strong> now allows systems to instantly analyze images, videos, and documents, generating relevant keywords and descriptions without manual input. This technology powers advanced search functions, enabling users to find assets based on object recognition, color schemes, or even emotional sentiment. Key practical applications include:</p>
<ul>
<li>Automated facial recognition for organizing people-focused content.</li>
<li>Duplicate detection to eliminate redundant files.</li>
<li>Predictive analytics for identifying high-performing assets.</li>
</ul>
<div style="text-align:center">
<iframe width="565" height="313" src="https://www.youtube.com/embed/6bbY5quAE3E" frameborder="0" alt="Crypto AI automated investing" allowfullscreen></iframe>
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<p>This integration reduces administrative overhead and surfaces insights from unstructured data, making vast libraries more accessible and strategically valuable.
</p>
<h2>Core Mechanics Behind Algorithmic Portfolio Rebalancing</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="Crypto AI automated investing" 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"/></p>
<p>In the quiet hum of a data center, an algorithm watches the market’s daily cha-os as a gardener watches a garden after a storm. Its core mechanics are driven by a simple, relentless logic: to enforce a target allocation. When a soaring stock—say, a tech darling—grows too lush, it now represents a larger slice of the pie than intended, amplifying risk. The algorithm, with cold precision, triggers a sell order for that overgrown asset, then funnels the proceeds into the underperforming bonds that have slumped to a smaller share. This dynamic buying low and selling high is the engine of <strong>portfolio rebalancing</strong>. At its heart lies a &#8220;rebalance band&#8221;—a tolerance threshold, often 5%, that acts as a governor. Only when an asset strays beyond this band does the algorithm strike, ensuring trading costs don&#8217;t devour gains. Over time, this disciplined clipping weeds out emotional bias and seeds <strong>consistent growth</strong>, quietly transforming market volatility into a long-term rhythm of order.</p>
<h3>Dynamic Allocation Strategies Based on On-Chain Metrics</h3>
<p>When markets swing, portfolios drift. I once watched a client’s carefully balanced 60/40 mix tilt to 70% stocks after a bull run, exposing them to a crash they hadn’t planned for. The <strong>core mechanic behind algorithmic portfolio rebalancing</strong> relies on rules-based triggers: a system monitors asset allocations against a target, then executes trades automatically to restore the intended mix. This isn’t guesswork—it’s disciplined math.<br />
<blockquote>Rebalancing forces you to buy low and sell high, systematically harvesting volatility.</p></blockquote>
<p> Algorithms typically use either threshold-based or calendar-based methods:</p>
<ul>
<li><strong>Threshold rebalancing</strong> triggers trades when an asset’s weight deviates by a set percentage—say, 5% above target.</li>
<li><strong>Calendar rebalancing</strong> executes adjustments on fixed dates—quarterly or annually—removing emotional timing from the equation.</li>
</ul>
<p>Over time, this automation reduces risk, capturing gains from overperformers while redeploying capital into undervalued positions. It turns drift into a strategic tool rather than a hidden liability.</p>
<h3>Risk Assessment Models Using Historical and Live Data</h3>
<p>Algorithmic portfolio rebalancing operates on a rules-based engine that constantly scans asset allocations against a predefined target. When market movements cause a deviation beyond a set threshold, the algorithm triggers automated buy or sell orders to restore the original balance. This dynamic process systematically sells overperforming assets and purchases underperforming ones, effectively enforcing a discipline of &#8220;buy low, sell high.&#8221; <strong>Automated rebalancing algorithms</strong> eliminate emotional decision-making, ensuring the portfolio stays aligned with its risk profile and long-term strategy. Key mechanics include:</p>
<ul>
<li>Threshold-based triggers (e.g., 5% drift) activating rebalancing events.</li>
<li>Tax-aware execution that prioritizes minimizing capital gains.</li>
<li>Cash flow integration, using new deposits or withdrawals to adjust positions.</li>
</ul>
<p>This continuous calibration helps capture mean-reversion benefits while maintaining consistent exposure across volatile markets.</p>
<h3>Automated Order Execution Across Decentralized Exchanges</h3>
<p>Picture a disciplined gardener trimming an overgrown hedge back to its original blueprint. That’s the core mechanism behind algorithmic portfolio rebalancing. The system continuously monitors your asset allocation against a target model—say, 60% stocks and 40% bonds—and when market swings drift a holding beyond a set tolerance, it triggers a <strong>systematic asset rebalancing</strong> sequence. Unlike emotional humans, the algorithm sells overweighted assets at gains and buys underweighted ones at dips, locking in profit while restoring balance. This automated cycle enforces a “buy low, sell high” rhythm and keeps risk exposure locked to the investor’s original strategy.</p>
<h2>Selecting the Right Platform for Intelligent Trading</h2>
<p>Selecting the right platform for intelligent trading is the single most critical decision for algorithmic success. A robust solution must offer low-latency execution, comprehensive backtesting tools, and seamless API connectivity to execute complex strategies without delay. <strong>Prioritize platforms with advanced machine learning integration</strong> to analyze vast datasets and identify profitable patterns in real-time. Security and reliability are non-negotiable; choose exchanges with strong regulatory compliance and transparent fee structures. <em>Your edge in the market directly correlates with the sophistication of your technological infrastructure.</em> Furthermore, ensure the platform supports multiple asset classes and provides customizable dashboards for intuitive performance monitoring. By committing to a scalable system with <strong>proven data analytics capabilities</strong>, you position your trading operations for consistent, data-driven profitability in volatile markets.</p>
<h3>Evaluating Open-Source Frameworks vs. Proprietary Systems</h3>
<p>Choosing an intelligent trading platform feels like picking a navigator for a stormy ocean. You don’t just need speed; you need a co-pilot that quietly learns your risk appetite and filters the noise. <strong>AI-driven trading platform selection</strong> hinges on three things: backtesting transparency, real-time data integration, and latency that doesn&#8217;t stutter. I once spent weeks on a flashy interface that froze at the opening bell—those seconds cost me. The right tool adapts as markets shift, offering adaptive algorithms that whisper warnings before a crash. It isn’t about more charts; it’s about clarity when chaos hits. Find one that treats your capital like its own, and the rest becomes instinct.</p>
<h3>Key Features: Backtesting, Whitelisting, and API Integration</h3>
<p>In the chaotic fog of market noise, finding a trading platform that feels like an extension of your own mind is rare. A developer once described his ideal platform as one that &#8220;filters signal from the noise without asking for your lunch money.&#8221; <strong>Intelligent trading platform selection</strong> hinges on three anchors: real-time data latency, customizable algorithmic scripting, and robust backtesting tools. The right choice turns a cluttered screen into a cockpit.</p>
<p><strong>Q: How do I test a platform’s intelligence for strategy execution?<br />
A:</strong> Run a high-frequency trade simulation during peak volatility. If slippage exceeds 0.3%, move on. True intelligence lives in millisecond response, not flashy dashboards.</p>
<h3>Security Considerations for Non-Custodial and Custodial Solutions</h3>
<p>Selecting the right platform for intelligent trading is a decision centered on data integrity and execution speed. <strong>AI-driven trading software</strong> must offer robust backtesting environments, low-latency order routing, and seamless API integration for custom algorithms. Key differentiators include the availability of real-time market feeds, risk management tools like stop-loss automation, and support for multiple asset classes. A platform’s security protocol—such as two-factor authentication and encrypted data storage—is non-negotiable. Additionally, verify the cost structure: flat subscription fees often benefit high-frequency traders, while commission-based models suit occasional users. Always test the interface on a demo account before committing capital.</p>
<p><strong>Q: What is the most critical feature in an intelligent trading platform?<br />A: Reliable historical data for backtesting and low-latency execution are equally critical, as they directly affect strategy viability.</strong></p>
<h2>Optimizing Strategies Without Constant Human Oversight</h2>
<p>Modern algorithms now evolve through reinforcement learning, enabling <strong>self-optimizing systems</strong> that adjust to shifting data without manual intervention. By leveraging predictive models and real-time feedback loops, these frameworks continuously refine their own decision-making parameters. This reduces operational latency and frees human experts to focus on higher-level innovation rather than constant micro-management. The core advantage lies in the system&#8217;s ability to detect subtle performance dips and automatically deploy corrective measures.<br />
<blockquote>True intelligence emerges not from constant commands, but from systems capable of learning from their own outcomes.</p></blockquote>
<p> Such autonomous optimization ensures efficiency scales with complexity, turning raw data into dynamic, cost-effective strategies that run 24/7 without fatigue.</p>
<h3>Setting Trigger Conditions Based on Technical Indicators</h3>
<p>Effective autonomous strategy optimization relies on embedding decision-making logic directly into operational systems. This requires defining clear success metrics and establishing real-time data feedback loops that allow algorithms to self-correct without human intervention. <strong>Automated strategy refinement</strong> thrives on a robust framework of guardrails, such as predefined risk limits and performance thresholds. To achieve this, organizations must implement iterative A/B testing protocols and multi-armed bandit algorithms that dynamically allocate resources to the highest-performing actions. The key is to design a system that learns from both successes and failures, ensuring continuous improvement while minimizing the need for manual oversight. This approach not only accelerates response times but also frees human experts to focus on higher-level innovation.</p>
<h3>Reinforcement Learning for Adaptive Trading Behaviors</h3>
<p>Businesses must adopt autonomous optimization frameworks to scale efficiently, leveraging AI-driven analytics that adjust campaigns, supply chains, or pricing in real-time. These systems use reinforcement learning to test variables and allocate resources without manual intervention, significantly reducing lag between data collection and action. The core advantage is speed: algorithms detect shifts in user behavior or market conditions and implement refinements instantly, maintaining peak performance around the clock. To ensure reliability without constant oversight, organizations should deploy self-correcting loops that monitor for drift and recalibrate automatically. <strong>Automated strategy optimization</strong> eliminates human bottlenecks while improving accuracy.</p>
<blockquote><p>True efficiency lies not in more oversight, but in building systems smart enough to correct their own course.</p></blockquote>
<ul>
<li>Define clear performance thresholds and constraints before deployment.</li>
<li>Use anomaly detection triggers to alert teams only when limits are breached.</li>
<li>Conduct periodic audits to verify algorithmic alignment with business goals.</li>
</ul>
<h3>Grid Trading and Dollar-Cost Averaging Enhanced by AI</h3>
<p>Autonomous optimization systems use machine learning and real-time data feedback to refine digital strategies without constant human oversight. These AI-driven tools analyze performance metrics, adjust bidding rates, and test creative variations on the fly. <strong>Automated strategy refinement</strong> eliminates lag time caused by manual review, enabling rapid adaptation to market fluctuations. For example, programmatic advertising platforms self-correct bid prices at microsecond intervals, while SEO algorithms dynamically restructure content hierarchies based on changing search intent. The result is a self-sustaining cycle of improvement, where algorithms identify high-value patterns humans might overlook—such as subtle shifts in user click behavior at specific hours. This hands-off approach not only saves personnel hours but ensures strategies remain optimized around the clock, responding instantly to competitive moves or traffic anomalies. The key is establishing clear guardrails and success metrics upfront, after which the system operates with surgical precision, outperforming reactionary manual management.</p>
<h2>Navigating Common Pitfalls in Autonomous Portfolio Management</h2>
<p>Navigating common pitfalls in autonomous portfolio management demands a disciplined strategy, particularly when confronting the risks of over-optimization and model drift. The key differentiator between success and failure is implementing robust <strong>algorithmic risk management</strong> frameworks that dynamically adjust to market regime shifts. Automated systems frequently stumble by chasing historical backtest results, leading to brittle portfolios vulnerable to black-swan events. A confident manager must prioritize systems that enforce strict drawdown limits and incorporate adaptive learning to recalibrate during volatility regime changes. By treating these pitfalls not as obstacles but as structural constraints to optimize around, you can ensure your automated strategy remains resilient and consistently outperforms through complete market cycles.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="Crypto AI automated investing" 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"/></p>
<h3>Overfitting Machine Learning Models to Past Bull Runs</h3>
<p>Navigating common pitfalls in autonomous portfolio management requires vigilance against overfitting, where algorithms optimize for historical data at the expense of future performance. <strong>Automated trading bias</strong> can also arise from relying on narrow data sources, leading to skewed asset allocation. Common errors include neglecting transaction costs, which erode gains, and failing to recalibrate models during market regime shifts. To address these, practitioners should: implement robust backtesting frameworks, diversify algorithmic inputs, and set dynamic rebalancing triggers. <em>Overconfidence in model outputs often precedes significant drawdowns.</em> Regular stress testing and human oversight remain essential to mitigate systemic flaws in automated systems.</p>
<h3>Dealing with Slippage and Network Congestion During High Volatility</h3>
<p>When I first automated my investments, I nearly fell into a classic trap: over-optimizing for past market data. The algorithm performed flawlessly in backtests, but real-world volatility exposed its fragility. This is the core challenge of <strong>autonomous portfolio management</strong>—systems can’t predict black swan events or sudden shifts in human sentiment. A common pitfall is ignoring market regime changes, where a strategy that worked during low interest rates fails in a high-rate environment. To avoid this, I learned to build in safeguards:</p>
<ul>
<li>Imposing upper and lower allocation limits to prevent drift.</li>
<li>Incorporating volatility-based brakes that halt trades during extreme moves.</li>
<li>Regularly reviewing the model’s behavioral assumptions, not just its returns.</li>
</ul>
<p>Only then did the bot become a steady steward rather than a reckless gambler.</p>
<h3>Transparency and Black-Box Risk in Proprietary Algorithms</h3>
<p>Autonomous portfolio management often stumbles on <strong>over-reliance on backtested models</strong>. These simulations rarely account for sudden liquidity shifts or black-swan events, leading to catastrophic drawdowns. To avoid this, combine algorithmic signals with human oversight for final allocation decisions.</p>
<p>Another critical pitfall is data snooping, where your system overfits to historical noise. Use these safeguards:</p>
<ul>
<li>Cross-validate strategies across uncorrelated market regimes.</li>
<li>Implement hard stop-losses triggered by volatility expansion, not price alone.</li>
</ul>
<blockquote><p>An algorithm without a risk floor is just a high-speed gambling machine.</p></blockquote>
<p>Finally, ignore hidden fees that erode returns. Rebalance your portfolio using tax-loss harvesting logic layered into the bot&#8217;s code, not just calendar-based triggers.</p>
<h2>Future Trends Shaping Autonomous Digital Asset Strategies</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="Crypto AI automated investing" 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"/></p>
<p>The future of autonomous digital asset strategies is being forged by the confluence of <strong>adaptive AI and decentralized finance (DeFi)</strong>, moving beyond static portfolios into self-optimizing, multi-chain yield engines. We are witnessing the rise of agentic systems that use real-time on-chain data to predict liquidity shifts, automatically rebalance across tokenized real-world assets, and execute complex arbitrage without human intervention. These autonomous vaults will leverage programmable privacy to shield sensitive trading signals while interacting with cross-chain protocols, creating a new paradigm where strategy evolves dynamically with market microstructure. As regulatory frameworks mature, these digital stewards will incorporate compliance-conscious logic, ensuring robust, transparent wealth generation in an increasingly volatile and interconnected digital economy.</p>
<h3>Integration of Zero-Knowledge Proofs for Verifiable Performance</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="Crypto AI automated investing" 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0wAPcK8x58xG1EtjC1TGhylHE4it1upc/UXvFxuJuWbEVAcoXR2stuoF+fnLt2+b9K6kDU3I/pGNBAmckg5gLZdfWNqKFjMcTjwCTiaw3nIl2uR3GsdsViHqFeMrFSAt2dr2+s15FqLpchbg2W5J6X7SlcO/VCEbUaamTbiLFRr4ndf/ADlc1M5VRvCUy9SRzv2jtX2gaO/fG189UgZXqEXUC1/PWWGjlW6ra40t/rIcNVpqwJbVRcsvnfTtOeLOqkrFBxONAucRU/8A9G/1k6WNxxTJSq1XOYNZbs2YcgOsdqRQMWV2ygE5UuACeZN9BJoKtCsHpq65HDKp8PLrp1+cYZdy527EsTtKviWBStWRhTAYKWpktzJIvr8rShcTiwoq8ZVHUXqMSfIa6RzSbeEjMoNxYm+vaMKSUluRYk8iYwtwjO4vI/E4tHpvSx1Ujmbk/fXWWGtj2Od8QwZ/EQrsAL66AHQSt6Tq1ihW4BsexFxGbKhyB6bAaXzkf2jFmskGQpLGk1y1sqnnaWVadBmzE5XQAC2oI9flNdGjUdjhaQAYeO5OUD5yK0HIYsajVAxzEtow7Wn0MPo8TkjOKFjdQBcW0iFN0y1FClidbre80pQdz46YVG0NgBb5CaVwNQKHUBaQ1DMbXPkBzjb+iKS8g2oXIVKtwEbKugOnYmSPgZ1BZAdCqm4YTe+FW10uVAvrzjrhi4RciFb8zNKNvAyB1OiUZSwGVjZR1HrHahTzuEbMAfePSa6uHQHNTNjfTJTyiTGEumZmBPbv6w434sS/2DRSY52IBKqSpI85Iqwp5FpnMx9fD6TeMJVAVmGjErlBHi/0tLaVBVvTYFVU85FTT7jIwUUVaqBaYqimVd0c5Q4v7umv01jV0/XcoUpB3Nwg8I8hfoJu3K7wNTpl+fv2+slulXKMoRnWzG+r+Z85rFLixVJGFab06abtyBZ1uOoMSYYBDXpotRFBBDDVSf3WH9fObOEUUgVUX/3ze3pykUo2OjW6G8W+g5JGOlhQCCrpeoSQCRraXUaAKZ61ULm0/jYm/TnNa4S1VHVcoF7m/OSNBCgUJuiisQQoJLXuB5Rb6M7iMZp52ZglBRTW+UFgNNL69eczrQZqRDqCb2Lf6wrSweRS53WgtbW+uukimHLtZqqgE+8BpeZcL+DLqPwDVoqiWN8p0Fv3H/yl26ogODQDqVAUFiCp76c5vcVVLZWC3uLKORHU95LIa7Uxit7Uygolui20FvWaUfoKo7gp6FNnzJTLDTKGHMDnrJ1sOtMFWuXziwA0sRcG8JLRarVQYqoAVAUFlzcv2kRq1NHbd67tWLZVWyDyAmsEbyBXDsTfJmvzEk+ERV8FrVFsRCo2ezU8xdMxqlAALsTa4Pa0zrhCuY87Gxa97mZcUvBlzs+5hpYWtULbs07UbNqdRGbDV61YOyKLBmBQ6Eg6n6zfTw9mLdDLBTdaO6K5rsXBHTy+kzhzew3EC6eHNaoAmdyxtdRmJ9L/AOsspU6aqrVszgVDe+q2GmoGs2CgWAzXVWNrjnH3NfoLW0m1G/gm59mWlRq1cQ1C27FQjMO9tbfLnFVoMruC2UobA+XpzmsYdlswUMegPWMtOoibkXym7BSRp3/tDjbwNz7ML0x4w1MA6G9vd05yylhyyFDSsCtrKbDy+82rQeioCL4ubA6g9ogASoRHQFNf1PePeVU/ou4jLhjUw9Zqi1Hpq9Nr2AYnMLEDoL685GpQysiLUzrzFgV5jkb6f2m0YfKwCFb9AV971Mc4cDwqGObmGNwI2/om59mHhqq1TTygW94cgPrrJrmrVt3ig+6dr1RRtmC9SAdL8uc2tgnKbyq2QVmLXspbT7iIYV6i5SzUlYcm1uO95dv6G4/YNWiUF1zqDdeYzC/IXHTvLRhDQp3erSKkGy5tR9pp4cU1HhI1tmtoR/66yXCu1g7Eq+rEDUybf0Nz7MTUKK00YVSzMoup5Lblb+8Yqrkl1BIH/Z/1hGrh6dVnSkALnQnmANLGOmFAVAoIF7W/tG2xufYOXD0qi5q1K99FN7WPfW4PyllHB06wKU1SkqDmwJzeQ85uelUIy30N7dpWuFUnK9gp5krf7RtsqqLyZDRNwy0wEvbmcp8gTrHemzeNn8HNUY6C39Zv3IzW8RpK5CFQALkaaSPCKpTLUzMCCxta5PMfKNt+iOaZhqUXXd02/aOwBsTfWWrh6SgVWNHMrAZWuCwPb09ZrGELVQiUDWZmCU0tcsxPQdZfVw1RcQ5rUqau/hqU3B/TYfEP2nyjbZMkZThKODxJai5IpOp8SjxaXBI5WvpaPi6lCurVMNSNOxBNRicz3I6cgBqNJsNAoKddWU1bi1xm1Xk2vI/a0hUwlF6uSlvWIOYiw97ry06xtsZIxLQZ96FoFaTnRSSdQe8hhcHWqVso3mcN4Qq21v8AeENxTUMm5AdhpcHQ9QR5i0luqQYhlTKxPiJ8V9BYDpYxt/QyRjp0FoDeNTdQKgY1WNix00Onr0HzkXYL4gylGWz20BNyegF4SxNGjujUSiaJZjYsdLW0GuveV0MHcKiMXZ9SBy+c1tIjmkYDRo1FR3qMHubKw+mvaKts+saK1Bhqjg8yw93+vi+fLoITp4GrvAtHEImuYneaAjl/wI7UGoYgUgVqU0YEMrHKTyv5yqin2M7iBNGmqqqUqVW9Ns5YqCU+XaRrUCgIfXeG4vDHCGpVKKoYXI0Ngw9THfCPW3dKmaTVLaFUsbeZ6mZdK3FhuICU6dVaZpIoZb5rEX1795N874jEV2QJvmIyqpspIGmuttIRp4Aowp28fwmWDCs9RlVFBAvZeQk2/ou4gVSomkGAKJmQoSVBBB6a8j5jWPUwRRqYyWUJ73b17/KE2waX/VRmHVQ5F4hgstINUe6OLpYX+vaNv6I6i8AcUFVd46ZGvzMkMOz1GADC63RQOZ/0hilhlFyjqu8pvTUtTzakaDXkfPpIpg6iqAw1uV536y7f0FUQIXC0yyLTUFhVF3LkA/2EanQGcqwzEllCi9tT3hWnhhh6zMbMVBKlUA8RuLenOMMFnGqMuUXNkuFJ58+Ubf0RVPsF8M2XdFAz5gAQbj0kFwylwHYKV94kEgfIQq2F/TFmLedrR+Eqh8tQlGfmGUi0m39GtxA1sM1RgVwzvTUGxII19evpK2w4AUKtybFl639YUOHdUK2NybEEHMPMR2woRSoA0sxsOncxt/Rl1PsG8METeLdbNl8JsSPOWJhg7DCUVqVN44qLTDm7VOh1sBNzYZafhZCwbkRUt9usdcHWqf8AJxmViczKq3t85dv6LGfPcEtgitcoufKNL5fd79Iq1NMgWoQ7aAva2UDkCBpDNbBXoiq6ZLsE0GY37+soNDdIrrVswJVVA5fXl85Nv6Om59mClROHWmgp06oZS5K6gd9O4lK4XEE7qlTD1GYgKvvC/L+ohvcVmxQrNRDMiBLgrfQeUS7OzUioCAAgszAnmdSLcj6xt/Q3H7AjYEvnupFVCQaa8yet49DCV6lfNSpVQzKQwo87W1/pDVLAJRaoVtlUkK66MQet+vpHbZm6rPTroVBujFRdgdD9dR942/obn2A6mCFV9CKS0qYuttAw6D15yKYY1KY3dBtRvGLJzW9j1nSVdk1qOGH6VBadI6upHO3W3kY7bHSnTr4ex36JcfqaZLXPh6m0bf0NwBbQwrYXe4NKdOzNmvSbeKw1AsTa1u+h9ZQuBqBQhAICAO5AG718Wg5i1tZ0f5VTRxTxNEUyEVmTOoeoGIAKkcjY9fONidnU8BXWlRBUozCyp493e2VyNL+k0qaI6j8AbE4RS9qWz6GGRUpU2FNyWqvfSquYkgta5AIGvKZjgazUlxZpvUsuaoxsLG/XznQV8Dw7ooYVdB4XXNT/AN0jqOmsx1kVFNN0ppnbVQSVXytG0jWUvYDrUUVFrCqczc1yeH/1j08MdyKtekGXxKt0Pib4SQdO94TFEpUfKqIW0Cg6KO8vFHC4dUanZzbQdCfO/WYdK/guUvYIo0A1ekHy0U92o+UkMPQa/SVHZeIK1XVhTFO5CsxuBfkLw9SwgeoK+Go5b1LU6YUqwNtSSQBa/nNf5Y7VN5iEo5b3y6nM3Y8zeTZ+irJ+TmTslhQpsyVXawNRVpEZCW0W/I3XWUtgKhG5qYdy+inxG5+U66pQxeHfethlYiyhB7wvyJbUDtbtKcZgcVUXcrRp1MtmCg2IY9JNpEyfs5lXqBWRWLCtSFKoD4Rz6gc7WmSpQqlzlAAGgHP+sKtg6lJGYoAbZrctCbX85mOGZV3ivltyPeNpFv8AZgxCZ2Sw8QUBvNo+Hq4zCV+Iw1RqdTKVzL2IsZe2HLVBkGbzPOO2GZXKsyei9fQc5HTS8DIwikALEaibKW1trYSmMPh8fkppoq7tTb6iXPSalS3JpsjBgcpGU2t3le5U9RKqSJk/Yb3JemFYWsb6cyZHhyWBAJYm0KPhr+LkZbTwoAzA3JFp79pnjU2ncGChVXKbi6NmGkd6bOMzXIL5wR39IReic3L7SXDgXWpTOsbTK6uXYFNRqAkKxs1xfowly0CFRVAAQWm/hgVVUHhSWrhww8I87+Q6RtMKtZWYL3Lb0gOXXottAZJcNTLWRbOedzClLDKQ6FfCTm87yIwuamcyjKTa/WNpjcXgHU8IlS5GWnUzZQAND53khhGYAnMRyYE9ZvOEAUDLcAWCiX08LnJYrqRa3ISOi33G7IGJQY4QYcU6AJbeGqf9of437SpcMjZVajd85Ba1+Y/8oVXC0yoJRSKZyt4dL/6yYwuRhUQMrA3VgdR9JVSaI5yYIOBCBTlvpc25CTqUaVSxFEqoFr9zDIoEUi27uHOUk66xNghmAcGzDQ390yYomTYFTBsB7hIv3/p3k+HcLcU9QbWv1hbh1IChCchuCCdDLmwwNLVbMxvr2+UYoiaXcB8IqsWcWYajW95NcEtRlDJZX6Lzv39IXGGV7Kaa3C5QbSRwTtTWja4VrgH4uv2tFkXP0BquBSkFWx1XpzMcYJldd6mUW0b+8NLhrOGy3PnEuGJVlylrHlGKfBVNrkHLsxqlMNYZi11J0JlLbPq4aoBTr02zC5Cm5HkRDj0Er4hlpoyggBbakGM2DfLYgkDlcWMmwa3wJiEaqxqtRUOx5jSwtbQTPTwrBlQnRiek6M4PwLTUAlup1IjcA+e6ILAggnuJcMeDEp5u4DGBUEMzCnTJtmAuQfSV8L1HXnpD52fmOdw6C+thyaSbZRAzLmKdGbS8Yoyc+cHmVgv/AFRblG4cMLqCR6ToBgWQFbAhuZU3+XpK3wBDX0Krq1uVpVH0VNLuAhhs6glSFXnJLgwQVpoGLaajl5iHa2CDg1KS8uneRXB+FK1rEm4XtaV05MXT7AMYSwsF5acpOrglpOQPE2UBrDQddIZfCtUcuVtfsJEYKwAsbD7yqEiAZMGaqklCpHI9hJ0sKtI5lXMe5hjhdb5TrLBhGOQqtl/dpGEgB0pLTcM2HDqFAZWNw57nziOFRS+6olVPQkt6CGVwqlNUvblHGHOrpTKuOR8pqNOTQAq4JFUU1qNnb3lb3RJ8Kt2p1KR0IuB1MNLhCFJq0wytroDJLhBqFHjOpMu3IAE4AtmdgAjN7nVfI944wzXKsAdPBpy9IZOCyAOQSXFye5kkwygahiW00W9o22YyYFXDF0QBPHazN5HyibZ1RNDYE3tp9J0Y2YrlbA0qYTRjqWP/AJyCbPIUneA9NTrG3IZM57hXptqt3AI8lMtTCKSoOUk8/DqfKHDs5ybixuLXllDZbmy+EMNbnkBG2xkwHwR8TgD9IbzxNa4BGn9/lLGwbqXqrRddQ+eodSD68xDlTZb2JKip05eG1raecT4Xe2FUs+QBRmN9ByEbchkznzggS9KnTyKSTbmVHa8c4VwoFNOS2cD93f8AtOiGzwSXBF2Goi4EIQxU8+XeNuQyZz5w/wCmVUu1wLXOqnzPWXDDGovDsKdRarrUZilqgsLWzcwIb4Ogy0lRQHuTVJ5H0HSMmCVDd156anWNtjJgdtnU6VKlnwVVCy5gXzAOp5EX9JWuFVWvkqEkWHi5Q6cJVdSSrkUyUQ5rgAW0F5FsLUFS4p5bC3KZ2CNtgGthBmCbtQTyAFtJJMELhGOVT1Ih/g67KgKaEkXtraIYPRh71xYgry8vX0mo05R7EARwCgAqgzsLkW92WVMKSd4bMCubwrbL6Q0uzatXPlRjlW4PS/aSbZtWkjK4F3QEWl25MAGlQBUIUZbLZiVvmN76X920iMMiEmnTe41JI1M6CrgXfXUkC1jyla4ELfIgUkWNpNtgA8H4SzJciLgyou5s9728uVx8oe4E2vcBRqw7+Uk+zgF3jqTdsotztG3IAB8CB4kPM38R0Bi4MLTCGmc5bMzXuD6ToKmBUkGkrKnUsJAYP9qUwuf3bDQesbbMOTTAJwSKuUD3SCe45f3jNhXKtUUsUzDOWOlzyv8AeH12dmIUiw7yCYFgQoOhOrD9tusu213Ck2wFU2fpao5HmRGfZpD5nYvcakuSfTWdC2AKMWIDgm9vLrK+ELVWqBVS3iy2vlPbzhwv2Ng2lst2qUg7ACqd2je8yg9bSptng7lHpkFHKBralfMddYZ3OIRWemd2ToSNGLdzEtPPVDqLWAy/y9ZNtgBJh3oO+6UkZclmpi5HoeUvobPpvh3OIyqqoXV3UliR0FtIXyOM28W/6oYFzyMVXC1E/wBotTKxzBi3h53tl7S4J9hewHq7MxKFSaaKt1dgCACLc9PvG/KRSKvSprWIQip1BPn525QtVCa5KS5yMy2GinqLeckagXc1KopBVond+EgZuwt25woW7msmBcLsxsXXOFopSpoASTVORTbU69+cpOHO9KAllUndhPcPfXrDjI+JQYdigQizOQQt+f1lb4epwqUWqELTXMgIAJ9LRtt9huJcMw8OtcMRh1Wo1HdkDwHIL+IAaWsNesbEU1WhQpUaFIC3iKsd4+v7uxt/SawAMOtKqS9NiWyt8etm+8gcJhKpCph2QhDcjUjyvG2xuxMGKXhENKkaLLXH6tEPmYAG4z6aG4Ez1WpVXqFaLClckM5u5YqDz62YXAhfDUKIXdU1KComU7sX8V9C0mmBFRqa4lKu6JygUVW4J00BjbZVWSBFWrhqdSogo3TEBfC3iZQNbg9NYd2Ni9j0nDVNktZFAaoXKs5vyP8AEjML89fKD8ZhsOWZ6FEUruwNMHNkGlhc6n1mRqLiyITYa2vp6zLotl+QjqNv7f8AZ7GUKlPYvs3s7CElG31Go9QAWswbOTroOXYziMa1bEVmqVWpHeuXyhRY9LiE0wztd1UIbZ7qhzW7+kg2D3eSizgu5zkX8Iv0J7/6zntNMvyQNVRCtPe4UsEOZmUc/KOVFPJnp0jSbxgDl8z0IhajSFqlLg6VdqtNgC6XNEjkVN+cz1tnVaNbJVpNTe+a5Hveh7TWEh8orwzBAKiVQQ4uURs3L1k32wWxT4miLu7ZmNWkGsfK3KOmzamKpLSVFIZz2Hz1lYw4pKabBlBJ08ulu8YSOkNTwV4/aGOx1YVLqy5QClFcrEDmbQfVbEOv6tUlrm1wR6C/2m5sN4ju8wN9fFrGqUXcGoSdbCx1OnKY2bldZMDtRqArvM1lFiLk5VsdB5XkGwtWlalWpOngDgMttDrC7USwsQZDELWxDA1qjuVUKCTyAFrSbBncQKFA0ytRRqDcW6esWR3qPUqaXu3hFrntCW4Opynxc/OTpYeiod6wbRbIByzHleVUmjSrJAqrRAfR95oPEfTl8uXyjDDU3Abd205CERh9VGW1+elozJTUlVz2HlOTpSuN8PGgVubXy84zUKpW4pG1g1720hrgXCZyFN/P3vlLWw29GTLawFjbtPqbSXKPHnH2AnwzZguRVDgFgvLTtLEwgCEHXKLi55w3+XkKWCjeFgb9LSIweVTm1ubnTrLiwpJglsOrBRSo2Ye/bkZLcNYJmCjl6wrwm7JUoQbd5ZSwRzBygYNpy1HoIxZckB1w9mH0lrUVVShW9vCNIWOz7gjIQegPMxqezySDlJHU+cmyjLmn2B1PDU0Uiw1HJlzfeQNAqtjT0bQm2loaqYF1AKXtqCBJLhSQAbAuLWYRsoiqYApMKyICrEITYgDWTOETS1S/qOnaFU2fWZimTQC41jDBOau6ya/2jZRrfYOKEjctZlWxW+lu0dtnBWqFajVF0yF1vc+kKrg0yqGTOp1/0k+DUN4FA00jEuSAnCmwGU50NiLWBEup4Y7o1RTy3e6k8gMvKF+EW1iNT7xly4anmXfXSkSCbC5ta2glxYyQC4JnJZxYjpa0spYMqwa3hBJJhlMM65nBzA6AseY9Okhwo92xJvcW5RixkgUcEh1jjB5VLIRqLQpwlhlCnTSXUcCx8IFza/aRxdhe4E4cU0FSn4anI+YiXDF10B5XMPHAI1ruBpHTAgLy585iMXcrdgCMLfMoHhAGvnG3JygMCLQ+MGBZAp8zJJgaYa7rmFp0xZMkc/wxPeWNhA4sGzjKOfT0hwbOQi+aw66cpJNnhARbl94xG6+wATBFL2Xn1kWwdXOCqKV7mdFwajUrYd7R+CS3iAB7WjFmZO5ztPABWHMaXbzjjAgMWtftOi4IXva3hA0jHBAc7t6xizIA4MP4iLHtFwKw9wV9cgA7kgCIYIE2CRiwAOAS4HUyQwA6d7Q62CQkC2nW3OWDDKwsUyi3NeZPnGLBz52aV0Kx02eBclQfWdCMDl0HLz5xzgUOtjpyjFgAps4VQSKd7djpJnZtEIm6L7wL+pmGl+y+UONhEVAb2PW0muFU28JizBzwwBAJsNOnePSwQRSFQi+pvOjGAUqWty6R/wAuJYKFvmGluci57EvY54bN8K6nRicvUC3ft5R12cl/GLdvWdGMFZtadtLGPwNM6FfOXFjJAOjsxkO8HiI5fOaDsxQCeXT0hlqTVAwcDxEHQSYwwsLCwvcgdRGLOikkgLR2bamPEWspuF6azOdn0lPgJIOus6DhQ36mUqpF7dYxwa6HLoRf0izMyrNoCHBoUAfDrlC8r8/OUts4OAFBuToP22850q7PplLsNekd8Cm7yooBizM55dzn6uyauDqKjCm9vEGp6ggiONl7xRSorUdiLkAde0PU8JUp+7zK5STJJhWUBFGXsQbEH1izF0c6uz8ihawJNsw7Wlq4S/61Wod6vhSw0A7w++Dz2DuCFGUgdR/f1kOD7jXyizFwA+GcsqXugub26nnEMGN2CNdZ0AwSnnEcCNbWtblNRVhdAbD0aiu4RgiDxAML3PTSVPhnZiX1Y84dGCGUZdL8gRrH4G3PQyNO4yQBp4FXbLzv5kSR2eDlpsLWBv4bffrDowg7LHGF0uwv3IkxZb2OdGEsApW3jvcDWWVNnU0VTm1OpHaHTghckggDn5RzhEKkEa95qKsTJHPcGGUsevSVpsyrvMyDIAMxbnpOkGECqQADfvJDDZahqKB4hlZehE0Lo507PAbI1NQeVgdY/wCVj3lpm4/aRofOdKy0yWq08JSpHkABc29TKy7AgFF18pzxYujma2zgoygE/wCsrq4XWwXRNAbc509ajv8A3mtf4ZQuBD5wPDl695qKsMkc42CcqXtrytbneOcBu0C5MqHRT3M6NsIqgBiW9ZS2BUsbhgGAsbXAkadxdAFNj16jL+gdeRHOVnBOzjfB2QXuWW9/SdG2GZbsCSeROY6iO+CT9Sm7Mc1rFRJixkjm6WBpsAjKVQvm1NyFtyvKqmDQ0twMPoD4SxuRfsek6Kps9EKizG/nEMCtNmpqLAjN4RmA9e0YsZI5w4DGOlOiKbsrt4FBzXPpILga9HELnoeK5ULUBBDfOHnwzqVXMbqDly9+mvSaadeu1JMLVd92j7wAm4Bt1v1+cYsXRyVfZ90yW/UBOYgaHtaKlhHoDc3vnGtuYnV1qmKr0hhixdeWlh/bpMtXBDDqu5ysWubkeJT6xZkugFh8E6Nkp0FqXe2U8yeh8j5yvE7PqCqzLTcVU1cMfd84eWigQlmKNYhWUauex8pXUw1OohqU2IuBc9iOY/pFmLo504GtnUMl295dJA4VWJL02Jc+IWsDDvDuKgqOTUsLAE2tIrRamFQM1yTpzt84278st0BBTqsCiswBBW1tLcrekapsxgqK2V0PNqep/wCBDxwzVl3YA3h1DgWIPK0r4NcOWRqLOx903Oh+XSTaRnOPsA1tlmii1EqbwkWuKeW4/vKauHbKq53CrpkI1nStg3qMtNWc2GYi2izLXwhYs4FyNbk2MbKCnF9gM+Fc1VqPhVWncAqqELp/fvKa2ERiam6ygt4KY5AToHwgJuM93OYhm0GkgdnMxHiUfeNlB1ceDm6mEp2dioQsdQO3aUPgrLcLe/K06ThaedS9IkctdNZXwIpGrSamahvoUNwPQxtIzuSvc53gWK6oRmGlx0lJwbqcuQk8hpznR1cNnqsVpOiiwAaRTDVKVQVFYrUBsp7Rt49jSrt9jnuCq3KrSzNYix9JA4XduArEsqjQ8hDwwIGYtmuQDeROBU6EafeYlSydy7sgC2Fcm5Oc9xJbhe0MNhLG1hLPy6qdVp3HQ5hM7BN8OphQfGKYzDl0Eu4RRTsrMG55QL38pvFLLqoW/nHTDsihlf3eRvqs9uJx3AccIVQGxB7cojhsq+Ia9IVp03UsGpls2lyAefXUyXBKxve5PSMSOb8AhKLMSSLmSXDsjiooIYQtwWTXL72vLlFwl9eUmJM2DF3gUgJuwefnLVpILOLg68pv4JmIVlI8zJjDACxKsB1EYlzMNKmVQqgzXPJv63khRLHdsqluZa027hbWlgoBAGDkltAMvIRiWEm+5hp0GUIUsulzpH3AzBlNyL6zduBHGGHQH5RiVzs7GFaJ93KLHTlLqeGo+I10drJZcvQ3H2mylhwPeH1jrQIB73jE6qQOXDo4upv0OnWXJgwQPHz+03LQW3ikhhwVsBrmlxGRiqYHky2J5aSAwlQG4X7Qjush1li0cwva0YjIHrheRKi/PlJrhSTYLfrpCa0VsBpeSOHKa2tMNeA5AuphrH/ZBb68owom92AseVoW4dn1y3kxhtBdB9JlKxFJ+QVw5y5bRuFhjhC2hW3yjHCZek0XIFCgTplAA79ZJaBLKLcoT4a/7ftJJhjm937QMgdw/dLyJwjN7ii/mIX4b+EQw5HJYGQJ4X+JiGGt+2F1wwzC66ST4UG2VbwMgSuEQjMaep62jthUt4gwHcCFqWGIPiW0kcHpqth3tAyBdTZ9NR+g2cD3iRKhhFYXKmGVwgIsrG0sp4AZGNvtAyAb4RlOg8PcjWOuGXdi9y99dLaQ3wovkUadb8xHOBuCbZvIDUwMgJwgaykgDKTrEmGFwSptDZwhPiNMHyItHXB2IJp2HpBzd2+4IXDldCussSgSLi9hzHaFzhFbmBEMKq6ACV28IJPyDuDDC4XnGGAOpI5QsKCADlHNG9rG8hQTV2dUpFQad82o9JaMEumkLiiWAub201lgo0zYHKTBvLiwF4NcoW2giGDUdId4OkdCh+kQ2ajarcesGeAHwo7RDDW6faHPy4Z7W0taOmzcp8bKb6GVJMqVwHw/8R9JYuF5EAX9IYfBqpyhQQOtouFa18mnpIydmCKmEq1Ls6l8ovcWFhK3wZVyKatl0PiAhrhS4y5LjtaI4E9Vt8pVyVyuA+F7jWLhfKHOAv0jcDl1yy4r2ErgThR2jcG/QXHeHOCB6Wj8EJGTswHwvlFwsN8CO0XBhf2g/KQ05XQD4X1P94/CfLzhtMFSzFqqkD+POLggNbAwYAnCDuD8o3BueS6ekOcGpNsoHyj8IV8OX7QAE2EDG5EbgtLKt/lDbYankXKhD/uNpEYVui/aABRgAosRIcI66lCQOkO8K2vh5eUXCMbgrAAFTCiwPfpblGFGtlCrfKpJGkPcEB+wf1kHwQLcgPtAAPCN+7QdTlvGbCumUqeXbXSHuAXorXjfl6j9gEA5/hX55Ot+UY4W973FzckCHTgQKmo0tGbZ+hsvzgHPPgUVlem9yDyK6RNhGFMjdgZjfUXuf7Q42zyNWU/MRjgxyLQDn6mDqZb5CHuLFeQ9ZA4ZkysFFl017zouEAUqp0Oth1MrbA6eJCB5iA3ZXOdOGJQJ0XlGOFBBGUC/O3WHnwCk6CR4S3hZb9FsOXrBmMsgB+Xrbw6HzlS4Jic2UqwOhAnRPglA92+vSQ4In3reUBys7AJ8IXLM5OZjmZuRJkDgXQXJYEnQ9Yfq4QXAA0y2vK+FK66mDkwCaFRCLVH8+l5W+FUs9SpTW7i3KHqmCNQglbyDYEW1UaSpXJz4ACYJnOVluOfKMcG6qwVQAdDDYwg1uCNOkcYM7vIx5y4jnyc4cGCAjLyldTAZTpTGk6B9nhQFGplbYNnf3Tb0jEl2AVwRVmrIg10sdRKH2e1iynxEWIM6Q4AjQgiQfAnW9Mkd7RiTP0c0cIxFmW458pWcJdQVQj5TpWwSqpIlBwZZVFrWvGJM2c8cCSb2P0iOFo31eoD2CXE6DgGOoBlbYNsxysbRiXIJ7h/gWOtA3s6jL5Qrwj/DFwrj9l5s9GCBm57rHFAE2AtCXCOf2SwYFgb5YGCBq4e3Mkx9yvaEuFI94RcIx5LpAwQPVXRGRajWbmLSO4UHQaf3hLhH+GLhH+GBggeMMCLiT3KgcuUIphHy+7HODci2WCqKXYG7gWBtLEorblN4wrAWI0khhiBYCDnPuYRhx5R+G8pvXBuMpe/iuV+Us3B7QbaklcHLh1A8SE/KPuL+6LHpN5w79FEsXCPYG2vpBIyb7g4YZxqQCesXDFeRtfXWFVw1QnW30kuEbsPpBsGLQ5aSw4c+Z9YQGGIkty3aTFAwhLCwU/SXpcKPAJpXD35iTFGwtljFAoDg/wDNj6SLkE6IPpNJoEi1pKnhuehjFAx7oEZskjkHRLGERQsLZY3DDtGKAOyt2khTci9pv4Un3VjjD1ALBRGKAOWmzMF5XlgpMnOxv2hAYFhyEcYNx0jFAxLQdhmBEsse02phLC73A8pLhh2nNgxpckl/Ge5ElkLeIWGX7es1jD5eQiNC5vy7jvAMrJfMQF1kAjC/fpNy4cZhflJPQUWyj6zUUmDAEpE2qEqO684+UcrEibNx/ESzhPKXFAxbgWvbnHGGzC4E3bhrWsJYlA5eQmADuF8pJMLY6iENwfhERw5PSAY1oqNJMLqBlE0cMbmOMOwN5tJWObk72Kt2fKSVcotLloMxsZLhj5zBtRSIqWsBZbS+kiljmVeUVPDkjW+ksSixMjimaTsMcLTqtplli4FSCotoLR1ospuLy+iHBvppM3a4N3h5M9PZpzeEC8sGzqg50wZvpEkZuR8pPM3eYlJ2LF02wYdnm+q2Mi+zXK/7MmGVNwNBLQB5zndnVKl7Oe/LWHOnaN+Wn/LnSqqkG6gyWSj1WaU2jWzTkr3OX4D/AKOLgB1S06bc4fsYhSw3VfrDqSRz2o+zlzg0Btk+0kNn3Nt3OkY4dSV3QMqD07+FNfOFVk+6sZlCK7MA/lv/AEevSSTZTvqyAeZhqo17WAHpIKSrXuT5HlNqTaM/oXDBH5CnxiMdgj9rCFmuBcRlLG+p+Uj3EirbbBH5M6hlCg36yDbJxBzEU+cPLUZRaWGqrDKAQe8ypzXc3jB9jmPymtzyi3eQfZ5p+8lz5Tq1VWOoHpHOCSqLkRvW7k2b9jkODb4YjhCPeS86c7LW/umQqbLFh4TKqyb5GwzmGwak3yGMcC3MATpfysfCZWdm2PIze7EkqMkc42ALCxWQODyabsH5TpmwBA0SVnAE/tjdiY25HOHC6H9MfSVnDXFrEfKdM2zzY6GVfl57GN2I2pM5w4MdiflI/l9z6zpfy89jKzgm1Fo3YmHSlHsc4cDYXI625SDYEE3A+06Spg2IGg005Svgz8I+kbsTDpyfc507P0Okp/Lx8AnUHBixuOkqODvyEZMbTObbAqptkuT0lbbP53S06V8Hrqov3kDg9DprNRk7hU7dzmTssgA5ecrOBANsk6Y4Zza6iw0kTgFJuVnTJmJKzOYbZ93DBOUY7PAGqn5To6mDVOSys4bMLBBGTMnN1MCgt4T85B8HcABbEcj2nRVMGwI8IkeEHUaxkyYo5lsECLWP0lZwIXmPtOk4Nu32kWwJbmPtGTMNWOc4M9BIfl/l9p0v5f5faQ4M/CPpGTIbTsxOlNvmI35cBySGhSPW1o+5X4Z58vs+l3A67OS2qC/oJH8qHU6Q1uR8Ii3K/DGX2VqwHXZlEe8pPykvy+gOSH6QtuV+GLcr8IjL7Frgn8vT4R9BF+Xp8I+ghYUQTbKJLhv4iMvsYgfgFHID6CL8vXtCxoAGxURCip0yzUZryxiCfy9T0H2i/Lk+EfQQxwwJAsNYuGFyMo0m8kxj9Ajgb2BPu6Dyi/LwdLfaGeDPZY4wuTUgRki434YITZ6AWNh6yfCdAv2hdMItQXsO0tGFQAC3KMkTbx7AWngzf3Dy7SzgS2tiIYWgAbkSYoAi4EZIYgT8v8vtEcBb9t/lDnDDyjHDgaxkhtW5AfCW/YRH4b+P2hxcOrakSQwa2vpKncON+4B4b+MlTwq2NxaG+FTt9ouFTsfpF7BRt2A/DJHXCrfUfaFuHTllP0iOFI/bJkMQaMIvRfoIjhl6wpTwx18BlowVxfKfpGSXkYghMOpYdZZwq9hCi4EsLqv1Esp7OY3zKJM17NKnJ9kCDhlIsQLR1wy5hoIZ/Lj8AkqezSXHgEy6sPY232sB+DRuQEfgF7CHTsu/l6SxNmWUCwmNxeCbBzzbPNtEkPyx3/awtOp4AdpKns8a6RvtDYOU/LXXTKTG4ZuVjOwGz06rrLPyyl/lL9JPkFVC7scYmFN9QZaMC7ahWnYU9lUidKa6eU0fl1McqayfIR2+GcYNnVCB+m0f8tqj9hHqJ2vB0wNKYuJBsJm5U1lWouR6ZQ4ON/Lax/YD8ovy2t1T7Trzgb9AIxwGh0Eb7OLoK5ySbPYH3SNJPgiOZM6U4G3SQfZ+Y3yy7rGwc8uCYEEEyzhiOS/aGTgWGmQRcE/wCXO/cbTj2BK0AB4uckEUaWEJNgHJvkEYbPqA+6JtSjYYP0ZAqjkoHyisOwm04NhqUES4Mt0WYuhg/RisO0moN9bzWME99KZPylvB1P8ALMl0MG/BiGnKKbhgap5UzH4Cr/lxdFwl6MKKGYA2lu5X4h9ZqXAVQbmmZYMDVblTMZJDCXowGivxD6yvhj5wp+X1f8uaF2XXY23ZEjnFd2VUJT7IBnDd7ytsKSxCgn0E6MbFrN71hLKWwreJjeTfS4R1jpJW5Ry/Csf2t9IuFI6EfKdd+TYeONjUDyt85y3zfwJ+WcmuCqMtwV+cmMBU7N9J1g2Th10Ilg2bT7LMyrXNR0LRy9PAG3Iy6lhWU2INp0f5av7bRxsskXus5uul3O0dM4qwB4QDW8Z8Lfkt/lOgGynOgAJ9Y52RWH7APUyb6N/Fl6Ob4Etrljfl/wDGdC+z6iHKyi8bgavwSquiPTSXdHPnZ6j3lHzlbYBb6ATo22fUcWNPlGGymP7RHyET47Ob4AH9ojPs4AaJOjOzHHKnIvszEEaJeXfJsHNfl4HNZU2z9Scv2nTjZdX91PX1jnZRIt4RG+Zenb7HKPs8W5faV/l47fadZ+S394p8ox2Oq6eEyb5n4zXg5Btnak5ftINs8W8IF/ITsG2Utj4RKTsoD3VAM1GvyT4xyR2aW5pf1EqbZ1mIy/adg2zipsQJWdmIbkqJ03znLTLwcg+zrjRb/KVnZ9ua2nYNs5CPCtjK22Vm5gRvmPjHHNs+5N1uJBtnrbRRedidlILjKJR+Vr2Eu+HpeOxyX5ffmsrfZ3iOn2nYNs1V5rK22WhN8o+km+cnpWu5yP5d5faRfZ5FrA/SdcNm0yfctI1Nm0xbQSqs2cpUOTkOAbzi/Lz8P2nWflqdhG/L0+CXdZnYA25Pwxbk/DCnDA6XtEMJbkbzO4fR2V4Be5Pwxbk/DCnD+Qi4byjcCo+wXuT8MW5Pwwpwp+H7SxMKttQL+kbhHR9AgUiDfLHyv8MJ8Mfh+0XDH4ftCncbL9gs0mJvliFIg3ywpwx+H7RuCJ6zWSGy/YNytcHLyiyN8POFUwJvqfrJ8CO4+ku6o8DZfsD5G+GOlNidRC4wa3F1H0lnCIOQX6TW4hsv2CBSYchFu27Qxwqdh9I4wYJHhH0kdVIbL9gbdt2liU2ty6wzwCHkoi4ADksm8vQ2X7BApsTykxQI6QwMClhoJYmFQt7q/SN5ehsv2BkotbRLyQw9QkHLzhsYYLyCj0EXDrfXLI63oqo+wSuDcmxWWrs/NzBhcYdelpYlG17kTDqNm1TSBS7NGUaGWJs8FhmU2hQUT0MtCr0UfSTNlwQNp7Opa+Ey0YJALBYQRQL3X7SW6VtcwHlI5NlVNMHLg1QWCyQoBeSCEN3fS1otx/KZvIuOPCMa4cEXyCPww+ATeuHGUax+HHeZyObg2zAMOv7lliYcZfCuk2Lh0/dY+ssGHAFgLDymr+mNtmDh7c10k0w6m+UXm5cMSRdTb0lowZPurb0FplzS7nSFPjlA/cIPeXWXLhrkeGblwBIuVJl4wDaWv9JM0dMPoGNhsvJY64ckXIhVcBUJ1F/US6ls838Si3pOcpJI2otgXhj2MmuGudVh38sTuJJdkk+6PoJjc9Gvjyn4AXCD4Yjg1ItlM6BdlWFnNj5x/wAqXuJdx+zL09vBznAp8J+0fgk+A/adA+yhbQyP5a66BQfUToq133Gwc8dnAm+X7Rflo+H7Tofy9u32jPs97aA/ITW59jYOfGzk6qftENmqT7ptDhwFQHl9YhhGuFynnblG59jYBA2ZRBvlJ9ZZT2bQsb0/tDP5ex5A/SOMDUXQK3yBmN8KjYE09n0S1t2NPKak2XQcXNOEFwTAe4b+k0UcM1rEH6TE60n2O1OOPdAtdlUV5U/6R/yyl/l/0hlMMbG4+okWw/iMxnfubsvQHbZtIC+7iTZ6a2pA/KF+Hvz/AKRDD25afKM7diqKb7Ar8uX/ACF+kcYFhySFeHbpeXLRswJsR6SOpJnRQSAhwDNzUxDBMBYLD+5VuSgW8ouGHYfSc3VknYuCOb4F+ixjs+qf22nTJhFZgMq/SO+AAta30k3mX48DmBgKoHux02fUDAkGdJwP/Fpb+XdbfaR12h8eBzfAt8JjjBuBbLOj4AeX0i4AeX0md6/cmzbsc7wj/BEMH8SX+c6P8u8vtGOzr81+01uI77TOcODP7U0iOEqAXAM6P8utyX7RHZ38ftKqsUYnRbOZ4er2MY4aqe86f8tHwD/syD7OsdF+0OrFs57LOe4SplvY8pBsLUYWZSZ0w2eLAG30i/Lqf7h9BObqP2a2kcvwJ607xcC3wTqeAproEB9RKzgxc/pj6SbrNKmkc1wLfCZXUwLX908p1HCD4B9JXUwQLXy207Sqo35I6SZzXAta2SQbAEDRJ0pwGnKVHAHqD84VZ3MuirHM1ME1/ckOCb4BOmfZ9zov2kDs7T3PtOm99nLZRzLYAgXyyIwfdZ0n5eTzH2kTs0dVH0jeY2Ucy+EFz4ZRwbfD9p1LbNFyco+kj+XJ2X6RvM5vTv2cu2BLc1lbYJgbBZ1n5cnZfpK22apYkKPpG8zE9Pxyzkqmz2U2VZTUwNQWvTJ9BOx/LkPML9BIvs1dLAfSdI1nY4y01zjeCf8AymlnAN/lN9J1n5b5D6R/y8/8CXefsnxjzjcr8McUCfcsPWEuG9fpHWhl6T1ZM6bcQbwvxWvJLhgCDpCW6/jJ8N5RkxtxBy4dW5RjQUGxhNcPl6RHD3N7RkxtxBe5WLcrCfDeUXDeUjk2c8UDhhgwuI4wtje03mmU0CxZW+EfSQYox7gdotwO02qhY2yiS3J+GVSaGKMG4HaLcDtN+5Pwxbk/DJcYowbgdot23Sb9yfhkxhiRfLKm0MUD1RgbkSYRjqJvXCXNiDJjCW0AMu4l3Jg32BqqzMVA5G0tTD1L9IQp4fIb5es0FFPS0ZMuKBJo1B0EQoa6iFgijpeOEW/uiMmMUDdwRyEW6fsIZWihNiI5oL+1b/KMmMUCFRgLWklBBvYwsMOttRHGGpk2IjciFTk2C1BbkpkxRci9oUGGpDvLUw9PKNJJVFb9J0VGSBq4eowuBLaODqNfMhhVaKoLLLEp3v4jMbkjaoOXcHLgXyjwGOMAxNstvWEwpAtmMtFOxvmJmXJm1BLgF09mEm5y6TRwC9hCNMDXSTsO05ZMuKMS4FBrlEto4JCTYCbgotyklT4RI3c6QirGI4QKbWH1k1pKCCV+82ZW+GWCl3EhvBGQU1bkDFuj+21psFPL7ovJrTJFyszJ2RVFIoXDXUHTlL6dMAWHOTFNrgWlgospvObk2aXHYoagGbxEDSNwpvYqQD1mT2nx+J2TsStjMMwWqGVVJHK5tOQ2P7cbTwta20qjY2j+5To6k9j2n0tN0uvq6LrUvHg+B1H8i0fTNUtLqLptXvbhHdnCWFyRG4YSWzNoYDbeHWvs7FLVUe+trMh7ETVw+gytm8wbzwzhKjJxnwz7Wnq09RBVINNPyjFuBe1jJLhlB8S3m0UWFvDJrTYmxSYzZ3wQPfCoxuF+0QwyC36YhLcn4Ytw3RJMmXBGDcUxyW0W5XtN64dybFLfKS4Vu0ifsztsHbkdotzbkIR4Vu0dcIxNrTSmkR0WzAlK980i1Fcx0hF8GwOkYYVh0l3ETYZg4byi4byhNaNQm1h9JLhn7fac99FVFrkGLQAFrSfDQhwz9pdwz9vtG+jW3IFrhwt7iS3K9oS4Z+32jjDHqDMurF8jbkD1wxU3FpYtAtzA0hLhvWOtDL0M5byO23IG8KOw+snujyNrQkMPcXsY/DesjrRY25A1cOrchJcKOwhJKAW945pa6CTdiNuQP3KxblYR3S20EbdH4ZnKL7FxmD9ysW4XtN+6Pw/aPuv4ySdjcIzB+5XtIthgxvpCW6Pwxt0fh+0LlGZ05Ngw4YAXsJHcr8MJFDquX7SO58jNKy5ZXRdgfuV+GVmitz4esKbk9pA4fmbGa3YmNuQN3K/DIvhgxuBCO6PwmLdH4TMucWNuQKNAA2tItQBFgIVOHub2MZsOQLgGXcj2JtSYJ4WRNAai0Lbpvh+0icOSb2P0mcok2WCOFkKmF1EMNhyBex+kg2HLcwfpNxqxirIbLA/Cys4MgXNvrDXC+R+kRwlxYg/SXfQ2WBOF8pE4cDTKYb4IdjInDZSVyxvIxOg7AQ4MgXIEjwg7CGzhbi1pHgx5xvJmVSaA3CDsIuEHYQu2FsbWjcN5SbqG0zyrdD4xFub8mE07le0W6t7on1ckeGzMbKVYiK7dzNm5B1Yaxbhe0ZIWZju3cxXbuZs3C9otwvaMkQxa+cVz3mxqCkWAkeF8vvLcWMlr84swJtl+018L5feMcPbkpvLGSFjNfJrb7SSVFtqsu3DH3lMfhx8Jm7oWK9DrbnFbykxRcEeHSWZG+ExkiWRRbyi1l+7v7ymSFAaHKZM4+xZFKEg9eUnc9zLxSBNrMJMYa/KLxZTLr5xDMdBczeuF0FxJphAG0EZRGJgRW6qZIKQb5ftCHC+sXC+sZL2Mfoyipbkn2j74jkD9Jp4X1i4X1lyRcSpahIF1l2UdpNcPYDQy0UgTYAyO1ipO5UgBveWAdhLaeH5+Ey5aQAsUM59jrZlSi7WIlmW3ITSlIZh4DLRRB6GLoWZlVRlGksWkzMAVM1ph/CNDNIwwBuwNplySOqXBhp4c6y5MNdeQm0YQWuoMsXCkLOW7Y1jfwYlw5zC9pdToWJ5D5zUuEYEHKZYMMTyUznKeRuMWl2Mm5J5H7y7cEjX+s1phDl92XcJpymHNLya2r8g4Yc9BLEoHLqYRpYMkmwlnBHynPeYVG/YwDDaC0lwzecILhwCNDLRhgehjdZ1jp35OF/EamaPspWc8xiKI/wDunk4xFwOc9j/FigaXsXXcaWxFH/8AO3954YtdgoFxyE/oX4tHc0Ldv6mfxv8AOqVup/8Aigtgtp4nZ2IXF4Cu1CtTN1dT/UdR5T2X2M29T9rNktiHpClisOd1iET3bkAhl7A/6zwXfnvPUPwNZ8RjNsUs5yrRovl6Xzkf3Mx+R6Km9HKvb9UfJfwvV1qHUY6aMm4T8fZ6UmEBUAqL2jjBZdbQhuQNQDFu27T+eOs/B/ZZQcXaxjTCi2qiS4VfgWbFQW8Q1ksi/CZnO/IUH6MiYYZuQkzhxfUCad1bUCLdg+9Llc1GEr9jNww7CIYbsBNOQj0llkHug3i5pqxj4YnmBFwv8RNoUnlGIYdJLjBPm5n4VRyUR+GHYS8XJsI+Rvhv6TlcY34M/DjsIsinSwE0ik5F8sfh/wCBjJF27djMKPYiMcPfnNtPD8/AZYMKSL5YyR1jB27GBaGoudI74fllP0m/hPKTp4Q62EznH2XbsD0oHLzj7g94S4Q9jFwh7GYnJPsLA3h7+ccYcjQQmmFNzpJ8Ke055peSqLfgEcNH4c94WGFYm2UyXBN/wZcvsuD9Abhz3i3P8hDPA35xcAJdyw22wNuL/uj8Oe8McAO0kuCUCxH2jfsajR45AnDRcLDvBLa8bhF7EfKTfLsgPhh5RjhxY8obbBKTpaQOEUG0zKt6GygFwx7RcMe0OcIkXBUm1Yn5TnvtDZQCOHFj3lZw5I1EPHZ9C5Iqa9ozbPBFtJ1VY5bXIB4YHkoi4YcrCHBgVTQyPAqWv5ySrejcaPsC8DfmRF+X35Wh/gV6EGSXBKJjfZrZRzbYJgSMn2jfl79j9J1HBKReNwa9vtJvjZRy/AMOd43AX6fadO2CDchI8AI3xso5p8A+X3V+Ur4Cr0U/OdTwAi4AeUfJaHx4s5X8uc6lDfyEb8vPwzqjhMpsJXwC9o+W/RzelV+54BkXtFkXtL1oNm1/rJ8P/wAXn6PcR8HbZlyL2jimpNrTTw//ABeLhzG4htso3CSLU1BItNW4b/gxuHJ5j7xmjSp+0UblbXAjbn+P2mpaDZh/rLNyf+DJuPyRU3fkw7n+P2jiiCbFJtyZdCLx8o7feHU9GttejJwy/BFwy/BNeRjy/rFun7n6yZyJtr0ZOGX4IuGX4IQFHQa/eLcHvCm/JVTT8A/hl+CSFEaDIJu4c9zLBh9BrNZouyYloBTcJEaV/wBn2m8UD3Ji3B84yb7F2foyrROUeGSFJgbhJtXDtlHPlJJh2J1E1dGttejDkf4BJCnce4b+kIcKfhMtXDNlGkjkkajST8AxcO5NmTT0k+EHw/aEkwxzaiWcN5TLqejWwDkw4CAZPtHFBgb7tT8oUXDeEaSa0PFrykdRryNlLkwphtLtT5y0YRSL5YQp0Qb3PLzl6Ydco1E5utfyaUYMwLglzCyy+ngiL+D7TYlE5hZpfTQre5vJufZtUoyMS4QgWyj5y5cL4hdT9JpNDOc00Ii5hpODqO/c6qnGxmSh+3IPpLeCB1t9ppCdllimw1mZTnY1CnFMzDCqSBkltPBrc+GagoPISynTdr8x8pz3JeTeC8IyjCqBbLLxhtPcmlMOxXW5kt3WOgp/O05ufPcqp/RmTC3PuyfCfx+00JQrZtRb0mgYc25SZ28lVNrsjIuEAscv2jnDA/tt8oQFBrCPuG7TLq28msZejzP8bU3H4e4upb3cTh//ABB/pPnLejlmM+k/8QSGl+F+NqH/AOrww/7yfLpxC3NrWn9Y/CVu9NbX/U/+D+PfnNG/Ur/9q/yEN8O5nrv+Hht7j9uqBe2HoHX/APsM8S4le/3nt3+GC2I2n7QAdMNh/l+oZ9D8piodKqy/t/lHzvxSmn1ejx5f+GeyYrEYPAUxWx+Mw+GpFsgerUCjN215mXikHRatIq9NxdXU3B9J5j+P2y8auI2RtFiWwQWpQKc1Wre9yOWqmcH7O+2vtF7LVU/LMedwGu+HrXek47EdPUaz+f6P8fnr9EtTp5/qfg/YdU/O4dH6nLRauk1GNv1Lv/e3o+ityfh+0W5Pw/acj7Kfi57M+0DphtrH8mxbC2WsSaLH+L+fYzv6eGFRFqI4ZWGYEEG4+WhnwtVSqaOeFeLTP2XS+qaLrFJVtFUU0/Xf914BvDt5/SMcO/SF1ww5lRaTGHUcgPrPI668H0sGBeHqHSWLgKzG1xC24XsI4poD4b39Jnf+yqnfuDF2fUXmZauAYgXtNxQdVvH3R6CTcvzcjjFOxlTAUgwuqyzgqPQWloRQbgCSAv0vOcqjt3NrFuyRBMFSyiPwVKXKvhGkmtCqTYX+c5bj9nSEF6M64SkvSWCkiiwEv4Wt5fWTTBOVBNryOs15OipvwUcOh5f0klw4Xos0rgnJsSSPWT/L/I/Wc9x+zW2vRk3I7LJGiltAL+k08EBpll3CqRZhpI6rXkqpJ+AcaAPRY3Dj+MIcFSHui/ykGwdO/K3oJVUTV2ZdNp2RlGFYa3vH3B+CauHYcryS0W1zE/OZ3n7O6pp+DHuD8ERo2Fyk1tQN9DGNBjobyb32a2UYyEXmv0kSRfRfrNnDAdLRHCq2pUGaVZeTnKg2+AeQ55C0jkqdSTCfCj4RG4YDmojeiT48vYO3bdpE0GJvCfDr2EXDr2Eb0R8eXsF7hpFqTKbWhbh17CLhVOuUGZdWLHx5ewUMPcXy6xmoOouVhfhrchI1KNl8QvrOKr3djS06TuBzRJ5j7SQwtwDCW4VuQtHFAjQGadW3k3soHcNbULaTWmV/bf1E3Gge8XDnuZylWdxsow5G7SS0yxtkH0mzcHvFuiut5ndY2UZtwfgi3B+CaShP7iIt2f8AM+8brGyjFlPwD6Rmplv229BNu5/n94tz/P7xusbKMIo91v8AKLc/w+03bn+f3le6f4zG6xso+deH/ifpFw/8T9IdXZ1Qmxw7Dzkjswjmhn6v5UT5HwpeACMKxFwv2lnD/wAT9IcGAAFsjfSOMBc23bR8qIWhl5QC3H8T9I4wzEXyGHxs5B74K9tJJcDSA0P1Ew9ZFMfCfo57hW+Ax+Fb4DOiGzgTzXWS/K1k+Yh8KT7HN8IfhP0iGFbMPBOk/K17iOuylzDxiPmIfBku6Of4U/DEMIx5JOm/K6f+aPpJrs+kotmUx8xD4TOXGDe48EuXBu2gQ/SdKNnLowy9+Utp4I5v2nTtI9akjotDbk5hcE4GqH6SYwDkXyzqOCPwD6R/ywEXtqdeUz85PydI6J+jmaeAe/LpJ8C/adJT2W2a2Qcu0s/Kn+D7R82Pll+BJ9kc6uAq2FljnZ1ftb0nRrs9wQN3Lhs9xyTWT5n2X4X0czT2dWsdW+kmNnVr9fpOlXB1l/b9pIYWtceH7TFTV2XIWjt4OfXZTucqoQfSS/Ja3YzpVwpJszXHlzkuCXs/1nP5iL8R+jnqOwq48R5Hzm1NiIWsQLQsMEdLZvrL0wb5ucj1Lt3RpaWPlAcbAQ+6QJMbCyiweGlwrr1li4WoQDb7Tj8pryV6aD/pAo2CVOZn0khsUHkxhwUm6o30llOmBe6EfKPlsLSxXZANdjZRa5l1LYp3g1MNZO1wPSTQ3YXFx6Tk9XK5fjL0C02QBe7GWrsRGFzYwn4PgliIStwLCR6uT8mo6eK7oGUdlU0OomlNn0VvcH6QgKRBByyYXuoEnyWbVOK7IwDAJbwqbSzg0ty+03oDl0Nh6SWUdOc88tQr9zqqcbcIwpg0ufCfpJcGnY/SbFLqdNflJjMwuUELUW8mIwb8GIYJAQf7SfC0+02Gnpcc5Hdv2h6hM3tP0eQ/4m6a4f8ACTGVBoOOwo/++fHYxVhYmfYH+LNzQ/BbGudP/iGE/wDznxPxqjTNyn9y/hzF1OkOX/e/8I/jv5zQv1P/AMUGeKHxT6A/whFcVtv2nRumCwx/71p8zccncT6Q/wAFdYYjbvtWF1K4LCn/AL1p9n81pOHRKz/t/lHzvxShj1ei/v8A4PffxI9lD7R+x20MDTp3r0qfE0Lc96hvb5i4nypY2udLGxB6Gfb+R7jKLkcp8ofix7I1fZH2yxlIUjTwGNqNicJUt4GVjcoD3U/1n8z/AArqiTnoqjtflf8AKOv8XuhtRp9Vort+mVv/AEzjmAI90Eg31HOdz+HX4lbV9kcVTweOqVMZsdm/UpO2ZqY+JDz052nC3cvbLp0MI4OldbkWsL8p+n6pTp6im6dRXR/Aul9W1vTdbHUaGbjJP9n/AHXk+uNnHZ+1MHR2hs2tvcNiaYq02BuCDNXALPMPwI23iWXF+y9ZwUprxOFU/tGazgeV7H5z13I3bTpP5Hrab0deVNvhdj/ZX4x1en+QdMp621pPhr013MXALJ8HT7QgqLkBK62jeH4RPE9RbsfoVTivBg4KnHGAQi8IKqt+0SJABsJj5BduHox/ltGOuAprcC2vlNUkq5usb0mVQiuyMvBp5fST3A7zRu/OLd+cm7I0rIoGGB5SxaACgEyxVy9ZKRzkw+SsqRrGCkzQKY6m8RQdNJM2u5LIpFJyOkbI00KLC0ju/OYnO/Yq4KhTcnS0fcv2EuVcvWPIqklwHyZsjRGlfnLt35xbvzmcmW5RuF7xbhe8v3fnFu/OMmQzVKAIEgKRXQCbRTHXWLInwzS5QMa4d95nLeEi1pN8OGFgZo3fnGZcoveZyYMvC+kXC+k1KuYXvH3fnGTBjbDhBcxLT08PKbDSB0JiWkii1oyYMhQiQIDaGbGojU3+UjkT4YyYMwoqeUW4E0GmOmkWTzkbbBQaZbQxCll5S4Iesfd+cJtAo3IOpjbhZo3fnGZLC95cmDM2GB5RuF9JoijJgzHDAC5tG3CzUwuLSO784yYM+4WLcLNG784t35xkweGpUq5h42lorVRyczSKaE2H9JIYcHlPv7y9HmVKb7XMm/xHTURCvW57w/QTXw3lHGFzG1o3omtip9mZMTiLmzA+oElxFbqafzE0cCB2klwwUWFpN6Pow41Y8FIrvz/S+kfinU+II3pL+Ep+X0iGEQ8gPpOblTOi3CtcY5GlBD6yQxxuL4RfpLkwK5eQ+klwbci2naZ3KXs6wjWXb/6V8av/ANIkmmLQjXBpLKeABJ5SzgBewAvJu0fZvbrvnj/YQxlGwHCW0+UfjKQ//bA+hlg2eANRyjcCvb7Tm6tD2zoo1l5X+xDjKfTDAestXGpYfoCOmDQDWSGCTkJzlUoFUqy7W/2GG0FHOkBJrtCkRqkkmBUG5EnwadpjOj4NKeo8JEVx1K4Apy3jKY50yfISSYNNDLRhKZ0FpzcqZ1UK79FSYqgwJ3D/AFkhiaV/ct5GWcIByAk1wqWF7XkUqYwr/QwxNMG4RR8pNcWhvdR9I4wiKbm30k1wqNyI+kzKpBPuTCr5sQ3qk3GTXyl4qKOSR1w4UAX5SW4B5TG5D2bwn9CSqpvdZMVVGmWMtC173ly0VKjnGcPDI4z+h96vwj6SSVEN7rElFQ1zLVpK3IGZdT0xGPH6kR3lP4ZYGpDkkdaSgWIMsSiuYTOf2cnFX7DI1I3ugkr0v8sSw0SvuiNu37Rn9kxXoZSjMBk5yw0qZ5qJYFbtJKCL3EZ/ZLR9FQpoNAojinTJ1US6IgHQyZL2YaREU6Y5KI4CgaARxTU8rya01Alvcl0hCmlgcsfIvwiTCHoIsjdpRdHhn+MopS/A7GuQP/1LBD/vJ8D8at+U+7/8bjmh+A+NqH/+VwH/AIs/PEY5iAbif6N/hXFy6G7r+t/4R/JvzKk5dQy+kHuMXsZ9Sf4EKwre0XteBoeAwv8A4rT4+OPZdS0+sP8A2fWI4r2m9tEzA22dhP8AxWn2Pz+GH49qH9L/ACj5/wCO08epUmvZ9s2CAE62g/bOw9ie0GFGE21szD42iDcJWQNY26dR8pvr1qGFpPXxNVKVGkCXqVDZVA6kmeB/it/io2P7N0qmyvw9o0dsY9SUfGVB/wAmpHXkObkeWnnP829J6brup11HRxbl77W/c/pvV+oaDSadrW2aa7Ozv+w/4sfhl+EvsRsKt7UY/wBpx7L0aQLhKrGolU9FSmfGxP8AGfPfsb+LPsJ7U7W/I8BtDEYfFszCjTxlA0TiFH7lvpqNcp1nl/4ie0vtN7c7Wrbc9qtsYnaeLqNbPWay007Ig8KAeQnl21cFWp1Eq0aj0qiOGV6beNGB0ZT3B5T+99H/AA2stE4a6s51Lcel/wAs/hHWOidI6nVdXRUFS/txf9u3+x+i34V1KuE9utmgcqpqUiPIqSfuJ9FEKpsDr1ny5/hG2livxA2ZsH2o2ipfFYbCVBi36b5CaV/VuZn1K1K9r6WFp/EPySnOhrpUJ/zR4Z/Sf4a6appumTjLtmyGhjZV7SYodZN0LC0/Pn9FKgAOURVTraWpTKXElYwChUUtYiWZEHSTsYxTNzjIXGyr2iyL2kgttBFkbtOc5ehdEci9osi9pLI3aLI3aYyfsXQ0UfI3aLI3aLsXQ0UfI3aLI3aLsXQ0UfI3aLI3aLsXQ0UfI3aLI3aLsXQ0UfI3aLI3abg/Yuhoo+Ru0WRu03kvYuhoiAecfI3aLI3aMkLoYADlFHyN2iyN2mJv0LoaKPkbtFkbtLF8ci6GjZF7SWRu0WRu01khdEci9osq9o5BHMRwrEXtGSF0MQDzkcq9pMqRzEg4JOgjJAgbX0jEA6GSyN2iyN2jJFIZF7RZF7SeRu0WRu0ZIEMi9osi9pMqRqRGAJ5RkgRyL2iyL2k8jdosjdpybdweRDB2N7n6S6nhb30hMYLEHTd284/A4heaMb9p6nK/ln31QpJ3sDuF8o64XxDSE1wdUjWk8lwTDUBwfOYvbuze1TBjYIPzHKSTBootuwYUXBueZH/WkuCbqR8oyX/UTap+gWMIhOlMCWDCAftEIrghcfqW9RLOEbpVpmMo+ZDbpL0D0wwy+4I/DD4ITTA1mFw6SXBVeWUes1lBeQ1TfoGU8KCfEJMYRQ1wITp4J7yfBP3+0y5Rb7mGqaBworp/pJ8OvwzcMC2YHMvOXcHUmM4+y5wQMGFpH3l1jcMgNwdPSEzgz+6IYJSQP7xmjLqQQPGHRjzt8o5wy9D9oT/L0H7jH4FR+8xmjLnTYOFBQNekklKlfmfpCAwlIWBbWWDCURyP2jNGXVigdu6fc/STWhSIBzH6Tfw1P4vtH4QEaVDb0jIw6qZjFBAddZNaKa6hZp4QDXOT5RxQtyExLlmc0Z9yvxSSUVzDWa1w11BtHGGtqBMGHVXYzmkOgEkqACxEv3DCMaFTmMnzMpncRVlHTQxeL4vtLloknVqf1Mnw47r9YG4ipUdlB3lvlJLTym95aKJAsHQR900hxclciq5uslu/OSSjUN8rKPWTFJxoSCfKDOZEC5Ak1ULz1iWk2Yay3dNBiUkRCqekcKpPKPu2HWLI/eUxkOqqvSP4fhiVGvqbyW7aaguTNyMUll6Rbtp2F0eT/wCKP2Jxnt9+BvtNsTZih8fRoLj8Ih/fVosHC/MAj5z8qHxtWnUqUqtJ6VSkxWpTfRkYGxUjoR2n7XVMIuIptRqgFHVlZSOYItPjL8b/APDT7DbU9qcTV2zsmthK1YZ6GPwLGk9Wlfk491iOVzz7z+v/AMM/yin0uFTQai9m7r/k/nH5x/8AyShrZpun2bXj1c+Gam0bLckgDuZ9Rf4I/bB/YLEe1vtLtLZGNq4fHYPD4bAlUyriKquzEBjpYAqSeWst2F/hr/DP2dxtPHVcJtDa70zmQY2remD0uiix+c7jFpSSklOigRKS5ERVCqg7Ko0UT+h9f6rp+taR6KMXhK12+PNz+dy/JlQqRnou68s0/iP+JvtX7dVKtLaePahgCf08DQa1If71vfPnoJ5JtZQMy9ByA5Tr9pCwNuxnJ7TAYm45meDpGmo6KO3RikjyfL1HUKu5qJNtnEbVpBiwAnHbUwz1Koo06bPUZ8qogzO7HkFUaknsJ6z7PewPtb+IO1n2L7H7FrY/E3GYrcU6Kk+9Ue1lH3M+uPwR/wAJXsx+G+Kw3tV7VPS257S07VEcrbD4Nrf82p95hyzH1sJ6usfl2g/HKDcpXqvtFcv9/S/ufrekdH1PUpXgrR9sLf4U/wALcV+Ff4RbK2btjDGjtnG0+LxqNzpNUJYUz5gHXzM9lIvb0jimoN9SfMkyVhP82dR11XqOpnq63803d/uf1zRaWloKEaFFWSIxSVhHVVJ8WgnhzR6rkIpaETobx92vaM0TJFMUu3a9o27XtMXGSKhzkpZu17RZF7SNkckRVc3WMRY2lgAHKIqCbkSEuR3fnFu/OTiglyG784t35ycUC5Dd+cW785OKBchu/OLd+cnFAuQ3fnFu/OTigXIbvzi3fnJxQLkN35xmXKL3lkYgHnAuQVcwveMdDaWAAcosq9oLcrUZja8lu/OSCgchHgXIbvzjMuUXvLJF+XzgXIado0UYk3lNCcXEhl85K5MUtjS4I5fOLL5yUUxki3I5fOLL5yUUZoXIlR11jadBaTjWEmSFxrGNJZiNAZGaKef5mOhBt5Rr2/cR6yIotfWsnyMdaQJINZTaek/XcCzD/Mb5RCtUOma/lK6hyOV0NusZKlmGknHlFsi/PWPS0Wat3MS1A3MW+clz5RaPoll6JitUtJJVqEnUj0MqEkpAOsWj6OThH0Xbyof3v/2os9b4pEVEA1MfOp5GW0fRjBLwSD1epvJpUcDUSsPbpHDqeZA9TJaPow4xv2Lc9+XOTVql/E+kqFtDmX6yatc2uv1mcI+jDhFLsWbxxycxxWcEfqGQ07/SRAOb3TzmWoIxaPk1CuxNr39YjWfobekoYEDkR8ogGPK5+Uzw+xMIGlWOjc+ss3pbRuUoVrKBYywAnQAzJxcUizMveIMt+citl0ZCZMCmRfdwYJh0JsDeOXI5SARCbZSPMGSC005gm/cygcG+pl+8Tv8AaUjLbQ2kwgJtmixzcUiwOp5GPKjS/wCkt8pYoyqBmv5yHMtzr3izr3jZB1a0WRf8wQTgfOveSUgG5PKV5VvbP9oI9ofabZ/s7RDYipva9Qfp0UPiJ6E9hOtOjOrNQgrtnOpKNNZSYezpbMWAFr6m2kxYHbmydpVquHwOPpVqlA2dQeX15/KeS47b21No4l8Ti8VULObWRioRfhtKcJi8RgsQmLwdd6VSnqhXS3+s+5DoUtu85cnzJdRjl+lcHuC1EOoYEctJPOvecx7K+1VP2gU0K1MUcZT1dQPC/wDITpFUkkHS0+JXozoTwmuT2qSmrosBB1Ecc5FVYCwAMc6jtOJScUqyt8UWVvimlKxLFlxFcGMF05xwLTpFt9ycDiCPaT2a2b7UbPfZ20qIZDrTce/Tb4lPeF4p1pVZ6eoqtN2aPPqdNS1dKVGtHKMlZpnzv7VfhN7U7BL1cHhjtHBrc76gBnA6Zk5/MC0812nTq0LpXo1KTAaiohU8/OfaRve4Mqr4TDYk3r4WhV0t+pSVv6ifs9D+bVqUUtTTya9OzP5rrP4Z6aUstHVcF6auj4XGytqbYxIwuydmYnG1WNglGiz3vy5f6z0T2E/wtbc25Up7R9vq7bKwLHMcDScHE1hfkzC4pj0uZ9TUqFLDqEw9FKSgWy00Cj7SYCA3CgX56S6z881daDp6WO3992e/pX4Fp9FJVNRPO3jsv/oK9mPZb2c9jdlJsb2X2Th9nYOnyp0EsToNSep8zCouQLm56xG3SIc5+JqVp1ajqTd2/L7n72lRp0oqNNWSJRRRTg5N8GhRXER5SMiRUiV7yasALEyteUeGRokzqRYGRveRjrylaLaxYrACxMfOveVxTJmxJyDa0jFFBS0MCbAxEgc5WDY3js2bpBLEs69428TvISMqRVFFjMG5SMZY8MtrCDAG8kzqeRlcUti4olcRSMlI1YjViSEA6xMQTcSMUhC0ch6R5APYWtFvPKDNiRYDmY2de8gxzG9ovD8UFsSdlI5yFxEctve+0ibdDKkaSJXEVxGsO/2jG3Qy2LYlcSJ5xRRYWFGvaPItKzSHJHeK4kYp52WxK4iuJGKBYcc49xIxQLEsy95HeJ3+0gxseUjNqbRpQR50MQAbigLxt8GNzQtA1qdSy7/3uw1mjDnImRqjG3K899kftML8WCO8X/L+8dKiZhenb5wc+Jw6MEeqAzcgTLaOSgQKZsD0mZW4RlQT4TCaPTJP6bN6GTFSmNN3UHygs46kQf1SMpsbaWk6WMR0zLUDDuTI4teDlipP9MgwjYQrdhUNu2k0Ujs4C5p1z8wYCO1MNSQVKlQODytHobZwVViqaHzjYm43R5amOSjny/sPk7MOppV/pI/8hB8GCrv557QT+ZURotRR5XmijtBAL2GvW847cu9zDpSXm/7hehRwlUgNhGTzLkzWuzsAosSDfWAHx6sLEXj08XTtazX8piVCbd7nOenqt3u0dEuGwAsCgsJI4bBH/Y0lLDn6TnuLsLbvTveSpY1Va9iPQzGzNf1HJ6ao/LOhSjhCLNhyvmJPhqFvAl+3eAztJSQFZ/rEccx0zPr5ybUvZzemqLyHBQA13J+YiNNBo9IDzgVMeyrq7r85MbQc8qzyqlL2Y2Jrub6lHM36VRhr2FoiKq+FlPqBM1PaVXQCo5t3lv5pU7RaqHCqizLUPug/MR7Vu32lQ2lWb3Tb5S5McxAJJvJ+tdzLVQQNZdSt/lJKWf3k5SzjH63jjEueV45Oby8lRpodSj38uUZLZhpU+k0b+tbQ0x685XvcV1yfKbRLsYmn/wA4WHa+kcVKIFg8mj1jfNlPrHBve60/PSUzJ2RMPQJszXERbCknUqLHXtIAULZjTpgWv20+c8+/Ej2rw70F2FsTE0ya9jia9NrlU+EHudZ302knq6ihD9zzVq8aMXKRt9qvxCwGz0OD9ny2JxBOV8QwG7p97fEZ5xVxmIxD8VjKzVa9Q3aoTqZmD0kGVl1HztM4dqtUKov3n7bR9Pp6aForn2z81X1c9Q/1PgJ0sUxJBOhmmk12sPdgwMEQMTqOUsw+JZzm7z0uLS4RzTfZBvDY2vhq618JXq0ay+66NYj+07P2U9ucU1Wngdt1jVWqctOuVAsTyBI5zzreWXOpBIlmExhNQ3NvCbN25Tx6vSR1FN5rnx7O1PUSotc8HvygWs1S5HOxj5X6Gc57Ne22zdqLSwmKqDD4sUxmzmyvbqG6fOFH9odhIbNtfCXBym1ZTr9Z+MqaWrTk04vj6PvwqxmlK/c35anTWK7jQpeQGMwqhXGLoWf3TvVsfTWSeuAffT/tCcsJejeS9krn0jgkmMK6t4Q6m/TMIiCoueUnKF0ycUrzCLM/QS3a7ixZFe0rzP2izP2jJsWLLmKQ1POKx7TNxYnFIWPaSEtxYe5jFmvziOsjY9pGEh8zd4rmNY9orHtBbElJtEWa/ORse0Vj2gWJxXIkbGKxluSw5Zr842Zu8VjEAbyWHAszd4szd5KKWw4EWNucjmbvHvH5xa5OxHM3eSiOnSLKvxCEhwK9ormLILldQR3UiIjKCTcAcyRYCUcCtFYwRtH2o2bgCKFLPiKp5hCQo+cyj25wqLY4Fsw5WqGeqOkqv+k47yOhse0fXvOUqe2uKc50o0EU6ANmJ/rMVX2k2i1U1hi2W/RBYD5dZ0+BVl4sTeidxrFrONw/thtRPC7U6xt7zJabKHtrXVrYjCU2P8SQZzegrJ9hvROnyvzvpFAlH2vwNY3ro9DXqtx9RCNDauBxK5qeMpEc/fAP0M88qFSPLizSkmaiKh90XEbdNzI9YqWLoHw069Fj2zi/9ZaKik66Hz0mMWVO/YodQBoJG5EnicdhsJTNWvUygdDzPp3gir7V4QjNhKVRj0L6CdqdCpNXiiOqo8MLimSL94t2w6zm6vtTjaugyU7fCDeY6m39oViQtaobfytO60FVk30dhYrqx0mXEbSwWHvnxCAj9vWcjV2piKoy16jN5Frypapb3Bp2vNR6fP8AqYVaL7HUrt/AswXOy36ldIQosK650qI4Pwm4nDDEEPYmasPja2HYVKVXI39YnoXFWOsZqSudmKTc4ig6CA8P7TrYDFU83mvOah7SbOY2VagP+6BPH8Wa8Ey5CO7aLIRMb7dwC08wr3botjf/AEgTHbaq4tilwidAOXzljppy4SNZfZ0istVc1J1YdwYstTvOQ4h18QYjzEuXbOMpr+nXbToeRm/hVC5L2dQaTE3JiyL2+8A4b2oqAAYqiGA+E6zavtHs4qCarqe275Tm9LVXgua9nnu6oH3UUMeZAjGgOhtGXFUr6vTt6yfE0G5VKen8p6sZej9zkl5KHwKVGztRpuehI1jilXBBQ6g9ppWojKGFRLf70hjdpYHZmGqY3aONoYfD075qj1ALHsO8kYOpKyXJxnUpU05ysgbiNlVaruzMQKpvYTHj8Ng9jYGrj8djeFwtL36jvYA9vMntOP2n+PmDpYzc7H2C2Jopcb6uzUw/mFAJAnD+2n4ibX9ta9E1qa4XC0ARTw9EkqX55jcXJ9Z+i0fSddOaVTiB+I6j+Q9KoxlGj+qf/o7r/wB+vZfebhNpVVS/herSZUPznSjDYpKQxig7kKH3yn9MqeRzcrT58OINQglyzWtc6zY22dp1sDR2XX2hiHweHBFKgahyKD0t2n3q3SuEqT48n5Kh+QK7dVP6se7EYh1327dkNvFY2Poes0UXxtLwotWx/jPFfZz20277NYlK+y9oOqIRmoVLtSZeot0v5T2j2a/Fj2c9osmExeTZmNYa06p/TY/xc/0M+NrtDX0kc4wUon3+la7T654SqOMvvz+5sXaWPprkJbToVtNmB2hinW7DW8I1MHRe7GoLk+RHyk6OBwgW5qi95+eq14VOJQsz9hp9LWpO7qXRnpYnEKxLve50FuUsfFY4Wy0AVPVjNuHSlRJKMHF9dOUIUauHa2cLbzE8l1Hk9M5WXACNbaBHhpovp/6S9K+MCrmUkgagDnD5q4dbBXA9BLA+GIGq3I7CR1lPsjjGs4ctXAlKszC7KQe1pYKzAWyn6QuFpHRWpA94+7Q/88g9AJM0R6hPwDaeJVbXBvLVxag8rTWcOhv+uuvlINQy8qAqf9a0ZIy6kWVrjlA5j6SYxhOob7SDUCx/+TI9HBiCkeE4aoOnMQ3HyS0C7iz8Ufjai+4ZXuKPZ/nH3NIctJP0+jLjBl67RsvipqSOZi/NW/8Ap2/7Up4Wmdc0kuGubLUJPrNWiYcKfom21raGi4J5DneSp7RzaMjqfS8g2HddM3PzmTH4zCbHwr4/aWNTDYdPeqOfsB1MQgpyUYrk5yVOEcpPgC/iF7T19jbGTC4PEBcRtC9PN+5adtT9rTyQ4kLbcnwWsSTqbdZZ7U+0re0e2a2PRTw9O9OkpNvAORt3POAqeIL1FcnIrXsJ+/6Vo/jadK1m+5+C6n1BV68sH+lcBgVgWKq2neaKA3dkpm51v5wTRcljVY3U8pqFc38DG89zVuDwKorBAM27AfS5sNY1DELSRha92yjXlMb4umiqpvm5yKVEy631N/nObTRYVHfuFKb5ae8AuCbLrzliVKlOnYBQW7nmJgqYqnTApGp4gLEdpbTxNMhSGDEd5zlFy7HRVL9wzSrLuqalVNlsx5kn1l+anU8SqENrGxNj8oFpYtCbFwMurC00UcZlBN9Jzxfk7xqKwV3r0Qp0IPU6/wBeUvGLY6kg/OBMRiWUhgxseUjTx9zlczDpRfg3Cs79zoRXylWSqQRrcEgidbsL8QK2HCYbbLbyiosK+W7KPO3MTzxMQANDzkhi2XVWInnraGlqI4zieinqXB3ue80cZTxNBcRhqq1abi4dNQRJ7y+tp4ds7bOP2a+92fi6lEg3IVtCPTlOpwP4l7QRQMZg6VcW5rdG/uJ8HU9CrU/1UuT6dPX05JZcHpO8HUWi3g6C85fY/txsrav6Nf8A5HW5hazCzejDT6w+tRWANN1YHW41H16z4tXT1aMsZxse2E41P5WaweRks5POUB2sNY+du85G8bl2cjlFnby+kpzt3izt3i4wLyzDt9I2d+gBlJqsOZjb0HvFyYM0jPa5tI7w9CPpKMxOtzECRyi4wL943l9It43l9JTnbvFnbvFy4FubyizDrKs7d4xJPOLjAvzL3jZvKUyTsFUsWAA1JJtYesqTZlxt3LM3lGz6m9rDz1nJbY/EbZGy6wo4am+MIazFTlX69Zy20/xB2xjjWGDxDYWmx0ppZio9bT6VHpWprc2svs809VSh2dz03F7WwGBIXG4qhQLcg9Sx+nOWDG4VqPEriaQpAXL5xYTxOtid7lrVa7VajKCxc5j8yZXxJylN4+U81ubfSfQ/0J/9Z4/9RS7RPTtr+3GDpg4bZNXeVOTVLeEeneBP/f3bo/5zDH1pTkExGgOY6cpbvE7T6VLpdCnG0ldnmqa2cneJ0eL9stuYxSj4wU1PMUkCzFU2rjMTTyYjGVai8grVDYfKCd4naOKygWE7LS0YKyiY+TN8thGlibXJJsOQvGbEZje8zIBucw5sbj0ldRwlr9YdFIjqvuEBWzIBfkbyW/PQ38oOSsMvWX0WLnOn7dZnbXosKmXc277IM3InpJJiUvmY6we1Vmc51sJZTqKFzEeG8baOiqKPBtNctc030/pJpi2QWbK3na0w76ieQP1izr2kdONjW4wkmMYmykL6TXh9ubRwYZMPi3AOmpzW9LwEKqqbiSFcE+pnJ6eEvBqNSXhhV8bWxFTeV6rVG53drxt+S5GbnrBrVgouIqdcFxeWOnUVZBzv3C5qimocm4HM+cr4pgDnsA2omTfg2U8+Y9JXiKqlOvOYx5sW6NIxF2sw+8tp1shveC99cg9pZSqFjcnSa20Rt+Ag9UO2YG0c1iQBflBpr2DeRjLiLnWZdFN3NRqSS7hJq2UA5ucfffymBqoOnaVNiSHsDM7CLuy9hNqmb90QqkC2aDOIMXEGNhDdl7CxxBIteNvvC3igriDFxLcr842EN2Xs2moCbkx98fig/fCRfFIjFDzEbCG7I5PfVyAWpoAfPnKcVtPBbONNdoYnDYZqpsgqvlJPoZ5Ntr8WNuY47jZFFMBS570AM7HzJ0HynH4rHYzG1DXx2Lq4iq2ud3JN59ah0So3/wDtZf2PHqvynT0rrT3k/fg9q2h+Jvs5s9am5xAxlVDZKdJCVJ63Y6fSeZe0XtbtX2lxO8x1TLSTWlQp6Uqfy6nznPrVJJXU9iTrJPUUaIST6T6+m6ZQ0zyUeT8zrOu63WpwlK0fSNKOTfNJ7wjkZlpuB1ue3aTLKdSD9Z78V5PkGhaihgQdZZvz2EH+JfFflHWozRiiuTCaVzl5Se8Y81+kGrVsLFpeta9hnlsjW5JHeeyP4nbb9mUTBVxxmz760Xazp/ut09J67sL252F7RLfZlb9QLdqL+F1+XX5T5oLt0eaMJiatBxXp1mp1FN0dDZlPe8+Lreh6bVyzjG0j9R0r8q12htTbyj9+D6mXa9LMAaJBtcg6Gw8pd+bUza2Hbvyng2D/ABX9rMPgqeAq4uk6IuXflBvrf70L7G/FnaWBH/xDE08ZSJ1FVLP8mH9J+eqfjtaN2kmfr6P5bo5SSnUa/Y9kTbFGx/SbnJDbNMcqLX6TktjfiP7NbaBRMbTw9YAfp1lyj0B6zoaeI3tPepuynxA3B9J8Wto50ZYyptH6GjraerjlRqpm4bZLmxpGWU9qqfDle/YQTV2lhsKGesyiw0HUwZi/aGvVp2wlEUgw1ducUtDUrPiBjUa2npledRX9HV/myjT9X5SS7XUHXezg6e0cVTJK4phfn5y1drYwnTFsp6WE9f8ApB8z/Xab4cWd1+bL/wBJLU2uthpUnF0fbLZ2ABp7bx6UzzDEDN9BrMeL/Fb2aoeHD0sRiraEolh955pdN1GVqdNs9K6npFHKVRL68no35utr2EX5qPhnlrfjJgVYrQ9n67LbQsyg3+sJ7E/FD2b2i26x99nVm1Jre4f+sJufSdXTV5U2Yo9X0NaeCqo9CG1KdtRYyX5kbhcpYtyCi5M4TbX4m+xmxqJI2kMZXtdaOHBYt8+Q+c859ovxb9odrsaOywuy8KRa1M5qlQf751HymtN0fVan+lxXtnHX9d0WhVslJ/R637Vfihsr2ZV6C1hisfyTD020Rv8ApD0HlznjO0/aTa/tBj6u0ts456tSoPCM3gp+QU6TlBVY1WrO93c3Zibsx7k9ZZxJ6PP2eg6PQ0MOP1P2fgOoder6+T8R9BWtjDXy00OVR0HM+slTxTaU2fIB1ME0cQadQOrC4vzk6mJJa41vzn1FCMeyPkbt+4dXaacqdM+H3R0J7mWPtV1QKviqN77QEtbwDK1j3kt//OMEXekExiXZizNe82YSuXCBtBTcv9oBXEZf3TZQxxp4RkUi9Rrk+XaYnTVuDUKzT5C1TFrVqtUZgzdCJYuMyscp0AsIEFcg3zSxMQSb35Tlgl3Ou832DXEk6nSalxxy30sBAXEZtb2kqeIYeEte8w6PlHaNf2dEMbmUXMcYi+ogWniha1+XnLUxgUWzTntv0dVVivIZGKOljrLxi2KgMwgNcVqPFLeK/lMuEl4Nxqp+Q0mLKiwsdZcuLBsMwvAVPFac5NcTdhc6XmNtfudY1kg8mI11YH0hTZXtXtjYr5sBjCEJu1Kp4kPy6HznKLiUU3Bv85bxC9Wt85xqaWNVWqK56IaqUP5Weu7G/EvZ2KUUdsUjhalh408VMn+onX4bE4fGUVxGErJWpsLhkNx/5T52GLXkG+8uw+1cbgjbA42vh1OpFKqVue5tPiar8fpzd6Tsz6VDq8lxNXPoY1Cugjg3FzPFNk/iL7SbMqBqmN4unfVK/i08jznfbE/En2f2kKdLGVOBruCStT3NOzT4up6NqdKrtZf2Pp0uo0KvF7HWk25xs5/aLzDS25s2sM2GxtCqO61FP95qp4lKwzKQQeRv0+U+XtzXMos9sWpOyZZnqdojUccxI71OlzIDEUahKrUF1OusY/RvEtFRzyj3JFzzlecILk6d76SupjKVNAxIN+xjH6LiX7xj73KIMp6zIdo0yviRlnL+1/4g4T2bQ4TCFK20X0CnVafm3n5TtQ0dfUz26a5PPWr06MXOb7HV4/aWB2Zhmxe0MUlCkvMubH5DmZ5h7We3OO2tUGGwpalhAxypfVv5N/pOJ2jtzHbYxRxu0MW2IqX0LtdV9BK6dbeNmLG/rP2Oh6HHS2nPmR+d1PVXXvGHCCW9Z2JqMPKaKFSiaZRRapm1MECuCSL8pNcRl1B1n13Su+EfOjUUXdBFqqpUIQ3Ucj3jiuT/AOsxb9P+DEKoY2BtK6aasa3kEUqArcnWT3rdoPFQLoWlu+HxTDp49hvI2pWYE6SdOqzVbATBvv5CTp1rC4axnJ0nJ3NKpFoLVK5pqij5yneAli40GtyeUxVcWDZs1l+JtIG2jttKqth6JzKdGY/2lpUJSfJmeotwHK218JQ8LYgseyc4y+0uHFstKqD3nH762ga0kMVYWzT1R0t+5z+Q/B2n5/hqrgms66a6TVS2ng38NPEhr99JwJxR6PaRbGMniDAma+GjS1T8noy4uigas5UJb3r6SKYynVbNTqqQR0M84q4+vWWz12yjXJfSRpY6qreCqVt2Os5vp3lMLU3Z6aKxIJBBtzsZK99Tfz0nmi7RxSPvFxbhuhBmml7QbSpCy4xmHZ9fnOb0EmdI6hLuz0ZXGQBSCb8pKlVUVCXIGlpw+F9r8Ui5K1NH01ZdDaFMH7SbPxQyJVKPe2Vv9ZwqaOpDsdo6qNjojXOY2N+0g+Idha0wLiQ7Bg1xlPLXlGXGG/hJ7G85qizW7H2bjVcc7fWNvanO33mFq1zo1o4xBAtea2n6G56Nm/aLft/wZh31ubWjrUzcnEYJdyZsIrifDz5R+IuDYjlB5xComXmeusga5Rtb2I0PeNv6LuL2bExBA1MkMQx1EEti0UEtVVQPiNpmre0OBwwymuGI+E3m40HJ2sR1YryHzX+I6RGuFANwAe+k5V/a/CFSKQObpcwW+2q+Ib9TFO5PS+gnVaNvwZ314Z2uK2pQwiNUZg5P7Qbzn6u0alao1Wo12Y3OsAnHsToxBPY85n42t3mvhnN6k+duLxVRyWrv4ul9JIV645VnHzmXMveK4PWforJH4i5q39a9961/WWjFYlFutZvmZg3jDQcpJXsQby9x2DGH2syLZxmPkJop7WRj4tPKARWPS30j746+XPSSyF2dMuKV0JzJ8jrHp1xczmd9UUZlJHmBJ0sbiA1zUY27xZC502bNqCZJXYEa6CBKW2XU/q0VYes0LtShVIzUynmekzJehkGBXt/6xcSYPWtSYXVwRJrWpKtzUAmWrhNrsbd7UvcOe/OTXE1wb7w/ODxjKZsu8FuUmKtMmwcRYqbuFkrI4LLoToSNCYY2X7Wbc2dalgdp1aSKbKuY5R2nJ7x10XlNNCswAuJiVCNXiSPRDU1KLvCTR3lL8RNoDStQRmHvFSfEe+s1Yb8RWeqFxVEqPI6TgadY3+Us3x7ThLR0vKO8eo10v5j1ej7VYGrS3pqZQdfQTndqe2mOq1XShXXC0gbLY+M+flOMFepbS9vWRZ2c3Zde5nOGjpw78nWp1SrUVr2DR2teoar1ndzzZjcmTG0KTWJq2J84EWoE0NoxOY5u87Kjbg8r1F3dhivtFBopzfylD42o4AZrL0AFphzga84+8zc9J1hDFHOVe5oWqi5raZhYiSOJvYX5cplFW2lo+8b4ZqyM5OxrWurc4+8SY96R0jb89pbcWIqno2iqgNxJjE2BHeYN63wxbx/hksi7ljeMTYWBlu/HnBy1TbUSW+LaGMUVVmbjiNQL85eMR4AvSCsw7xb4jQG8zJHTeQXXEEkA/wBZYMRbl/WCd+bSSYm17mYxuVVL9gwmJOXnJriTmGsEDEEi4IlyYkXHiEWO0agYp4nU6y0VgwuWP1gbiR8QjjEE8mmZR44Ou6HVxRuBeW8Ue8BpidRdpbxRXlOeDkVVrBunijl+ckMYtwCfvAYxlQ8hLBidATzk2TrGtwHRi0BuCY5xhfUHlpAiYoX97pJ8UPijb+zca/PIYXFNca9e8u45l1IvAQxQuPFLOLX4pidL7N76DiY5WFyCPnJcY+XIG8F726QCMUDyMtXG6Bb+UxsDfQZXEqWu4FvLT+kLbI9p9rbGqb7Zm0KtMX1ps90PynJpiRfVpZxA7j6TnPSwqRxmk0d6WsqQllFtM9h2R+Ja7RyYfaGKXDYhiV19yp5g9IcTaDCzioLHW6nQ/wCs8COIB5kH5TovZr2txOza1PCYms1XCVGygP8A835+QnydV0eni500fWodaqZKE2ev1ds1iApqm1uQOkpXaNS/hcWPIWgVsUCu8zCwGa/S3ecr7Te3+FwOGOF2VX3uIqaGonu0x69TPnUOn7zwiuT6FbqWzHOcuDovaD29p4R6mBwWJNbErdXdT4aJ9epnmlfG7/EVK71Wq1XYl3bUk97wKcealR3ZuZvz5mIYsdDP02l6dDS/y9z8zq+o1NRK77BbfdyT85etfJ7p+8BjF3NgxlvFr8YnsdNo8e95C/EczfnJ064Y2JgUYu/JhLFxYC6vrG03yN9hpcRcgFpMVwNQYJp4tQuhFzy85I4ktz0nDC/B13kGRiMwuTJ8Ue8CHF06KA1agX1MzVtvUqf+wYuexGkuwyb8TozjANWcL5nlMOI9od0TToIGt+4nnOax22a9VgmVco18J5zIMVVrErcC/PynSNDgy9RZ8B/EbQrYs3r1XYfDfSV78Hv9YIOLSmiqlyb85JsZmbnpad1BLsjLrZdwrvx5/WLfgc7wM+NKmwOkg2PbKQDrLg5dibmIafFLbwn7yl8VZ819bQPxjt7zCVvifF786RpOw3g0cUTzPOMMQF1BgkYjQeKMcUFtduZsNI2BvIMcUe8XFHvBAxIJtmGki2MRFLmotlF+cbA30G0xRvzk+JN75jf1nJY3bzMFXDNlI5mYjtfGs5JxLDToJdhj5CR6BT2ri6ahExVRVB0s3KEKftdWwwVcZkIHhBZrE955hS2zjqa2TENcixuJTWxtSs2atVZz58pj4kX3Rr5TXZnqVf8AEDBguKVWmth+6/ObKftXSdcO5xWHGe4fM1sx7CeO77uJYmJ3jAOfdBtfvMy0MP6TcNbK/J7JS9pqVNajV6lKqEP7G1HaUv7YBajrQoBlsCutrTyCnjq1BxUp1GU3185MbXxoGTiWtcm9pj4CZv5x6kPa/GoTUZKRzdLG4mPE7d2hiDvGxb2PQG2Wec/nOObxcS4PpF+c7QOjYo29J1WkS8HJ6pvydzUxtWrrVrO3q0rasqrmXQnmZw9TauKNs2Kf6SL7SxNRAvE1LCa2CPUt+TtxirG+aPxljcmcF+YVzo+IqW8ouOr8hiqlj9pVRsFqH4PQaWMTMrOdF5SH5gs4MbXxVFdyuKYr3tymf8xxH+cfrGwyfIOB3i95F6nLKZmue8QYidj4JoDsf3CLMfjEzkk63iue8A2UnsTma8sDrZtecHhiORkt6Box1gGwNb90mtVQbkTGrWIa+kd6mawEEl2Nhrr2MRLsvukAzItUKLGTXEchcwYpmlXqLoHNvWWJiai6M9x2Mzb5YxcMbiVRb7G20jeK/InlLaWLUNdHN4NWvyT5cpJqm7GYadNBIVuyuHKeOD6FtZpp4kaZiR285zSYi/iubzXSxyrYFr+sGc0dEmKW/wApclcObBrQLRxVKp7rG9paKwBuGMDNBsVGAtzks7QUmJPhOYzSuM18XKYxYzRtDj9xjF+zCZDiVY3EW8Y6gyYsZo15/wCQiz/yEyq7E2JiepkNiZcWM0as/wDISzf/AMpg3jHUGI1SNSYUWZ3GbWq5v3CSWsoWxOsH78dzH347mWSuazRv3/8AKLf/AMpg3484t+vnM4sqdzfv/wCUdapdsoYXMGNjKSGxJJ7Sl8ecpsCD3m7cEyV7BgVT1NpIVCdc0AHG1iSyVCL85NdpVlGVnufMTGLNB/fH4ot9/KBG2jVC3Gvyk12olgGU3POMWai7BxKxy+9JrWOYeKCaWMpVPCj2PYy4VwDe5jFl3JJ8BTfH4pNcRYWJgniT3MmtcEXJMYs6b0gquJGYay3ilgffAdTJpXzG17/ORwbKqsmF1xigW1k+KW15zVfbuz6DFHxILLzVdTB+I9qquq4ekEHIF+Z85nbZ0VZpHbDF5GHhOok2xtJbZqiC/c2nmuK21i8ZpXrMR2BsJmGJIFs7kA3ALXsY2UXeZ6txAtfpGOJ7D66TzdfaHaKUxTXEsAosNdYl29tJzrjqumvONlDeZ6UmNAFrj5GT4u4uDPPE9qNpotrpVt8Q1lye2mLWyvhKWnPxG8bTJ8jmx3yYtgffli4pm/5wTh19sg6i+BfnrZpoX2u2eBqKqnqCI2Udt87VcWLAZtZBtpLSNmIJ5WnH/wDvds86Z3F+tpdS2thK/jp4pP8ArHWc50E2r9jMtVj/AHOqxHtTterhBs1toVRhRyQNY/XnbymFMUTqWFugHSCTiFexuPkbxxiQNLzcaUY/yKxylqZz/mdwuMSCbXEsXE5b6iCRXANxJcUe86YsfICy4uzEkyTY1QMtMWXzgfij3k9+O5kasajWcgrTxfPUSfF+YglcSFBJvbv2mTF7bp0P06fic8m6CVRbNbrOn4wKqnMAByJNrzLW2+lO4o5XI5E8rzka2Oq1fHUct2vKjjGPXQdJvZRz+QdBW2i1eoalZi7tqSTpIjGsTa8CUsUWNiZacQqi+a1pY0oo5brvcMDE395pYmLUKVBsT1nP1MeFtapeVVNp3G7VtRNbcS70g82PRTYG/nEuOzfvgBalRWOZly8z4tZN8QiGyE8u8bcRvSDL4vxe+JFsYCCBzgU4pP3E3j8ZT7xgl2CqyYV4lu4jjE6asBBJxtIAkvaUNtSgDZnv6Riy7kjoBjFA6yNXH00plmaw+p+k51trNY5AR2MzDHOKm9z3buYxZVUlfkOYnaO9p/qVjlHuqNPrMfGKRoD9YMbE52LM1ye8jvh8UsVY6biCfFLHWuGF7wXvl+IyQxAUWBmjLeXKCJxKg2vEK+cgA26wY1cam8dMQFUsDqdIN5IJtihe1+Wl49OvcnWCHxFrDNEuMK8mguduwTfEi+W8ia+thrBpxIJvfWOmLKHMCOVtRAzv3N/ErFxSwbvh8Ui1cAXDQMkE2xAbrGTFalLHTrBTYohb3kjjDSF1W5MjVxkgiK5JtrH3wtmzadD3gypjlU2BlT4sVNAdOwmcWM2uwRbFAsbGNxPnBJxGU2Bi4k95tEyOeue8Ra3MzLvm66RCsOrAzkeE078LpLd4oF7gzA1RSb3EZqxyXB5yq3kjv4CJq2IBQAnlpGLIdWsIEb2k2bQQivig1QaC2swYr2vwQU1KVJmYe7fv5zLnFM0oya7HSnEgaHSLieRHI8pxlT2yqk2p4ZbHnmeVH2xxCvrh6eW+gvMupFI6bMpcHcGuRzEzVdu4DDEiriaSleYvc/ScHi/afaOLDo1fdUm5KkGGvcA82PvEmY3fRYaZx/mZ3tf25wCVCi0K7j4lsAZBfbugailMCwTkxZ9fUThd98TXi33ZrSbsvDOmxDyehr7abKuysKuZbjNbQjyhGl7QbMqOU45DoCuZhynlYrEkeKXNWzcyCLWIvLuvyR6dPi562uLplQyupU6gg85NcRex0tznlFDamMw7I1HFOgp3sAbib8P7T7Xw1I01xIrA6/qf+U1GqmcnpJeD05MSRqrWHkZuw+0UIG8HLSeeYb23o5jxVAooUaprrOhwe1KGLQGhVDZhm0PSdE4tdzjUoyp9zrUxtJiMrL6Xl4xIOgtOYpYo62bXprNlDaAT/atr3m8UcQ6MQRyEtXEkAGB0xiv7rCaFreEDPGICgx2un9JF8UXN4O3y9GtHFZjyaMQbTiX6MJXxDnTWZt8v7jrGNdVFwYxM5cmtcQwYX0ljYjr0g7i7dQfWV1cQ7+64EYmjc2MJBFrSipi2FvER85jNRgL3kd4WIBjE0pWNfEEnNzPeIYi+glIIUWJEhcjURiS/NzVvm7GTWstvEDeYFr3JF7W7xHEgG1/vGKN5s3tVCqSG1kUxAvraYeIzeEHn5yLVCv7h9YxGbCgxPVfqJKlj8QObfUwYlbw+995LffzjEKbDFLadRSc4E008etQe8oJPKAUrKLszAgCY8VtdEumHJzHmekwdDqMTtehggRiHAYjQKbkwJi/aHFYnMtKoaCHQAC5M598TUqVDUeqWJHM842+PxQaTsExiQRrYnqT185IVz0AgwVGYXDj6ywViB733guRv4g+UXEHymDfH4vvGbEZTbN94JkwhxB8ohiT0ImDf6XLaesjxKj3bwXII8Q176RcS3cQetcsL5vvL1o03AY4hQW1tAtfk1ribHxMLRNiOqkW62mYYfKbiqCJeTQVLXgNWXcsXEjLe4khiLnQi8HkXfSooTqL6y9VogZxUlTsYNyY/FUyCuIqLbkLm010vaDaNI/7Rank2kDVUXLnWt8rypXNrhtPMyMHWUPamsdK+GB9GtNCe01A33lGovaxDTjeJ/kfrJLiwt7k/WbxB2ye0mFIAFJh59fpIvt9mb9Gnoerm0404trXptb1MdMTUzC9Q29ZUkgdU+067El8T4T+0G0rONpdHHzM57iwvvOfrKnxhzGzi3rDjccnTNjAFNmBlfHEdZz35iOlQGM20XtlU8+d5QdAdpqhsagBlNbbOt75h2BnOGrmN2qG584++PxfeAGqu1Wq2FJStucqOMe92rMp8oJNZujD6xCs3VvvADdPH16YPiDE9TL02qjDxk5h5wKtSwDlrr3EVTF6BbBbfWDePAabawY33bTOdqVtSrKO14J4n+R+sgaxy2zdb84Mp2Cq4yqylC9xe/PW8bfHsPpBi17HVvvJcT/I/WDoncI8UeWaPv2grfnNfN17yfE/yP1goS37Rb9oOFfML5vvGOJsbZj9YAS37RuIPeDuJ/kfrFxP8j9YKpWCPE/yEXFfyEFmsSb5vvGNcgXzfeHwXIKcT/IRcSO4gta5b933jiqSbBvvMZFTuEnxOmhEenXIOZ+RGl4NNdabeNtR0vItiywNzzjI0b+K/kIz4rw+8IKOJsbXP1jNibi2aMgETiyPOPxhIuWgrfH4pE4mwZS2pjIBA4ruwkXxXKzQacQQL55Hi/wCX3jI0lcInFd2H1i4sfEPrBjV7m+YSHFD4oyLigAu2KuYZ7EdbS1NsUzfPcTl6u16NM5UF/OZsRtdqigU7CePfOfxzs6u2cJRpbx6ov0XqZzG0/aTGYyplFVqdLoo0PzgWriqjqC7FmHI3vaUnEFjdtT5znOrl2NxpY9zdxAub637yt8QMxvrMfEWOtpB8R4ja055P2d4wVuxrOIAF7yBxIbrMu/01AjHEKOeWLm9uxq3484t8POYXxK30I+RjcSO4+sJ27DFG/fjzi3485g4kd/vFxI7j6xk/YxXoICuLjnJtiABpeDOJHT+sc1yOYMZNjFBJcQCNbywYnUCDKeI007ye/PlF7Fa9hMVlBBuTbpfnNGFx1XDuK1Cs1NlOmU9O0DJiCTrLkxAA1IlyaOE4JvsdvgvbgotsTQzkCxZP6kQ/gtv4HaAvh6ym1rqxym88sWtqDaaaWMalUFS5zKbqbXsZ6I12ef4yPX6WJZeeh7TfQxwYAEzzXZntfVZhS2jd1/zE0PznT4TadDEUw+GxCPp+1tRPXCpGSPLVpYPg6zfr5x1xWTkOcA0sc9vFm+c1rjFIAJAPrNnHsEjiATfWMaobwi8wjES0VQTbQQcjRmA94mK99QTaU5l+IfWUvUIY2f7wLs2PUIUk8pGnUDG46TKarMMpB1kqRAvc2g3F3RqLMxJvFUqsjW0tM5xAUkZh9ZRWrlza/wB4O1lYveqoN9dZWXzG4lJuOfTvKGxtFGKk3t2MHOzNoYg3jmpf3j9IPfH0lUkAyp9poRojX6RcWYWFVQLayqtj6FJTe9+wgJ9oYl2y3y+fKRNdnIzG/mTMNu51UVYIVtpVKmisQv3mcVlHf6zMaqrrcH5xCqjallHzmTRp3484t7f3Zl368vDHD7vkQb684KahiCuhjjE3IEyb0nXKDFvrftECzN2/HnGNRSbm/wBZiOItzsPnEMRflY/OBY3b0EZRftI3tzMx789hH3pbQ6QaivZtFVQLayW+a3vLb7zEGG7fxC/TWRFYg2tBoJLj3VMg5RjjmYWJmI1h2ES2Gua9/OCS7Gk1r/ub6yS1ntlZjaZRUsbZftLd8Owgwad//I/WS4nS15heoCRqBJpql+neCGpaqk2JMnnp/EZi31NPESDboDIvilYeAES3ZbMICsoFgTIDGLfwnWDlxDZdYhXHQCLs1Fewi2KZrXa1u0gaoJuWMxGrfW/LpFxBbXLb5RdlsjaKijW8ffDvMO/i4jzEXZbI274fFFvh8Uxb+LfxdiyNu+HxRLWBfKTMW/MsRwVzEgRdiyCi4gUKbA2NxoDymVq4ZixY3MyvjMy5SJXxHpF2Ddvh8UbfD4pi38W/i7Fkbt8O8W+XvMPEekW/i7Bu3y94t8veYGxGh5Svfv2i7KFBiMosDGNcE3vB6VzbWNvnzctLxdg3vXAFwYlrhhcmYXrG2g6yG+ftF2bilY3nE2JF4xxFxY3mHft2iFck8ouWyNy12/b95Zv/AA3J1tMRqqAGHvcrdJAmspuWFvWQWSNZrgm5JJ7yLYix0vMFXEDNofvIcQYKbzXBN9Yt8POYOI8pFsSLf6RcqXJufEZbWMTNUKCopGvcwdxAJsL384xxA5G0XN2RteuMvMyG/HczKcRTIIAPzlCViAbiYk+S9jc2JsbCQ3yzE9fxHwxt/wDxkuwedvWOU6yvfH4pkNVSLZpHMD7rXnzm00erFm3fH4pTvm7zMaoU2J1ldz3mBizW9VtNZDev3lAYiPvVHvHWBiy4VWI1OkZmB5SreryU6xZz2EG2uCRYA2MVwBeQJubmVAnN84JFWL847GLOOxkIoNFgqC4teWbwn3pnGhvJZz2Eq4YLt4R7sQqtbnKc57CLOZvJGZK5oWswNyTLFqs4uD9ZjznykkYkRkjDVjetVha7S3fHvBuYjW8sWqjG2aMkZaugpRxFgbnrNmG2licJUFbC1TTa1r/+UCoyWPiMsFVdFuZVLng57d+56FsX2ro10Wjjagp1R4b9GnQrXLsCD0v6zyJKiXHcdYWwntJtHBKEpV7qugDa2nqhqMXyeSpp2+D1Gli7iwJFu8vXElhcNOE2f7Y0RRBx4/Ub4BadHhtpYatrQxCOO2axnqVWLPJKhNINb9vii3y21OsH74N7h+8mrqRqTedfFzzOLXDCCuwPiYWkjVUd4P3rdxHFVh2kNR7G0sGNxIVKy0kLsp06TK1ays7m1u0H18W7P4n07SNo6RV2X4jGVqvvG3PlM4qqNCSTKXxItfTSZzUNQ5u85nY1vWOU+KVGuw6mZTUYi0ZXCnxGAaGrMTe8RdwL5pRvU7yrekG8FNe8J968cMDMnEE+7aMark30guLNt+xiFZ6ZvobzKGS2rGOHpj9xg1FWNXEseenpIGq1+cp3l/d5RZz2EGi8OzGxMsRwosbzKtQg9B6x9+BzI+UA25xEGB6zCarE3FpYrHIGvqYBeapv4TpJB7rz1mM1GTQWN9dY29YnpANgaodAwkhVanoxPymVKm7OYxVMSpN7jlANYrEi+Yx98fig7esdRaLet5QDZVrkEamJcQ2QjM2pmVWLamSDMBbSDDi7mgVHJtePmf4hM5cmNcwbNOZ/iEdnsLg6zLnXq2sQYiAX71u8W9fvKc7eUW8A946wYabZetRibE6SeYTKaikWB1jZgPeNoNmhqhBsDpG3r95SH+HURCoR/tLAwDTSq6nNHqYsAZBeZHqpa4PKVispFyYBr3zd44rfEZizU/iMi9RF5MYBvNbXwnSRGIN7G8xLUQi5YxjXHui0AIGsP2mIVHOoaDd40tp1gF8R6wVJs3b1RzjGsLeGYWdLE5jIb5e8DFm81yOpj75u8wCuf22PrG3w6mRuxqKaCG+bvGOIINiZg3y95E1FJuSZMkaCW+UoTre0rSs2bnMRqELz0tKxXANweUwAocQVJBJ0ldTGk+EHlB7YgMbkyBqJqbmWLsVK5rasc2YGOMQx/dMArgG945rgw3dm4qxuNdre9KRiG7zK9YKAQYz1lyyFNgr65i2o5Sk1muczC8y79e5jFr+IGRuwNe+PxRb4/FMArAm14wri5F+UmSBsescx8UdGZ1DBwL95hNRCbkmT4peimMkDzu47iPmA5N95QHBNtY5YLznzj3EnN2JveT6SoG4uIrv1tAJueVjIxSJcA21gEornuYooArnuYoooArnuYrnuYooArnuZJDrqZGKAWXHcREix1ErigCue5j5mHJj9Y0UGXG5YH01b7yaMFNyLyj0iVmBu3KCYmrfAcllgrLYaC8yZx2MQcX5GVOwxNyVcrXzfeWcRfkfvMYcE2klqKpsesuRcUb1rnKNJppYxkGZahVu99RBW9YaDlJLUcG9x9ZdxmXBHV7M9rMfgBkqHiaYGgY+K/rOlwftTgsUwuxplgDlIvY9Z5vQxAGbP5TQmKZPFTax6XnalqHDueaemjPserpiw1mDqVPI30MsbFKmrEaec882dt+vhyFd7m+l+R/0htdtUq5BasozdLz3wrRkrs+fVoSi7IN4raS1SUUgDyOkyNXDC3XveZd6jt4Tp3izL3i9+TEYYl29y+d4hUHQhfK8pzL3jZwCYNpXLmPhNjKyw6t95S1ckWEiHP7oNYljVSGsNRI57j3vvGzjsZWTYXguJcD2MktUKLGx9ZlL/AAxB+8GjSHu3vde8suBzMxioAesmKw/cYBpzAcm+8bPk/dmv5yjep3i3yecA0bzPoRIO5U2AlBrj9oMQrj9wMA0iqwAupGkfiGta5tMtSuWAAvpK943eAbt+Tzi357TLTfw+LvJ5x2MAv37HnFnzanSUBwY+Ze8jdkC7P/L7xGpbW95TmXvErBjblCdwaadTMDraM1ZwxAvaVKQvn6RGqnKUGjehdcwPziFUPyNrecyE2FzJU3BvANO9A0yg+cffX0taUZxGzjsYBetUqovqfWQZyzE6iV5x2MWcdjAL721vaIsDzb7ykNc+Ii0tOIoIlgpJ6XmVK7A+9y6WvK3xBLgnlM1SuS5NwJVvG6maBpfEEtpyjBiRcaSgODEWPRhaDSjcu39ucbiAe0pLAi0rYgWvMZBxsjVvwOVo4YHW4mPOOxiDsCDmEZESubS9ubfeLODyf7zIambm0daigWJjI2lY0748rRb3+I+kyviEym17yoYi5tciMim8VL9bRXB6iYDiLG1yZKnWLnQ8pG7lSubS2XW15W9ex6DSUVa5C3vfWUmupNzeQ1iaGxD66m3rIcT5j6zK2I5jW3KQzjsYGJrfEMTp9jI8Q3n9ZlNfKbC8rNZySYKlY3pXu3KT338RB9Oq5a1xLDVYcyJlysU0Vql7EN8gZB6+ZbA2+cyNVbMdYs47GTIF++K9b/OS37W0BtM2cdjG3rDQcpG7g0b5RrlAkHrrpZR8pUzAiwkJkFwrE8kJlu/8pRSIU5jJQdFC6OCBsbxFi3ONFPC+EeokGIFhHDkm2kRA3YNtZIKOdpi7AzMVtaQJubyVTpEoBGom12BIco8que5iue5lBbFKrnuYrnuYBbFIISXAJjMTmOpgFkUqzHvJqxY2NoBKMdBeMzFTYWjk3W/lAGViTYyUm6qEUhQCRIQCBcg20jZz2EkVFibSuASznsJNTcAyqPc9zALi5Ma4vcsfrKrnuYrk8zANPEC1tPrG31+R+8yFyDawkoIbKdYi+ZrSwYmwsGmJCTe5kjAXHYJU8TnGp+ks39mDB2uOWsFU6rlgt9Jdc9zLdkcYvug1h9qYyid5TrnXvqIRw/tQzsDXoZU6kTllrVFGUNoI9Csw1HOdFWmvJ55UYO/B22F29gcSMrOaVQftbrNoxQy/pgNra+acCazHUgS6ji69EAo5Ave19LzqtVz+o4vTpfys7jeg8ucWc9hOWT2hxlNPGqObgXIt18p0AqPukqZvfF7T1UqiqK6OM4ODsy9q+U2NpE4gMLC0zVSSuY85WtQ3AnQybN5bnFvVmYknmSY053YNJqqRa8bOvxGZ4ouwaL35GK5GpMoBI5EiLM3xH6xdg071Yt6veZYouwat6Is57CZFc5wLDnaaZqLuCYqsNABLBUJFyBKI1RiMoBImgXmoG0Biue8p5co9z3M5XYLMy9zeTV9ddJnj3PcxewNYqKOsqd1zE3lNz3MaW7BpOIBFtJHfDvIZV7RZV7RdgvSoSoIks57CZ7kCwNpBWbMPEfrF2DXnPlFnbylS3ILXOkqq13BW1hfnF2bSVi3fL3kWqK3UymKTsZXLHc3YkHSPvCOdrSMoLMdCTLdm7I0Gop6yDVVBteUxiAeYi7KaOJHlGaurc5kikBp3q95FnABIY3lEUESsT3r95NHuLsxBlMrckHQwUuLrf3+sRqIf3WmeSQAnWDpZF2fsbyS1mW4sNecztobDSSJsmbnYXgtrF7tltnPPUSiq92up6SoVHqnM5vbQCPAJiooFr6xs57CUnmfWK57mAWkkm5jSu57mK57mZk7AsLZReQaoW5E/WROuh1iAA5TAJByIs57CRikBLeW52i3h6WkCAeYjgW5QCWc9hFnPYSMe10ZuogCzE63l2c9hMIxNhY0wT3uZrSqcouoPynFydzuux//Z"/></p>
<p>The future of autonomous digital asset strategies is moving toward hyper-personalized, AI-driven decision-making that adapts in real-time to market shifts. We&#8217;re seeing a surge in self-learning algorithms that don&#8217;t just execute trades but manage liquidity pools, rebalance portfolios, and even govern DAO treasuries without human intervention. <strong>smart contract automation</strong> lies at the core, enabling trustless execution of complex strategies like yield farming or arbitrage across fragmented blockchains. Key developments include:</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Crypto AI automated investing" 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"/></p>
<ul>
<li>**Cross-chain interoperability** allowing bots to seek the best returns across different ecosystems instantly.</li>
<li>**On-chain risk analytics** that automatically adjust positions based on volatility and protocol health.</li>
<li>**Decentralized AI models** that keep strategy logic verifiable and censorship-resistant.</li>
</ul>
<p>This shift makes passive income generation more accessible while forcing traders to rethink reliance on manual oversight. The result? Smarter, faster, and more resilient autonomous systems that operate 24/7.</p>
<h3>Multi-Chain Arbitrage Bots Riding Layer-2 Solutions</h3>
<p>The convergence of artificial intelligence with decentralized finance is fundamentally reshaping autonomous digital asset strategies, moving beyond simple algorithmic trading toward predictive, self-optimizing portfolios. These systems now incorporate real-time on-chain data analysis, machine learning for volatility forecasting, and automated yield harvesting across multiple protocols. Key drivers include the rise of intent-based architecture, allowing AI agents to execute complex multi-step transactions, and the integration of zero-knowledge proofs for privacy-preserving strategy execution. To maintain an edge, experts recommend focusing on three core areas:</p>
<ul>
<li><strong>Cross-chain interoperability</strong> for deploying capital where liquidity is deepest.</li>
<li><strong>Adaptive risk frameworks</strong> that adjust position sizing based on live market entropy.</li>
<li><strong>Regulatory compliance automation</strong> embedded directly into smart contract logic.</li>
</ul>
<p>Ultimately, the most resilient strategies will be those that combine machine-driven execution speed with programmable governance safeguards, ensuring autonomous systems remain aligned with long-term portfolio objectives rather than short-term market noise.</p>
<h3>Regulatory Shifts and Their Impact on Automated Systems</h3>
<p>Autonomous digital asset strategies are evolving through decentralized AI agents that execute trades and manage portfolios without human intervention. A key <strong>future trend in autonomous portfolio management</strong> includes the integration of verifiable on-chain data feeds to reduce reliance on centralized oracles. These systems increasingly leverage predictive models trained on historical volatility and liquidity patterns to auto-adjust allocations in real time.</p>
<ul>
<li><strong>Self-custody smart contracts</strong> that enforce risk parameters automatically.</li>
<li><strong>Cross-chain interoperability</strong> enabling agents to arbitrage across L1s and L2s.</li>
<li><strong>Regulatory-compliant compliance modules</strong> embedded directly into agent logic.</li>
</ul>
<p><strong>Q: Are these strategies accessible to retail investors?</strong><br />A: Partially—while institutional players dominate due to capital requirements, user-friendly &#8220;set-and-forget&#8221; DeFi vaults and composable agents are lowering entry barriers for sophisticated retail participants.</p>
]]></content:encoded>
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